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MA001 | PM001 | 在平行四边形ABCD中,\(CE\perp AB\),E点为垂脚,若\(\angle D\) = \(55^\circ\),则\(\angle BCE\) 是多少? | \(35^\circ\) | \(35^\circ\) | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 在平行四边形ABCD中,\(CE\perp AB\),E点为垂脚,若\(\angle D\) = \(55^\circ\),则\(\angle BCE\) 是多少? | 001 | {
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"path": "PM001.png"
} | null | null |
MA002 | PM002 |
如图所示,在4×4的正方形网格中,每个小正方形的边长均为1,点A,B,C都在格点上,\(AD\perp BC\)于D,则AD的长为多少? | 2 | 2 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended |
如图所示,在4×4的正方形网格中,每个小正方形的边长均为1,点A,B,C都在格点上,\(AD\perp BC\)于D,则AD的长为多少? | 002 | {
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"path": "PM002.png"
} | null | null |
MA003 | PM003 | 如图:BE=BD,且AB=AC=CD=DE,求\(\angle EBD\)的度数是多少? | \(100^\text{o}\) | \(100^\text{o}\) | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 如图:BE=BD,且AB=AC=CD=DE,求\(\angle EBD\)的度数是多少? | 003 | {
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",
"path": "PM003.png"
} | null | null |
MA004 | PM004 | 求\(四边形 ABCD \)的\( \angle A\)的度数。 | \(135^\circ\) | \(135^\circ\) | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 求\(四边形 ABCD \)的\( \angle A\)的度数。 | 004 | {
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",
"path": "PM004.png"
} | null | null |
MA005 | PM005 | 图中,KL 在 K 处与 $\odot M$ 相切。KL长度为17,ML长度10,MK长度是\(\chi \),M是圆心,求 \(\chi \) 的值。 | 9.45 | 9.45 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 图中,KL 在 K 处与 $\odot M$ 相切。KL长度为17,ML长度10,MK长度是\(\chi \),M是圆心,求 \(\chi \) 的值。 | 005 | {
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",
"path": "PM005.png"
} | null | null |
MA006 | PM006 | 如图所示,BC是1.6,DE是1.4,BD是0.55,则AB的长度为多少? | 4.4 | 4.4 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 如图所示,BC是1.6,DE是1.4,BD是0.55,则AB的长度为多少? | 006 | {
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",
"path": "PM006.png"
} | null | null |
MA007 | PM007 | 如图,\(AB \parallel CD\),\(\angle AMC +\angle A+\angle C\)=? | \(360^\text{o}\) | \(360^\text{o}\) | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 如图,\(AB \parallel CD\),\(\angle AMC +\angle A+\angle C\)=? | 007 | {
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"path": "PM007.png"
} | null | null |
MA008 | PM008 | a、b、c、d、e这几个角,哪个角是最大的?是多少度? | d角最大,是130度 | d角最大,是130度 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | a、b、c、d、e这几个角,哪个角是最大的?是多少度? | 008 | {
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",
"path": "PM008.png"
} | null | null |
MA009 | PM009 | 求a,b的值。 | a是1,b是1 | a是1,b是1 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 求a,b的值。 | 009 | {
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"path": "PM009.png"
} | null | null |
MA010 | PM010 | 图中纵坐标轴上两个相邻的坐标间数值为多少? | 20 | 20 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 图中纵坐标轴上两个相邻的坐标间数值为多少? | 010 | {
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AAAAAsgkIAAAgm4AAAACyCQgAACCbgAAAALIJCAAAIJuAAAAAsgkIAAAgm4AAAACyCQgAACCbgAAAALIJCAAAIJuAAAAAsgkIAAAgm4AAAACy1f7lX/6l6hkAAIBFovbAAw9UPQMAALBIpLIsy6qHOKrRaERRFNFGIwEAANNUfg1EvV6PlFKklKIoiqrHAQAAZuEIBAAAkK3yIxAAAMDiISAAAIBsAgIAAMgmIAAAgGwCAgAAyCYgAACAbAICAADIJiAAAIBsAgIAAMgmIAAAgGwCAgAAyCYgAACAbAICAADIJiAAAIBsAgIAAMgmIAAAgGwCAgAAyCYgAACAbAICAADIJiAAAIBsxUwPbt26Nb785S/HWWedFY899lisW7cuLrnkkmPbt2zZEjt27IiUUpx33nmxadOmrG0AAMDi9owB8c53vjMGBgZifHw8Nm3aFBdeeGGce+65sX379ti6dWtcf/31ERFx1VVXxZo1a2L16tWzbgMAABa/GU9huvrqq2NgYCAiIpYsWRKnnnpqjIyMRETE8PBwrF27NlJKkVKK9evXx/Dw8JzbAACAxW/GgEgpHfv9I488Et3d3XHRRRdFRMTu3buPxUVExMDAQOzatWvObQAAwOI360XUhw8fjo9+9KNxzTXXRFdX10l94Xq9fuxIxdFfRXHkjKqUUtTr9ZP6egAAwH/fjNdARESMj4/HBz/4wXjLW94Sz3ve8449Pjg4eOx0poiIkZGRGBwcnHPb0w0NDcXQ0NBxjzUajSiKIsqyfHb/GgAAoKVmPAIxNjYW1113XbzpTW+KVatWxc6dO+POO++MiIgNGzbEPffcE2VZRlmWsW3btti4ceOc2wAAgMUvlTN83P9Hf/RH8bWvfS2WLl0aEUeODLzxjW+MSy+9NCIibr/99uNu1bp58+Zj+862bS6OQAAAQHubMSCqIiAAAKC9+SZqAAAgm4AAAACyCQgAACCbgAAAALIJCAAAIJuAAAAAsgkIAAAgm4AAAACyCQgAACCbgAAAALIJCAAAIJuAAAAAsgkIAAAgm4AAAACyCQgAACCbgAAAALIJCAAAIJuAAAAAsgkIAAAgm4AAAACyCQgAACCbgAAAALJVHhD1ej1SSpFSiqIoqh4HAACYRSrLsqx6iKMajUYURRFtNBIAADBN5UcgAACAxUNAAAAA2QQEAACQTUAAAADZBAQAAJBNQAAAANkEBAAAkE1AAAAA2QQEAACQTUAAAADZBAQAAJBNQAAAANkEBAAAkE1AAAAA2QQEAACQTUAAAADZBAQAAJBNQAAAANkEBAAAkE1AAAAA2QQEAACQTUAAAADZBAQAAJBNQAAAANkqD4h6vR4ppUgpRVEUVY8DAADMIpVlWVY9xFGNRiOKoog2GgkAAJim8iMQAADA4iEgAACAbAICAADIJiAAAIBsAgIAAMgmIAAAgGwCAgAAyCYgAACAbAICAADIJiAAAIBsAgIAAMgmIAAAgGwCAgAAyCYgAACAbAICAADIJiAAAIBsAgIAAMgmIAAAgGwCAgAAyCYgAACAbAICAADIJiAAAIBsAgIAAMgmIAAAgGyVB0S9Xo+UUqSUoiiKqscBAABmkcqyLKse4qhGoxFFUUQbjQQAAExT+REIAABg8RAQAABANgEBAABkExAAAEA2AQEAAGQTEAAAQDYBAQAAZBMQAABANgEBAABkExAAAEA2AQEAAGQTEAAAQDYBAQAAZBMQAABANgEBAABkExAAAEA2AQEAAGQTEAAAQDYBAQAAZBMQAABANgEBAABkExAAAEA2AQEAAGQTEAAAQLbKA6Jer0dKKVJKURRF1eMAAACzSGVZllUPcVSj0YiiKKKNRgIAAKap/AgEAACweAgIAAAgm4AAAACyCQgAACCbgAAAALIJCAAAIJuAAAAAsgkIAAAgm4AAAACyCQgAACCbgAAAALIJCAAAIJuAAAAAsgkIAAAgm4AAAACyCQgAACCbgAAAALIJCAAAIJuAAAAAsgkIAAAgW/FMGx566KH4sz/7s7jgggvit37rt47btmXLltixY0eklOK8886LTZs2ZW0DAAAWtxkDYmRkJO6666644IILTti2ffv22Lp1a1x//fUREXHVVVfFmjVrYvXq1bNuAwAAFr8ZT2EaGBiIyy+/PHp6ek7YNjw8HGvXro2UUqSUYv369TE8PDznNgAAYPGb9zUQu3fvjoGBgWN/HhgYiF27ds25DQAAWPwqu4i6Xq8fO1Jx9FdRHDmjKqUU9Xq9qtEAAIBn8IwXUT+TwcHBGBkZOfbnkZGRGBwcnHPb0w0NDcXQ0NBxjzUajSiKIsqynO9YAADAApj3EYgNGzbEPffcE2VZRlmWsW3btti4ceOc2wAAgMUvlc/wcf9NN90U3/jGN6LRaMRLX/rSeNvb3nZs2+23337crVo3b96ctW0ujkAAAEB7e8aAqIKAAACA9uabqAEAgGwCAgAAyCYgAACAbAICAADIJiAAAIBsAgIAAMgmIAAAgGwCAgAAyCYgAACAbAICAADIJiAAAIBsAgIAAMgmIAAAgGwCAgAAyCYgAACAbAICAADIJiAAAIBsAgIAAMgmIAAAgGwCAgAAyCYgAACAbJUHRL1ej5RSpJSiKIqqxwEAAGaRyrIsqx7iqEajEUVRRBuNBAAATFP5EQgAAGDxEBAAAEA2AQEAAGQTEAAAQDYBAQAAZBMQAABANgEBAABkExAAAEA2AQEAAGQTEAAAQDYBAQAAZBMQAABANgEBAABkExAAAEA2AQEAAGQTEAAAQDYBAQAAZBMQAABANgEBAABkExAAAEA2AQEAAGQTEAAAQDYBAQAAZBMQAABAtsoDol6vR0opUkpRFEXV4wAAALNIZVmWVQ9xVKPRiKIooo1GAgAApqn8CAQAALB4CAgAACCbgAAAALIJCAAAIJuAAAAAsgkIAAAgm4AAAACyCQgAACCbgAAAALIJCAAAIJuAAAAAsgkIAAAgm4AAAACyCQgAACCbgAAAALIJCAAAIJuAAAAAsgkIAAAgm4AAAACyCQgAACCbgAAAALIVVQ/QbprRjP88/J+xY2xHPHfJc+OFS19Y9UgAANA2BMQ0Nz52Y/zNk38TjWYjert6Y6I5EePleLx24LXxv8/931WPBx3rYONg9Hf1Vz0GEBFjjbHo6+qregygQqksy7LqIY5qNBpRFEVUMdLr/u11MTI5Eoeah07YVqQiilTEF9Z8IZZ1LVvw2aATfffQd+PGx2+Mbx/8dvSm3jjQOBDnLzk/Np21KTaevrHq8aCjPHz44fjIYx+Jbx34VnTXumN0ajResPQF8YYz3xCvGXhN1eMBC6zygKjX6/G+973vuMcWeqRf3v7L8Z/j/znn82qpFl//sa8vwETQ2W549Ib42z1/G6ON0RO2nVacFhf2XRgfPv/DFUwGnecTj38ibt19a4w2Z16PL+x7Ydx4/o0VTAZUpfKAmK6KIxA3PHpD/PWTfx3jzfE5n5tSipcte1l87H98bAEmg870V7v+Km7adVMcbh5+xufUUi0u7r84bvrRmxZwMug8t+y+JT76+Edn/RlZi1pc2H9h3PzCmxduMKBSHX0XpmbZjC1PbsmKh4gjR0YeHHswvnvouy2eDDrTtgPb4pbdt8waDxFH1u79Y/fHnz/65wszGHSgb45+M27addOcPyOb0YwHDz0Y1z1y3QJNBlStowPiofGHohGNee0z2hiN+w/d36KJoLN96NEPxf7G/qznjjfH44vf/2I8cviRFk8FnelPH/3TGU8jnMnh5uH40r4vxcPjD7d4KqAddPRdmHYc2hFdqWte+zSjGQ+NPRQx0KKhoEPtmdwTO8d3zmufJyefjAcOPRAre1e2ZijoUPsb++Pfx/59XvvsPbw3/m3s3+LcJee2aCrgqL998m/j7v13x1NTT0VX6oqXLXtZXDJwyYKtv44OiBW9K6JZNue932DPYAumgc62fWx79ERPTMRE9j6T5WTcd/C+2HiauzLByXT/wfujp9YTk43J7H2mYiq+ffDbccnAJS2cDDrbtw5+K357x29HIxrHne77rYPfir/f+/dx6RmXxtt+5G0tn6OjT2F6cd+L5zzX+umWdC2J1f2rWzQRdK6e1BONNL9TCiMiumJ+RxGBuXXXup/VDU3me1QfyHffwfviXd99V4w1x054/1qWZeyZ3BO37L4lPvDIB1o+S0cHRHfqjp8+7aejlvL/Zzi7ODsu7L+whVNBZ3px34tjssz/tDMioqfWExcvu7hFE0HnenHfi+NwOb8P2LpTd7x02UtbNBF0tn1T++KtO94ao1OzX5d0qHko7txzZ/zNk3/T0nk6OiAiIq5bdV2UkfcpS1+tL65ddW2LJ4LOdEpxSly4dH5xfkb3GbGmf02LJoLOtaS2JF7S/5J57XNW91lxcb+gh1YYengoJpt5H7IdbB6M2564LfZO7W3ZPB0fEBER/7DmH6JIs18O0tfVFx98wQfj/KXnL9BU0Hne+7z3Rn9Xf9Zz+2v9semsTXF6cXqLp4LOdM2510RfrS/ruX21vrjszMvijO4zWjwVdJ4yyrhr313ZH3hHRDw58WR848A3WjaTgIiIgWIgvnTRl+KCvgtiWdeySJGObVtSWxIre1fGX/7oX8ZPLP+JCqeEH37nLz0/hs4dmvNNS0+tJzacviE2n7l5gSaDzvPc3ufG+5///rnXY+qJnzntZ+LywcsXaDLoLNvHtsfS2tJ57TNZTsY3DrYuIDr6LkzT9Xf1x60vujXuH7s/7j14b3xv/Htxds/ZcXH/xXHxsouPiwqgdTactiEOPe9Q/OHDfxhlWUYzjr9T2kAxEK8deG28e+W7K5oQOscrT3tlDJ07FL//vd+PlNIJdy4c6B6IV5/+6vi9lb9X0YTww2//1P7oju557zfRyL+r4Xyl8tncZqFFGo1GFEXxrO78APxwmWhOxMcf/3h8bf/XYqKciGY04yX9L4nXn/n6eFHfi6oeDzpKM5px42M3xrb922K8OR7NaMZF/RfFZWdc5s6E0GL7G/vjZ7/9s/O60UhKKd6z8j3x+jNf35KZBAQAALSxTfdvigcPPZj9/LO6z4rrzr9u3jcnyeUaCAAAaGO/veK3Y3nX8qzndqfuuGjZRS2LhwgBAQAAbe0nT/3JuOyMy6I7zX0txFk9Z8W157X2awdcRA0AAG3uynOujMNxOD6z5zMx2jjxC+WWdS2LwZ7BuO1Ft7V8FtdAAADAInHfwfvihkdviG+PfTtO6zotnph6Ilb2rIxfPfNX481nvXlBZhAQAACwCD1y+JFY2btywV9XQAAAANlcRA0AAGQTEAAAQDYBAQAAZBMQAABANgEBAABkExAAAEC2ygOiXq9HSilSSlEUvhgbAADame+BAAAAslV+BAIAAFg8BAQAAJBNQAAAANkEBAAAkE1AAAAA2QQEAACQTUAAAADZBAQAAJBNQAAAANkEBAAAkE1AAAAA2QQEAACQTUAAAADZBAQAAJBNQAAAANkEBAAAkE1AAAAA2QQEAACQTUAAAADZBAQAAJCtONl/4ZYtW2LHjh2RUorzzjsvNm3adLJfAgAAqMhJDYjt27fH1q1b4/rrr4+IiKuuuirWrFkTq1evPpkvAwAAVOSknsI0PDwca9eujZRSpJRi/fr1MTw8fDJfYsHU6/WqRwB+wHqE9mE9Qvuoaj2msizLk/WXXX311fHyl788fuEXfiEiIr7whS/EP/3TP8UHPvCBrP0bjUYURREncaRnLaXUFnMA1iO0E+sR2kdV6/GkXwORq16vx/ve974Zt6WUFnaYZ9AucwDWI7QT6xHaRxXr8aQGxODgYIyMjBz788jISAwODs743KGhoRgaGjrh8YmJiZicnDyZYz0ry5Yti9HR0arHAMJ6hHZiPUL7qGo9ntSA2LBhQ/zFX/xFvPnNb46IiG3btsUVV1wxr7+jp6cnenp6TuZYz1p/f3/VIwA/YD1C+7AeoX1UsR5P6jUQERG33377cbdx3bx588n86xeMczyhfViP0D6sR2gfVa3Hkx4QPyz8HyS0D+sR2of1CO2jqvXom6gBAIBsAuIZPNMdooCFZz1C+7AeoX1UtR6dwgQAAGRzBAIAAMgmIAAAgGwCAgAAyCYgAACAbAJimt27d8fY2NgJjx84cCC++93vRqPRqGAq6EzWI7QP6xHaRzusRwExzfDwcLznPe+JgwcPHvf43r1742Mf+1jcfffdFU0Gncd6hPZhPUL7aIf1KCCe5qKLLoo/+ZM/Oe4/yvOf//x4//vfHw888ECFk0HnsR6hfViP0D6qXo8C4mlWrlwZV1xxRVx77bXx1FNPHXu8q6srJicnqxsMOpD1CO3DeoT2UfV6LFr+CovQypUr4+1vf3tcc801sXbt2lixYkV89atfjXXr1lU9GnQc6xHah/UI7aPK9egIxDS9vb3xpS99Ke69995YsWJF/PEf/3GMjo7GHXfcEatWrYpXv/rVVY8IHcN6hPZhPUL7aIf1mMqyLFv+KgAAwA8FpzDN4PDhw/H444/HU089FaeeemqsWLEient7qx4LOpL1CO3DeoT2UeV6FBDTlGUZn/zkJ+OOO+6IlFL09fXFoUOHotFoxM///M/HW97ylujq6qp6TOgI1iO0D+sR2kc7rEenME3z2c9+Nvbs2RO/8iu/Eqeeeuqxx/fv3x933HFH9Pb2xmWXXVbhhNA5rEdoH9YjtI92WI8uop5m586d8eu//uvH/ceIiDjllFPijW98Yzz66KMVTQadx3qE9mE9Qvtoh/UoIKY599xz41Of+lTs27fvuMf3798ft956a5xzzjkVTQadx3qE9mE9Qvtoh/XoFKZpms1m3HzzzXHHHXdErVaLpUuXxvj4eDQajbjkkkuc4wkLyHqE9mE9Qvtoh/UoIGYwMTERjz/+eOzfvz9OOeWUOPvss91lAipiPUL7sB6hfVS5HgXEDNymDgAAZuY2rtO0w22xgCMeeOCBWLVqVfT09Bz3+OjoaGzdujUuueSSiiaDzmM9Qvtoh/UoIKb53Oc+F7VaLW6++eYZb4v16U9/2m3qYIH867/+a5x++ulxyimnHPd4V1dXPPzww/HQQw/FqlWrKpoOOov1CO2jHdajgJhm586d8c53vjNSSsc9fvS2WB/60Icqmgw605ve9KZn3DYyMhJXX331Ak4Dnc16hPZR9XoUENMcvS3WTF/M8ZnPfMZt6mCB3XrrrSd8wnKU0wlhYVmP0D6qXo8uop6mHW6LBRzxTOd4AgvPeoT20Q7rUUDMwG3qAABgZgJiFhMTE7Fjx46IiHjhC18YReGML1hobqsMAP9l9+7dsXz58ujr6zvu8QMHDsQTTzwRz3/+81t+xox3xNN84QtfiM997nPxoQ99KPbu3Ru/8zu/E5OTkxER0d/fHx/84Adj+fLlFU8JncFtlaF9tMNtI4EjhoeHY9u2bfGBD3wg+vv7jz2+d+/e+NjHPha/+Iu/GK94xStaOoMjENPceOONcfnll8eyZcvipptuinXr1sWaNWsiIuKb3/xm3HvvvXH55ZdXPCV0hs9+9rOxZ8+eGW9qcMcdd0Rvb6/bKsMCue2222Ljxo0zXrR58803x8/93M+5jSsskNtuuy3Gxsbi0Ucfjd/93d89LiImJyfj5ptvjre+9a0tncERiGmKooilS5ce+/3ReIiI+LEf+7G4++67qxoNOo7bKkN7qfq2kcB/WblyZbz2ta+Na6+9Nt797nfHaaedFhFH7sB09OyZVhIQ07z85S+PG264IX7jN34jVq1aFZ/+9KfjVa96VTSbzfj85z8fZ555ZtUjQsdwW2VoL1XfNhI43sqVK+Ptb397XHPNNbF27dpYsWJFfPWrX41169a1/LWdwvQ0X/nKV+JTn/pUPPXUU7F///4oyzJ6enriNa95TbzjHe9wITUsELdVhvbRDreNBI74u7/7u/jnf/7nuPzyy2PNmjUxOjoat9xyS3znO9+JH//xH4/NmzdHrVZr6QwCYgZlWcbevXtjz549sWTJkhgcHDx2ahOwsNxWGQDai4AAAACytfb4BgAA8ENFQAAAANkEBAAAkE1AAAAA2QQEAACQTUAAAADZ/j8JcnWjSwtu/wAAAABJRU5ErkJggg==",
"path": "PM010.png"
} | null | null |
MA011 | PM011 | 如图,圆柱底面周长为12,高为5,一只蚂蚁从点A沿着圆柱表面爬行一周,到达点B,问最短路径为多少? | 13 | 13 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 如图,圆柱底面周长为12,高为5,一只蚂蚁从点A沿着圆柱表面爬行一周,到达点B,问最短路径为多少? | 011 | {
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UlJSwG4qsaRgYJswCaG1tZT0D/OYWMH9LICI8ePAAubm5UCqVmDBhAhwcHH47G0l/a2AYBv/9739x6dIl+Pr6Ij4+HgaDYZiwZxW1tbU4fvw4ZDIZZs2aBaFQiLa2tuEx7FlFVVUVcnJyEBwcjMTERBiNRuj1equWOWgnMIc6lEolsrKyUF5ejrlz50IkEkGlUlm9XJsfSje54xuKK84mUWc0GvHTTz/h008/hZeXF6ZMmdLpoIc1YdMeptFoUFJSwp58HGowzbOqq6tx+vRpMAyDt956C88995zN6mDz40YajYZ1WzQU0dHRgZycHJw6dQoJCQms60BbweZKhzVdIlgTpjrLZDIcOHAAoaGh2LRpk81F+6BoiUNp/DL5+mAYBsXFxdi2bRtaWlrwxz/+ER4eHqwLJFNaa593G1br+wHTuHX06FHIZDKsWbMGCQkJnXx09ObiyNIYJqwXmPesqqoqvPfeezhy5AhSUlKwevVqNo21fUt1xTBhfYBhGNYB8yeffIIlS5Zg586dEAgEg3YeYOjp1laGuZNOU8/66KOPkJSUhJ07d7IkDdY4PNzDzGCa/DIMg8rKSuzduxcZGRl47bXXcPDgQbi6ug66hjvcw8xgcgt47949bNu2DdnZ2Vi7di0rBoHB37VsU8J6865mKfR3XOktXWtrK86cOYO0tDRoNBrs2rULq1atAgDWrd5gT0kGxSOpufvWgcBoNKKurg7/+c9/cPv2bdaxclRUFBYuXAgOh4Py8nKkp6ejpKQEfD6ftapER0djzZo1kEqlaGhoQGZmJvLy8jBmzBg4OjqCiFBSUoJTp07B29sb+/fvx5w5c9iyrb1Xo7+wOWHm0RL6QlfP0waDAYWFhXjzzTeRn58P4CH5Hh4e4HK5WLx4MQCAz+ezhwVNx5q0Wm0nL2t2dnbw8/PDrVu3kJWVhR9++AHAw1MoixcvxrZt2zBq1Cj88ssvqKiogJ+fX7c4Kf8TWqLpBKa7u3uPz9vb25GXlweZTIaCggJUVFQgOjoaW7duhaurK8RiMZKTk5GUlASJRIKxY8fi+eefh4ODA/vxRo0ahW3btvX5QZ2cnBAXFweFQoGioiI4Oztj2rRpWLFiBV5++WWIxWIoFAqkp6dj37598PX1xeTJkxESEoLY2FjExsZade9hXxiUMawn8VJfX489e/bg3XffhUgkwrhx4xAeHo64uDiMGDECPB4PgYGBSE1N7bMM0/mz3sYbpVKJo0eP4tChQygtLUV4eDgOHjyIpKQkNioREcHV1RV/+MMfEBAQALlcjlu3biEzMxNSqRRbt27FmjVr2DaZt8/aSonNe5jJ8ZY5jEYjGhsbUVFRgVmzZiE5ORmLFy/u5oC5qxjtGtjA9HfXpRudTofS0lKcPn0a//znPyGXyxEQEIC0tDQsX76cFXfmtkA+n4/nnnuOXTppaWnB999/j/v37yM+Ph7AQ4lQW1sLFxcX8Hg8iEQiq4fTGhSlw97eHvX19cjJyUFISAhCQ0MRGBiITz/9FFwut1MP7Enk9MfIqtVqUVZWhgsXLuDEiRO4desWGIbBjBkz8Le//Q2xsbGs/6ieyumat1gs7hT4BwDKy8uxfft21NTUYMOGDdDpdN3aasq7p+/wROh/1I+nR2VlJSUkJFBwcDD5+/uTl5cXHT9+fMD59BavRKvVUllZGWVmZlJSUhI5OjoSn8+ngIAASklJoezsbIuVRfQwyl5WVhZFRkaSQCAgNzc3WrBgASkUise++6SwOWGvvPIKMQxDY8aMoaysrE7Pu4bPNQW4MY/bbA6tVkt1dXWUm5tL77zzDs2dO5d8fHyIx+ORSCSi2bNnU1ZWVqcot9ZAcXExzZs3j3g8HiUkJHQjzJLE2XwMU6vVGD16NDIzMxEdHd1pHOpJJJnfMxgMqKqqQlZWFnJyclBRUYHq6mpUV1eDw+EgICAACxYswJQpUxAcHIyQkBCbzJ/CwsKwZcsWlJeXd9rXYap7SUkJPvjgAxQUFLDzwpiYGKxevRphYWEDKsvmhAmFQsybNw/R0dEAfp1ImxxscTgcaDQayOVyyOVyqNVqNDc3Iy8vDzU1NVAoFLh//z4bMGf8+PHYvHkzoqOjERwcDIlE0q1MIrK6MuDr64uZM2eiuLi406KmqU0tLS0oKCiAv78/7O3t8dFHH6GsrAx79uwZEGk2VzpMZFy4cIGNEnH58mVcvXoVXC4XPB4PbW1tqKysBPCrq3Jvb2+MHTsWkZGRiIqKQkxMDKRSKdzd3bv1IpMB15beTlUqFaqrq6FWq7spH6bjtOPGjcP+/fvh5eWF999/H4cOHcKePXuwd+/efjvLtClhAoEAo0aNwj/+8Q9cuHABEokEXC4X4eHhePHFF6HRaNjesHz5csyYMQN8Ph92dnYICQmBnZ1dr3kTdY84ZH6PrDQ/YhgGKpUKeXl5OHv2LObNm9fJ131TUxPOnj2Ly5cvIzExEYGBgXB2dsbUqVNx4sQJKBSKAe1ntClhLi4uWLZsGS5dugSDwYB33nkHM2bM6NXy0ResRUB/YN5rW1pacOLECaSlpSEqKgo7duzoFMbKJC24XC5GjhwJFxcXaDQaNDY2Qq1WQygUDsiZmE3Xw+zs7DB58mTs27cPer0e+/fv79NFgmn8oUd2RdPYYCuyzHsqdZmkt7W14erVq9i6dSvWr1+P0aNHY+/evd0i4ep0OqhUKkilUoSHh4PL5aKsrAxnzpyBm5sbXn31VXh7e/e/UhbTNx/BpIprNBpqbW3tMU17ezudOnWKYmNjyd7enubMmUN5eXk9pjVX683/7hpk1BKXXq8nnU5Her2e9Ho9abXabiq5Wq2my5cv0yuvvEICgYCkUimlpqb2GvE8JyeHwsPDKS4ujvLz8+nevXuUkpJCI0aMoLfffpsNbNpfWJQwU+Pq6+tp48aNNGvWLKqqqur0rGu6LVu2EMMwJBAIKCIigjZu3Ejnzp2j5ubmAZX7pNfjoFarqbq6mm7dukV/+ctf6IUXXiCBQEDOzs60dOlSunLlSqdApOZ5yuVyWrFiBQEgLpdLzs7O5OrqSu7u7rRhwwaqra3tdxtNYIgsI1/okdhSqVTIyMjA5s2bMXHiRGRmZnaKdt4VWq0Wcrkcly5dwpdffgmZTAYejwciQnx8PBYsWICJEyfC1dWVDWxtrbmVedQ/pVKJnJwcHD58GIWFhWx8SxcXFyQkJCAlJQWhoaFs24Hu5qa6ujpkZWXhxo0bEAqFMBgMCA4OxvTp0xEUFPRE7bA4YUVFRZg/fz6USiWWL1+O9PT0Xh0XUxf7nV6vR0NDA3JycnDgwAGUlJRApVJBIpFAKBTC3t4eLi4uiIiIgIuLC8RiMSZPngxvb2/WqSTw8MPb29tDIpGgvb0dKpWKnYeZPMkREaqqqpCXl4e6ujo0NDSguLgYzc3N0Gq10Ov1aG1tBREhLCwM8+fPR1JSEtzc3HqMjdkTaV3b159v8DhYlLCqqiq8/vrrOH/+PEQiEZYsWYK///3vfarjvcFgMKCpqQmVlZWQy+W4ceMG8vPzUV9fDx6Ph+rqajQ2NsLR0REODg5sKEPTEoebmxsCAwMhl8tRV1fXKeqQ6QfU3t6OtrY2SCQSjBw5Enq9Hp6enpgwYQLi4uLg7e0NsVgMDw8Pdumlr/bbYs5nMbW+ubkZH374Ic6fPw/g12Cj/e32XRvM5XIhlUohlUoxbtw4LFmyBAaDAR0dHSAiyGQy5OTkoKOjA3q9Hnfv3sX169ehVqvB4/HQ0tKC/Px8dnUAALy9vREfHw83Nzfo9Xq2jPj4eAQEBIDL5T6xv15rk0UAGFiIMK1Wi4KCAmRmZiIlJQVVVVUoKChAeHh4v48V9dRgMlOn6dFqtaOjIwBg/PjxGD9+PJtWr9ejqakJBoOhRzskEcHe3h7Ozs591oO6TBuejdgwBOYRZU9NmFqtxpkzZ7By5Ur4+flh/fr1+Otf/wqtVovS0tKnyruvj9W1R/J4PLi5ufU7755EmOne4BPUGQ+penjq56kJ02q1KCkpQUhICBITE2EwGCASiRAZGQkXFxfodDqrREt42o/a0/vPClHmSgUDgIHZKsbTKh30aA8Fl8tlB3xTGN5hPBmM+JU0jtGI2vJyVN67h4Dnn3/6HtZ1D0VPm2xspUENdXTtWQDAcDhorquH7MpVCO3t8f91xtYeldU94wAAAABJRU5ErkJggg==",
"path": "PM011.png"
} | null | null |
MA011 | PM012 | 如图,圆柱底面周长为4,高为8,一只蚂蚁从A点沿着圆柱表面爬行,到达B点,路线如图所示,问最短路径为多少? | 10 | 10 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 如图,圆柱底面周长为4,高为8,一只蚂蚁从A点沿着圆柱表面爬行,到达B点,路线如图所示,问最短路径为多少? | 011 | {
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"path": "PM012.png"
} | null | null |
MA013 | PM013 | 图中扇形的半径个圆心角已给,将其卷成圆锥形无底纸帽(如图),则纸帽底部周长是多少? | \(4\pi\)或12.57 | \(4\pi\)或12.57 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 图中扇形的半径个圆心角已给,将其卷成圆锥形无底纸帽(如图),则纸帽底部周长是多少? | 013 | {
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",
"path": "PM013.png"
} | null | null |
MA014 | PM014 | 如图所示,PA和PB是圆O的切点,A点和B点的切点,AC是圆O的直径,给定\(\angle P\)=\(50^\circ\),则\(\angle ACB\)的大小为多少? |
\(65^\circ\) |
\(65^\circ\) | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 如图所示,PA和PB是圆O的切点,A点和B点的切点,AC是圆O的直径,给定\(\angle P\)=\(50^\circ\),则\(\angle ACB\)的大小为多少? | 014 | {
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hA/x+v9lsxkVhMv4VQgFBJA4IbHAeCkb++7//Ozk5edCgQYQQ+PmEkBrLkmARTLSDBw/yPN+pUyekNWlQu/+Fh4f7/f5HH320Q4cOb731lhg/zC70By3Xm49Hn6XWrVvPnDlz//79H3zwwc8//5yQkDB69OgTJ07AmuR53mg0SqXSa9euyeVypVKJhC+zEWG51mGiARAspdRsNufn5xuNRvyLMLrX6w2tKwqC8TR8+HDAimC3MRnz52UbvlhYWEgpLS4uDgsLKy4uhvK6Jd1hnbc7HgioKhddu3Ztr169GjRo8Pzzz1+4cEHsaFssFnHUKYSKJVjEEUJYsYnRaHz99denTZsG7D8+AngVrMmKWWqfJBJJfn7+8ePHn3766crKSgb3CNb5Ycahkr5Ro0ZPPvnkRx99FHQ7idU1gpMIIWPGjDly5EhGRkZsbOyTTz55//33p6Wl3bhxw+VyGQwGvV5PKYW5LNZCdZUgt/BKlZWVhYWFud1uBDlZqImZHUFHrVWL1q9ff99999HAW+50OpmM+fOyTQw8ppQWFxcbjcaysjJWVv27Uo2t5M7H35xvYJd2OBxHjx6dPHlydHT0qFGjNmzYUF5ejnwXO7hmd/cXof9rLsTz/Ny5c5944gmGypfJZIBNs27crBlR7ZPH41mzZs0zzzzDzMfgtv4TBIHjOIfDAfc8MjLywQcfXLlyJT6lwbDbsCGujbVarXK5HIhAQohGo+nZs+eSJUtyc3Mfe+yxdevWdevW7eWXX05PTy8tLUXALyg3GyqS+Hw+lLoIgqBWq9GeCJUsrLqTUioIAlRqqBwFi8ViMpmsVqter0cDQIVCQQNlf4IgvPfee4SQt956q8avBPqGAOau0+lKS0vj4+MtFgs+xYV+l9uY8r35eLzfzG5hx2PBeM7sI7xUpaWl69at27BhgyAIw4cPHz58eGxsbM3u7q9AnEwm8/l8CoXiiy++GDlyZFhYGCGE4ziwGralUikMjlpjNcgGXtSaefny5WPHjsVqDQaDQqEoLy8Pot3mcDiUSqXL5WL3rtVqH3744aVLlwKKjJYRv4tG5gJUhasIIehUV2UnezfwnNnXcad6vf7ll18+derUihUrioqKkpKSBg0atHHjRoY6gchkda9Q0+zkwFVgG4YQttnOWiaOLWXz5s3jx48nhPwVegHhkeGh4PfYuHFjr169UHmPZx3cls3IR+G6+PE0Gk1KSsr69etxANoY1pou8/l8crkcOCufz9e6desPP/wwOzv7+eef/+qrrxISEsaOHfvTTz/BnGBsCuno9/stFovL5ULMGWE/BHSQ/whV/+HfZPgvv/xSUFAwcOBAEurkHX5v6CO8ixqN5vLly5cuXXrooYdwjPD/e2wFhSByqlStpqSkXL58OTs72+v1QjKxFjhBvPQtiWlkKBbUfyiVysGDB2/evDkjIyM5Ofm1116Lj4+fOXPmjRs3Kisr0ZNAEASJRIKuK4QQm82GQg1CCNw+lUoVKvv7twjIxo0bH3/8cfbrhmQpIJYmIoSgvoYQsnLlyocffjgmJgZvglqtxjMN7qV5nofogtkORZaSkrJx40amegANrwV0AtQLKjDYpZkRiSZOx44dO3z4MCGkXbt2o0aNWrZsGXgOYtjr9ZrNZr1ejz6KKLpGjykEX0JAwMnEx8dfvnyZxRJDjodh+GwEEeLi4g4fPkwptdvtrC5BfHxQorsspo09yCZlZGQkJiay0EOtgdKg/mBsiX8OcRBEHLXZuXMnahMff/zxffv2scMEQbBarQwZL64Ar33iKKUFBQVmszk+Pl7ceig0vB8gqVQKXSaRSA4fPuzz+e677z5CiFarFRtzLKzw54nZPUyMKZVKv99/zz33FBYWWiwWQRDQeS5YV7wzoWAMBhladrrdbpfLpVAovF4v6r4gg4G6e+SRR9auXXvixImBAwempqa2a9fu9ddfv3TpEs/zer0eTWHNZjNOGKoMGEcI+fbbb/v06SPWDiGcYgFGF/tuK1euHDVqlEajAW/h92b9joJ1XUop/srlcqwBF5LL5V27dj127Bh0d61xGypz3W43a6+uUqnQr0ShUKjVamZmoBMZFG5kZOTTTz998ODBrVu3chw3aNCg7t27L1myxGaz6fV6aFVSi7GFKsRJJJKDBw8OGjRIIpFYrVa/33+z616bxMQqAzjt2bNn7NixMNI9Hg9iMZRSJOaDe11k6iilePsppRKJJDk5+eDBgyRQHV07w7IopbDosR7g5wghOp0OADBE3VEtQSkFthS6leO4tm3bzp07Nzs7e8mSJcePH09ISBg8ePCBAwfwSEMWJaaUqtXqgoICsdUSXNUOG4tlbGw2m9h6EEO3WXUJxj9SStevX9+5c+ffvURQEEe3o7y8POQrWQVoHSopAPyzsrJy69atAwcObNSo0cSJE7Oysvwigi/C8pOs2IdSCvcC22hJIX7C1X3aXEFBAeb03D3f3u12W61WmUyG28DkRhqwkBBKRXxIIpGgGblOp8P7t379+uHDhwd9SdUilUql0+mQO8aeOpRBQpjNZDI98sgje/fuvXjxYocOHUaMGNG+ffvPP//c6XTCgYUJCMysQqEA0snr9SJng1+KtaRwu92IcldXt3BZWVlxcXEYoMG0WHB5TqFQwFBA70gSGE5lNpsJIXiNjEYjNDi0A75YVlZ2+PDhkHObTqeLjo6+cuUKDAyoqtAu6Y8Ti5663W673R4eHj516tQTJ058+eWXx44da9as2eDBgw8dOgS0MIqesK3RaDBrBRaL3W5HuI7jOJVKpVKp0F2lWovhMjMz27RpAya4e3hJjUbDunpbLBY4vw0bNiSB3D96/YH/tFot2rDt3bv3nnvuwezHEJJarU5ISMjMzITvEqq0T80ITx6xQ51OBwdWrVa3a9du3bp1FRUVEydOnDt3bmxs7Pjx49PT06OiovR6Pc/z+AkgzyQSiU6nQ1hYCAyxkMlk1U3ncFeuXGnbtu3/adZgv7VIvBBCIKIBTxUEYc+ePXDxJBLJ1KlTAfZHeToJpBT//e9/T5o0iYQur0cC8j4xMfHSpUsk0PU3VIupAdntdrg+hBAwEIbjAAcPrPKhQ4eKi4u7du06YcKEmJiYOXPmFBcXYxQnAGkcx6FuCOfEd8UDyv4gcVevXm3ZsiVCiCyOH8QIiNfr1Wg0giBIpVIEkNxu97Rp08aPH89u5tChQ9OnT0eAG9V1CoWioqLi9OnTKSkpJKhxteoSeKtFixa5ubnYU7eGnKKmEK6rUqlEGsZms8nlcrz/hBC32+1wOCZMmHD+/PnvvvvOYrH07t27f//+W7Zs8fl8DGnLblytVtfMPefQvgWpNDZyL4h3Kz4nfJwPPvjg4sWLFy9eBLCCELJgwYKvvvoKMo+9LmvWrOnbty8Gj4bQKsd6GjduXFRUxAfmNNwNX+ouEcIlJJAKg6CCJYP8PWyYsLAwtVpttVoTEhI+/vjjCxcuvP7661999VWbNm3Gjh179OhRcfc0xiHVffG4iooKVu4W9AA9IUShUCAITgiRy+UnTpyYPXv2hx9+GBERUV5ejrQdKiFKS0uxAAxwWbZsGdQo/KYgLqlahCUZjUar1YqnXOcaxjBRxNQXi95hKA+ailJKDQYDDtBoNL179/76668vXrz4wAMPvPbaa23atHnzzTevXLmiUCiAdKSUVttus9vtERERzNsidyErr1KpTCYT5MEnn3wyZcqUe++9lxCi0+nwruTm5jocDpPJRAIDDPLz83Nzc4cOHWq1WjUaTQhhKcgaRUZGlpaWqlQqKoKo1AkSu31MbyCuwfZDw1aBf0IWYrDJDz/8cPz4cZ/P17dv3549e65ZswbmIOJ57DwMNAANiypM7IGZxAF/DCF5l0QIYjM+n6+iouLSpUsDBw5EAbpSqZRIJFqtdufOnSNHjlQoFDab7fTp0/Hx8T169EhKSlIoFAaDwWq1BhfKVl3ieR4OP9tT58Tbn6ewsLCPPvooPz9/wYIFe/bsad269bBhw7777juFQuF0Os1mM/P/3G43AmoQfgjXGwwGQRA4l8sFyB4NJAqDu0o2PAU22bVr16KiomQyGUbVEkI2b9789ddfz5gxw+Px6PX6KVOmXL161Ww2l5aWihca3FVVi3ieRxyBaaJ/ILfBq/X7/e3bt1+/fn1ubu6QIUPmzJljNBoXLVoEJsOQbYTrHA4HTDKNRgMX+P8A0IzJgv67ymQyli0wGAxNmzZFq2ifz2cymXw+36xZsyZNmpSYmKhUKsvLyx0Oh0qlAsBBo9GwnnvBXVW1CLElMS7mH8ht0MIymQwgVpVKNX78+CNHjmRnZ1ut1tatW/fp02fjxo25ubmnTp3yer1arRZHYljeb20rMKaY4cnuRisAMSTr6aeffuyxx7AHY84mTJiAj2CoQji3bNly37599P+X8d2B7mqe1Ol0lpeXR0VF/ZEKv78xQYAxQuIbDzw7O3vhwoUIIMTFxaGFT3Z2Nr6IIysqKjij0Wg2mxmIClGxIL4TVqsVBqnNZuN5funSpUiGSiSSmJiYrKys5cuX22w2i8WiUqk8Hk9SUlJsbOzKlSv79euHPB1GMgRxSdUlmUxWUVHBJoaHcCUhJGDllUolsgvYqKysXLVq1SOPPJKQkHDw4MGPPvooNzd38eLFgiD07du3X79+yEZGRkY+8cQTWq2WCwsLq6iogJyE2gruTwsz3+VyoV8uIWT16tU0IETj4uLsdrter0cFqyAI27dvNxqNnTp1stlsyJkgMhzEJVWX5HJ5SUkJWyGplbqEvxrBh8MAWZfLtX79+v79+0dFRa1YsWLEiBHl5eWbN29OSUmJjY196KGHdDrd999/P2bMmE8//ZRSWlxcfP78+Q8//JDTarXwZkkg0hZc2YYOA1DbGo3GarVqtVoagAfzPA//BTE5tVq9ZcuW/v37Y9hoUVERIYTFHUJCuHTI/eKQE4zXo0ePDho0KCIiYv78+cOHD7927dqRI0f+67/+C5mG8PBw5OkRFrl48eLkyZORH+/Tp09JSYksNjb2woULwGEDuKfVasWYSnFZCpT3LfffLmWGTmZMOAEoRilFZzjsZNXIV69e3bhxY0lJidvtVigUSNsDgwCDiZ1WEqC782z/j1DvmJeX17RpU0KITCazWq0YEFgniNXsVPmBsF+8kwZaDTPrHiG3/Pz8n376afHixRkZGSaTadKkScuWLQsLC8MAY0II5AVAxVqt9saNG40aNbp69eqNGzdQU0gI+fnnn5OTk2VRUVEs24UvQ3PdzjnF+tjPDFOmBj+83+8HoIUEgFMej+fo0aPJycl6vV4qlYIp2UVxCeypTXQxgOMlJSWsSL1uCTmEHaBJWG8NvP8ATqI9AAJhSJ46HA4ktfbu3btixYpz585pNJqXXnrp/fff79ixI2NQgDQRG+I4DjxntVrhK3z33XcPPvggIUSlUr3wwgtXrlz5+uuvZffcc8+VK1cgsdjKYDCRW3EV+/fmu7rl3d6OayHtUHwG+ScIwvr168eNGwfVCaAAuZXgrM0ABODp58+ff+yxx7Ak1oOyThA04M1AMlQqYD/LnCLif+7cuTVr1uzcuTM8PPyJJ5746KOPGjdujIQVCYAUUc2v1WrhMZBAqz9I/crKyp07d27btu29997TaDQ9evQ4e/asyWSSdezYcfXq1VBVMMlv+dP+ruVUXdMKg8ykUinWWllZ6fV6z507t2zZMhJAHLG2A2BH8bVqk+GUSuWpU6feeecdIvIS6krIDeUdHo9HKpUi0EoI8Xq9qG9AqMJkMrnd7m+//Xbbtm3btm0D0PfQoUOtWrVC/AJRBTSC0Ol0qNoCrBJiAg1iWc7TbDajtz8ysAaD4be0bMuWLS9evEgDHQkopezdFSssxnM3cxXTbtV9EKxa2OPxhIWFffLJJ/fdd1+TJk3wW7KyKxbiqnKt2vm9ERW6fv16TEwMDIybX8i/OCmVSrzSwLexJL1MJjMajcePH//000/37dvXtGnTfv36HT58uFWrVpB5sKdlMhlA/OIEOmJYeBo42OFwwMZwuVyFhYXR0dHl5eURERG4tEKhsFgsxOv1Nm7cODMzE7E7Nuvk5kgm9gCCx4vo5j1VSHwqbDNkGwiFMImJiTt37sTLJASaOaIuRnwhdjnx8u5edNfj8WRlZcXExLD1/xU6df5xQkNMcU9MiLQ9e/aMGDFCq9W2aNFizpw5P//8c5WJb0g94V983e/3W61W1hkYVGViLP7t06cPZtVhEAqripdJpdK+ffseOHCgVatWgLihQyy5SXiITbc/b7cx8vv9arU6PT3d4/EkJyfzPM/SRFjMLft91JqjwHHcN998gxYkIWwoVmNCryRKKSHE4/H88MMPa9as2bNnj0wmGzNmzJkzZxITE0nARQVAHP1EIMmgASELmXlHAi1FNBoN8u5arfbKlSstWrQoLi6Oj49Xq9UdOnRIT08H2IfF1GQ8z/fq1ev48eNTpkzBo0RHN3obO+zmn7lmEXYIWHTyIYRs3Lixd+/earUaK8PrhWNuyVW1ZjZJpdKDBw+OGzeOBAzkuoXdJYRIJJLz58+vXr168+bNHMeNHj167969HTp0IIHWhTD5cbBGo6GB1hxEVEYOqQHVhFJqEkBaaDQap9PZokULp9PZrFkzSEHWocflcplMpt+ASR6PJy8vD0lApC/dbnctdNxkbVahvps0aXLixIkaZ2mDpUl5nmdTsGDngsOQw63llvIo6RD+/2yQKsewGk/W6YON/nA6nb/88sv06dPRc2PKlCkXLlxgCfGQEIcgqtPpLCsrI4RYrValUlkLyGyYmWhscfr0aUpp9+7dg5vGqBYhq8ZxXEREBEwWg8HA8/y5c+c6duyIT5VKZa35B8AhokoIZXYkAPtBDzawFEKVHMeh04fP51Or1deuXZs2bVrbtm27du3qcDiWLFlitVr/85//tG7dGsIplN0C5XL5E088sXDhQhqIl9QOweWRSCSLFi0aOXKkRCIJYf0B0+yEEFaiIZVKV61a9eijjzLbEWqlFn4ttVrNOqRC08FPIoSgiyBioqgShSNVVFSUmpoaGxvbvXt3t9u9efNmu92+ePHiAQMGEEJsNhsQrKyjTwgIxYZZWVlseNQdJgkHl6CqUBmfk5ODwSg1o6BoUmhJNnQanlRsbOxPP/2EPcwbrYXODJigim3xIMAqy6OUZmdnp6WltWvXLj4+/vHHHz9w4AClVBAE6FY+MBsdxPqGhIRkiMtFRES0bt36hx9+SEpKCm7Px9uRzWaDHN29e3fLli0RzUJwqxaufjNBpxNRKZBer9+9e3d0dHTHjh1xDJwnAG/u9npY32MScAnBKEajEQGg8vLyRYsWLVu2zO12d+vWbe7cuV27do2MjMS9wJCHE4YyXmyHNhEiQ1zYYDBMmDDhf/7nf/bt20dqJVau0+nsdrtOp5s3bx4GbZOQlmoiMikIgl6vB6yZEPLBBx9MmTKFBOr7kb1lRf93lXw+H9KaCE/CzFAoFBj6tn79+qKiop49ey5YsKBfv37IURJCIMlYr1O5XG42m00mE2wDCEsYgiFprSwjAdx9UlLS7Nmz8/PzIyMjmeFy9wg2h9/vP3/+/IYNG9DmJLRNWFEjpNPp8DOfOXOmrKxs6NChiPkBRlCbaAC0J0JDoJycnI0bN+7evTszMzM5Ofntt9/u27dveHg4DobcQmyCxclQeIxKNpfLJRZsIevyjNoTSmmTJk0GDRq0fPny2gkpuVyuBg0abNq0qXnz5k2aNAHQhYYUx4YkINuzfPnywYMHGwwGNLdHFoEQIpfLa8FLAObK4XAsXLiwXbt2Xbp0ycjImDx58vXr17/66qthw4aFh4fzgTGS7PcS4xg0Gg0rjkR3Qebyh8xLgLGJpsA3btwAxA1qnlmpsExZRKdaxE4CN75K9UOXLl3Wrl2LY/5MRujPewns6pgnXlhYiCLq6p7n5sSaz+eDVyF+pHygFRz7Fns4bre7vLx86dKlAB0+/PDDu3fvBuavZrf216HfchEYNBsZGfn888+/+OKLcLllMhmgb7BMVSpVDSqy0MyWUspxnFwuZ8g+t9t99erV8vLypKQkBLLR5iTIL9MfJtgxZrNZp9O53e7U1NRXXnmlBvcLrwsheHTckEgkeHQM+YOXWRIY9g3hJJfLi4qKli5dmpycHBER8eWXX06dOtVut+/atWvQoEENGjSQyWTV7WD1V6PfUlXMA3r66adHjRqVm5sbHR0tlUqhWZA5lUgkyIhV6wIADlERtASkUqk2bdqUmJgYFxdHCIHpDdM4KDdWXaKUoujQ4/FUVFSsX7/+119/rYF7jl6t7AVDdyrAfTF7E6Ey1mRerVZfv359z549a9asQSR52rRpx48fZydEa2b4KNV9+H814hg8EFCkNm3aDB8+PC0tTalUsnnTZrMZydCaOTIMdksD2gSv9bp165g3CuerdoIvtySguHCPr7/++vTp01lTjGoR8g0omEXMTCqVGgwGi8WC0n90BCeElJSUfP3118nJyV27dl2yZMnEiRPLy8uPHj3ar18/i8WCeAchxGQy6fV6m81W50fhEtHQNJaDy8vLa9WqVXp6Og0YWDA7ysvLa6athQDh5cY509PTmzRpYrfbYWlVQRBVl4IS3UXY89tvv23evLl4T3XJarWKp9iy+7LZbABnf/311w888EDjxo27du366aefXr9+nVLqdDqLiopwJHJTAAuJ11DXB+LKGJgTcovn+WbNmr3yyiuTJ08+evSoSqVCUSf5//HGP04MpUMphTmIK65atWrQoEGQBBAAkAchDD9CvE2dOnXBggVYdg2GNKKWkQQmmqEK1WKxaDSa3bt3L1myJD09vUWLFiNHjhw6dGjLli3xLZ7n1Wo1q3gQY7sppdDOf4Nq1t9qIticG0jvZ599ViqVfvHFF3D18XZixF11L8AeEJAtCC2WlpZ+9913Tz31FAslCIFRz0G6r2oTvMJ58+a1bt360UcfhSHP4Fx/nMAx8Ex1Op3X692xY8eLL76oUCg+/vjjYcOGXbhwIT09fcaMGS1btmRuJnwpSD42eM/hcFRWVvp8Pqad61ZJxM0kI4Sg6QbsdNyP2+3eu3dvYmJix44dk5KSSCC7UINyIwaaYFkpqIzKysoePXqQQInXb5I2dFhFqVT6448/LliwID09HZWtNXaQUcJ06tSpRYsW7dixo127duPHjy8rK9Pr9SgzQ1GTUqmEr4pUgSxAeNRw3aBPaCC1E1rZHwS6nYr1+Xw//vhj48aNMzIyaMCCge2FF1dsQ9zZvmEGHxvGMGbMmLS0NES2GMgY4qRadgCjP263MSuKhQ8RTTx58mRYWNi5c+dowGwSf4WBxm4mxFex7fP5vvzyy9GjR0dERCQmJs6dOzcvL4/WNFT596Pbcht+tv/85z9xcXEFBQV4+jDqmWNRLZNcDGCPjo7+4YcfsJ/xcc1vojrchgXgr8vlAnYyOzs7Li5u3bp19CZ8R2VlpZjzXC6X3W5HXghj0CmlXq/3+++/Hzt2rNFovPfee996661Lly6x44NeKlF36baai+O4wsLCKVOmZGdnv/jii4sXLw4PDxc7Cohr3FxyfYcTEkKUSuWhQ4fkcvn9999PCEEVAiHE6/Wy8ep3lbRabVlZWYMGDRBwUalUhYWF48ePnzBhwujRo1EGhhcA1fzIMxJCMEQWDhN8CI7jjh07tnTp0l27dplMJvSnZQ3ahcBoASiEOjTQ4y7SnZnRbrf7/f6kpKQZM2a43W6GSBNPoAG2/Q4ngcZkG/379//444/xRaaeMPnmdtrqd+mPyzZ2CavVWlBQQCl99tlnBw0aJFbiYqQdbpmKUlsWi+X06dPDhg2LjIyMioqaNWtWdnY2eyAANrJVVYF6/8PpdzQppRRzfePi4pYsWcI+RZMY8WO93XkEQYDaAjOhGpsNYMQxVSrJakDVirfduHGDbb/55psdO3YES9ntdrPZzGys0tJSbAAcKwjCyZMnJ0yYEBcX17hx47S0tMzMTEqp2+1m3MnCbAiVg9V8Pl+93Qa6rSZF9YfP54uMjPT7/eiZ0LBhw5SUFIycJqLKLf72w3jQppAQYrVaTSbT2rVr77vvvt+6sHIcCUCygJOphbQV7gjQui1btqxbt2716tVo+yVGyQNcSSn1+XzZ2dlr1qxZu3Yt/JutW7e2b9/eZrPBQ0dtsMvlQp4KGWex3rxlY4R/KN2ZGZFowqu5bt26sLCwpUuXZmVl4VM4p/SOMonhO6CJevfuvWHDBlji+JbH48FHtYMBqaiowAaycz/++KPYLbBYLBaLBSvJycl58cUXw8PDY2JiJk6cePbsWRoo/cXB8FXFKpgJabGjyiyQeroTtzkcDuZ44kc6f/5806ZN586dC1cOccjfvYbT6YTFdvXqVYwOxv4qPCoeHVldqpYmtVgs//rXvzp37nz16lWsH0X5YLvc3NxnnnmmadOmDRs2fOqpp3766SfGXmzBVTSj3+9nnUHZMaxvaI1v6u9Hd/IB0aQE+i4sLIwQ0r59+3PnzqGat6CggNXW43h0AGAi0ycamQ1lunbt2qFDhwJlSgL1aoxqDHBARyc2eQkOB7Q88I+YrEMIEQShoqJi4MCBgiAcOnQoLi4OB8hksszMzNTUVDTP5zhuw4YNeXl5y5Yt69ixI0MUswVXiXKjdw6b1YydiN+GBJD916UacKjNZps8eXKzZs1yc3OZeGPvNNMmzCODEV1ZWdmpU6cDBw6wqqGgEBwOSukbb7zx0ksviVGKDoejimg5efJkeHg4k812u/3XX3+dM2dOkyZNYmJinnjiiR07djCTv96XDDrVhNuQmdmwYUNERMT3339PKa2srGT2ELqz3qzRTp06FRMTY7fb4Yre3JymZkQpRfQhNTU1NTWVF/WzAUvBF7bZbJs2bWratOnevXs9Hk9hYeF7773XuXPn8PDwoUOHHjt2TBy5wGwophzrKVhUbW5jNrXb7c7IyIiJiZk+fTr2+Hy+kpISJuQAbobR4/F4nnvuualTpwY9sM4H5lO/+uqrM2fOxM7KysqSkhJsQ5S++eabCQkJJ06cePfddzt06KBSqVJSUvbt2wfWFNth/J/DPtXTHajasXvUqrjdbrlcfu+99x46dOjMmTNxcXHHjh0jgQG3sOQaNmyoVCph9CgUiu3bt48fP57NCgm6MWA0GmUyGdwRk8nUsGFDq9XK8/z58+fvueee7du38zyflJSUm5v72muvuVyubdu2denSBZgXtVqN/C9YDVlgPnSw9b8tVZc9xfEC5qzt2bMnOjp6xowZv/76K45BmJRZdfv3709ISIDYA6hVCBJhAU6nMy0t7cMPPwRaE4s8evRoz549kXoaN27cihUraKD8hKlIQRCYeSc+Iag2e8z8E6gmsg0eZWlpKbovWa3Whx56KDc3t6ysbPDgwampqVar1Wg0qtVqqVQqk8mcTufGjRtHjBiBVvsIDkuCRGiWgy5iAD/m5eV98cUXYWFhffr0uXr16ooVK8rKylavXj1q1Cg0VsKq0FoGQE6lUgn8OoA9DofDbDaje2iQX+5/NlUbDgrZgDpeNGhG0IEQolAorl27lpqaumXLlscff3zWrFlNmjTx+/1paWnvvvvuxIkTGzRooFKpysrKxGWbf5LUajX4/syZMxUVFVqt9tSpU06nc9CgQQhHs6Joh8OBIAvrU8xwxdhAcJHjuHomu0tUbdkGSQAZwPrwoGkAmqp+/vnnv/76q1KpbN68+XPPPbdr167MzMyEhITw8HDoLzSBIoFGz8BWAC9OROhLXAhsDbwnKxZEXI1SCgNRoVCsXr16//79mZmZR44cefbZZ3Nzc7dt24ZMlEajEcfecDybEYY9rLU2Wrj/yWdaT7elYKlkZvEgJeDxeEpLS9PS0nr16kUISUpKYkBF9hVxiA5fF6MymamOfz0BqhKVOH369AsvvGAymaKjowcPHgxYB/sKnE1cqBYaE9XTnSloeDKULEClzp8/Pzw8vGHDhmfPnl2+fHl4eHiHDh2GDx8eHx8/fvz4tLS0jIwMIkrqu1wupovZXEtYVyRQFQGJqFAoZDLZhQsX5s2bN2DAgOjo6EmTJhmNxjNnzuTm5u7YscNoNDKkCUuNU0oJIVUm2tZT7VMwy3h4ns/Pz2/Xrt2wYcNWrlzpcrmys7N79uypVqsLCgr8fn9xcfHx48ePHj367bff5ufnP/DAA2FhYTExMQ8//LBSqbRYLG3atImJicHZHA5HWVlZaWmp2Wx2uVzp6enZ2dnnzp3Lz88PCwvr3bv30KFDu3fv3qhRIxhkjzzyyP79+9G9R61Wf/TRRyhWRXsbADHqYpvmvxMFk9scDkenTp369eu3ePFioFUppS+99FLnzp3Hjx8PXDUcUmjbw4cPV1ZW5uXl7d69G53JsrKyCgsLcTaVStWgQYOGDRuGhYWpVKru3bs3bty4ZcuW8fHxDRo0YEOS2CgdjuP69OkzadKk0aNHf/nll0899dTZs2dR1wRWC2FBVz39RkHUyqmpqU2aNHG5XKjCRUJpzZo1x44do5SiEycNIGOxLcbrVslpVsk63DIJIQgCAwaXl5d369YNIUDM2UX9jhhyUh8/Cy0FTa3YbLZt27aNHTtWoVBERUWxcTUpKSkGg6G0tBRphoqKCnQdg5vp8/mwIQT6u6BfP5v/RQJd1hUKBYM/4QCEx3Q6HVKcBQUFzZs3x0Wfe+65V199FR1GxEgTWserf+s8BYttr127Rgg5fPiww+GA24jcPCvQwmF8oIwPEGrsBM9hW3xklSEmfKBdGdvD0gYej2f27NkREREkMB4AfIkOQrXWSbie7kxB80krKyulUmlpaakgCLDHMfsWviraS6HDKNrWoV4X3xX3J2TWFaJfYsnERBrbg0ZU+OjIkSNnzpzheX7evHlJSUlwe0EajYZNxaynEFLQuK1jx44tW7bMz89H4B5QWPQTvX79OiEEw0Egw4IYQUU72ZycHIPBEBcX5/F4pk2bJpPJjhw54nA40CGfEIJV1aCzRD0FkYLGbW63+6WXXnr55Zc3bNhACOF5Hs2hunXr1qxZMxzDQmjB/dXlcvmuXbsw3INSWlRUZLFYGjRowDrQejyeeof0L0FB1MqVlZWnT5/GaVUq1ZQpU9hHbrfbarWyVEEQAWTwcIcMGXLy5EnsiY6OxrhCKvJ5YSMGHV1XT9WioMXbYIzr9XpkAiilaL/ocDg0Gg0bmUNuKkf4k7R///7HHntMo9GUlZUhV/vwww/v3LkTlqLT6QQCAGgiiURSnwYNIf0vt1Uzpv4t3ncAAAAASUVORK5CYII=",
"path": "PM014.png"
} | null | null |
MA015 | PM015 | 图中阴影部分表示的集合是? | \((A\cup C)\cap (C_{U} B)\) | \((A\cup C)\cap (C_{U} B)\) | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 图中阴影部分表示的集合是? | 015 | {
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",
"path": "PM015.png"
} | null | null |
MA016 | PM016 | 如图,AC为圆O的直径,弦BN交AC于点M,若OM=1,则MN的长为多少? | 1 | 1 | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 如图,AC为圆O的直径,弦BN交AC于点M,若OM=1,则MN的长为多少? | 016 | {
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"path": "PM016.png"
} | null | null |
MA017 | PM017 | 这个函数的度数是多少? | 3 | 3 | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 这个函数的度数是多少? | 017 | {
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",
"path": "PM017.png"
} | null | null |
MA018 | PM018 | 求\(\vec{BC} \cdot \vec{CA}\) 。 | -20 | -20 | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 求\(\vec{BC} \cdot \vec{CA}\) 。 | 018 | {
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",
"path": "PM018.png"
} | null | null |
MA019 | PM019 | 某几何体的三视图如图所示,它的体积是多少? | 48 | 48 | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 某几何体的三视图如图所示,它的体积是多少? | 019 | {
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"path": "PM019.png"
} | null | null |
MA020 | PM020 | 如图所示,AB是圆O的直径,点C在圆O上,延长BC到D使BC=CD,过C作圆O的切线交AD于E.若AB=6,ED=2,则BC为多少? | \(2\sqrt{3} \) | \(2\sqrt{3} \) | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 如图所示,AB是圆O的直径,点C在圆O上,延长BC到D使BC=CD,过C作圆O的切线交AD于E.若AB=6,ED=2,则BC为多少? | 020 | {
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"path": "PM020.png"
} | null | null |
MA021 | PM021 | 已知函数 \(f(x) = 2\sin(\omega x + \varphi)\) (\(0 < \varphi < \frac{\pi}{2}\))的部分图象如图,图象经过\(y\) 轴交于点 \(A(0, \sqrt{3})\),与 \(x\) 轴交于点 \(B\),\(C\) 点坐标,\(D\) 点的图象最高点。\( \Delta BCD\)的面积为 \(\frac{\pi}{2}\)。求\(f(x)\)的解析式。 | \(2\sin(2x + \frac{\pi}{3})\) | \(2\sin(2x + \frac{\pi}{3})\) | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 已知函数 \(f(x) = 2\sin(\omega x + \varphi)\) (\(0 < \varphi < \frac{\pi}{2}\))的部分图象如图,图象经过\(y\) 轴交于点 \(A(0, \sqrt{3})\),与 \(x\) 轴交于点 \(B\),\(C\) 点坐标,\(D\) 点的图象最高点。\( \Delta BCD\)的面积为 \(\frac{\pi}{2}\)。求\(f(x)\)的解析式。 | 021 | {
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",
"path": "PM021.png"
} | null | null |
MA021 | PM021 | 由图可知,若函数 \(f(x)\) 的图像向右平移\( \frac{5\pi}{12}\)个单位,再将所得图像上所有点的横坐标伸长为原来的2倍(纵坐标不变),得到函数 \(g(x)\) 的图像,若 \(g(a) = \frac{8}{5}(\frac{\pi}{2}< a < \pi)\),求 \(\sin(a + \frac{5\pi}{12})\) 的值。 | \(\frac{\sqrt{2}}{10}\) | \(\frac{\sqrt{2}}{10}\) | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 由图可知,若函数 \(f(x)\) 的图像向右平移\( \frac{5\pi}{12}\)个单位,再将所得图像上所有点的横坐标伸长为原来的2倍(纵坐标不变),得到函数 \(g(x)\) 的图像,若 \(g(a) = \frac{8}{5}(\frac{\pi}{2}< a < \pi)\),求 \(\sin(a + \frac{5\pi}{12})\) 的值。 | 021 | {
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",
"path": "PM021.png"
} | null | null |
MA023 | PM023 | 此复数的共轭复数对应的点是什么? | \(\left ( \frac{1}{2} ,-\frac{1}{2} \right ) \) | \(\left ( \frac{1}{2} ,-\frac{1}{2} \right ) \) | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 此复数的共轭复数对应的点是什么? | 023 | {
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"path": "PM023.png"
} | null | null |
MA024 | PM024 | M,P,S是V的三个子集,则图中阴影部分所表示的集合是什么? | \((M\cap S)\cap (C_{S}P)\) | \((M\cap S)\cap (C_{S}P)\) | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | M,P,S是V的三个子集,则图中阴影部分所表示的集合是什么? | 024 | {
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"path": "PM024.png"
} | null | null |
MA025 | PM025 | 如图,有6张扑克牌,从中随机抽取一张,点数小于7的可能性是多少? | \(\frac{1}{2} \) | \(\frac{1}{2} \) | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 如图,有6张扑克牌,从中随机抽取一张,点数小于7的可能性是多少? | 025 | {
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",
"path": "PM025.png"
} | null | null |
MA026 | PM026 | 如图,\(AB \parallel CD\),\(\angle AMC \)=?用图中其他已有的角表示。 | \(\angle AMC =\angle A+\angle C\) | \(\angle AMC =\angle A+\angle C\) | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 如图,\(AB \parallel CD\),\(\angle AMC \)=?用图中其他已有的角表示。 | 026 | {
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",
"path": "PM026.png"
} | null | null |
MA027 | PM027 | 实数a,b在数轴上的位置如图,如果用式子\(\left | a \right | > \left | b \right | \)表示,则它们的关系是否正确? | 正确或是 | 正确或是 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 实数a,b在数轴上的位置如图,如果用式子\(\left | a \right | > \left | b \right | \)表示,则它们的关系是否正确? | 027 | {
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",
"path": "PM027.png"
} | null | null |
MA028 | PM028 | 如图,都是由几个黑色和白色的正方形按一定规律组成,图1中有2个黑色正方形,图2中有5个黑色正方形,图3中有8个黑色正方形,图4中有11个黑色正方形,...按此规律,图10中黑色正方形的个数是多少? | 29 | 29 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 如图,都是由几个黑色和白色的正方形按一定规律组成,图1中有2个黑色正方形,图2中有5个黑色正方形,图3中有8个黑色正方形,图4中有11个黑色正方形,...按此规律,图10中黑色正方形的个数是多少? | 028 | {
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",
"path": "PM028.png"
} | null | null |
MA029 | PM029 | 已知\(\triangle ABC \)中,各边长度如图所示,求AD。 | \(\frac{\sqrt{46} }{2} \) | \(\frac{\sqrt{46} }{2} \) | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 已知\(\triangle ABC \)中,各边长度如图所示,求AD。 | 029 | {
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",
"path": "PM029.png"
} | null | null |
MA030 | PM030 | 如图所示,在平面直角坐标系中,横坐标、纵坐标都为整数的点标为整点。观察图中每一个正方形(实线)四条边上的整点的个数,请你猜测由里向外第10个正方形(实线)四条边上的整点个数共有多少个? | 40个 | 40个 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 如图所示,在平面直角坐标系中,横坐标、纵坐标都为整数的点标为整点。观察图中每一个正方形(实线)四条边上的整点的个数,请你猜测由里向外第10个正方形(实线)四条边上的整点个数共有多少个? | 030 | {
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",
"path": "PM030.png"
} | null | null |
MA030 | PM030 | 如图所示,第n个正方形(实线)四条边上的整点个数共有多少个? | 4n个 | 4n个 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 如图所示,第n个正方形(实线)四条边上的整点个数共有多少个? | 030 | {
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",
"path": "PM030.png"
} | null | null |
MA032 | PM032 | 这几个曲线中,谁可以表示y是x的函数? | A和C和D | A和C和D | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 这几个曲线中,谁可以表示y是x的函数? | 032 | {
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",
"path": "PM032.png"
} | null | null |
MA033 | PM033_1;PM033_2 | 图中n的值是多少? | 200 | 200 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 图中n的值是多少? | 033 | {
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",
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"path": "PM033_2.png"
} | null |
MA033 | PM033_1;PM033_2 | 上一问图中m的值是多少? | 100 | 100 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 上一问图中m的值是多少? | 033 | {
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",
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",
"path": "PM033_2.png"
} | null |
MA035 | PM035 | 如图所示一个直角三角形,斜边长10,周
长为24,求该三角形面积是多少? | 24 | 24 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 如图所示一个直角三角形,斜边长10,周
长为24,求该三角形面积是多少? | 035 | {
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",
"path": "PM035.png"
} | null | null |
MA036 | PM036 | 若程序运行两次就停止,则x的取值范围是多少? | \(4\le x< 7 \) | \(4\le x< 7 \) | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 若程序运行两次就停止,则x的取值范围是多少? | 036 | {
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",
"path": "PM036.png"
} | null | null |
MA037 | PM037 | 蓝色的部分是几分之几?用分式回答 | \(\frac{3}{11} \) | \(\frac{3}{11} \) | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 蓝色的部分是几分之几?用分式回答 | 037 | {
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",
"path": "PM037.png"
} | null | null |
MA037 | PM038 | 这张图中白色的占比,比上一张图中蓝色的占比少多少?用分式回答 | \(\frac{13}{88} \) | \(\frac{13}{88} \) | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 这张图中白色的占比,比上一张图中蓝色的占比少多少?用分式回答 | 037 | {
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"path": "PM038.png"
} | null | null |
MA039 | PM039 | 如图,在平行四边形ABCD中,AE垂直于BC于点E,延长BC至F点使CF=BE,连接AF,DE和DF。若AB=6,DE=8,BF=10,求AE的长。 | \(\frac{24}{5}\)或24/5或4.8 | \(\frac{24}{5}\)或24/5或4.8 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 如图,在平行四边形ABCD中,AE垂直于BC于点E,延长BC至F点使CF=BE,连接AF,DE和DF。若AB=6,DE=8,BF=10,求AE的长。 | 039 | {
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",
"path": "PM039.png"
} | null | null |
MA040 | PM040 | f(0)的值是多少? | 0 | 0 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | f(0)的值是多少? | 040 | {
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",
"path": "PM040.png"
} | null | null |
MA041 | PM041 | 如图,正方形ABCD中点A和点C的坐标分别为(-2,3)和(3,-2),则点B的坐标为多少? | (-2,-2) | (-2,-2) | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 如图,正方形ABCD中点A和点C的坐标分别为(-2,3)和(3,-2),则点B的坐标为多少? | 041 | {
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",
"path": "PM041.png"
} | null | null |
MA042 | PM042 | 一小孩将一只皮球从\(A\)处抛出去,它所经过的路线是某个二次函数图象的一部分,如果他的出手处\(A\)距地面的距离\(OA\)为\(1m\),球路的最高点\(B\left ( 8,9 \right )\) ,则这个二次函数的表达式是什么? | \(y=\frac{1}{8} x^{2} + 2x+ 1\) | \(y=\frac{1}{8} x^{2} + 2x+ 1\) | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 一小孩将一只皮球从\(A\)处抛出去,它所经过的路线是某个二次函数图象的一部分,如果他的出手处\(A\)距地面的距离\(OA\)为\(1m\),球路的最高点\(B\left ( 8,9 \right )\) ,则这个二次函数的表达式是什么? | 042 | {
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",
"path": "PM042.png"
} | null | null |
MA043 | PM043 | 如图所示,在\(\bigtriangleup ABC\)中,已知点\(D,E,F\)分别为边\(BC,AD,CE\)的中点,且\(S\bigtriangleup ABC=4cm^{2}\),则\(S\bigtriangleup DEF\)等于多少? | 0.5平方厘米 | 0.5平方厘米 | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 如图所示,在\(\bigtriangleup ABC\)中,已知点\(D,E,F\)分别为边\(BC,AD,CE\)的中点,且\(S\bigtriangleup ABC=4cm^{2}\),则\(S\bigtriangleup DEF\)等于多少? | 043 | {
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"path": "PM043.png"
} | null | null |
MA044 | PM044 | 图中的上下左右4根火柴,需要移动哪根才能形成正方形? | 需要移动左侧那根 | 需要移动左侧那根 | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 图中的上下左右4根火柴,需要移动哪根才能形成正方形? | 044 | {
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",
"path": "PM044.png"
} | null | null |
MA045 | PM045 | 如图,\(BCDE\)是一个正方形,\(AB \perp\) 平面\(BCDE\),则图中(侧面,底面)互相垂直的平面共有几组? | 5组 | 5组 | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 如图,\(BCDE\)是一个正方形,\(AB \perp\) 平面\(BCDE\),则图中(侧面,底面)互相垂直的平面共有几组? | 045 | {
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",
"path": "PM045.png"
} | null | null |
MA046 | PM046 | 图中数据为一高校物理考试情况,随机抽取n份试卷进行成绩分析,得到了物理成绩频率分布直方图,其中成绩在[50,60)的学生人数为6,估计所抽取的物理成绩的众数是多少? | 75 | 75 | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 图中数据为一高校物理考试情况,随机抽取n份试卷进行成绩分析,得到了物理成绩频率分布直方图,其中成绩在[50,60)的学生人数为6,估计所抽取的物理成绩的众数是多少? | 046 | {
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",
"path": "PM046.png"
} | null | null |
MA046 | PM046 | 随机抽取n份试卷进行成绩分析,得到了物理成绩频率分布直方图,其中成绩在[50,60)的学生人数为6,用分层抽样的方法在成绩为[80,90)和[90,100]这两组中共抽取5个学生,并从这5个学生中任取2人进行点评,求分数在[90,100]恰好有一人的概率。 | \(\frac{3}{5} \) 或百分之六十或60% | \(\frac{3}{5} \) 或百分之六十或60% | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 随机抽取n份试卷进行成绩分析,得到了物理成绩频率分布直方图,其中成绩在[50,60)的学生人数为6,用分层抽样的方法在成绩为[80,90)和[90,100]这两组中共抽取5个学生,并从这5个学生中任取2人进行点评,求分数在[90,100]恰好有一人的概率。 | 046 | {
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",
"path": "PM046.png"
} | null | null |
MA048 | PM048 | 该图像可以用什么函数公式来表示? | \(y = \log_{2}(1 - x)\) | \(y = \log_{2}(1 - x)\) | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 该图像可以用什么函数公式来表示? | 048 | {
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"path": "PM048.png"
} | null | null |
MA049 | PM049 | 如图,在正方体中,M,N分别为图中两条边的中点,则异面直线AC与MN所成的角为多少? | \(60^\circ\) | \(60^\circ\) | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 如图,在正方体中,M,N分别为图中两条边的中点,则异面直线AC与MN所成的角为多少? | 049 | {
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",
"path": "PM049.png"
} | null | null |
MA050 | PM050 | 已知函数y=x\(f{}' \)(x)的图象如图中左上角所示(其中\(f{}' \)(x)是函数f(x)的导函数),图片下面的A、B、C、D四个图象中,y=f(x)的图象大致是() | C | C | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | multi_choice | 已知函数y=x\(f{}' \)(x)的图象如图中左上角所示(其中\(f{}' \)(x)是函数f(x)的导函数),图片下面的A、B、C、D四个图象中,y=f(x)的图象大致是() | 050 | {
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",
"path": "PM050.png"
} | null | null |
MA051 | PM051_1;PM051_2 | 佩香囊是端午节传统习俗之一,香囊内通常填充一些中草药,有清香、驱虫、开窍的功效。因地方习俗的差异,香囊常用丝布做成各种不同的形状,形形色色,玲珑夺目。图1的平行四边形ABCD由六个正三角形构成,将它沿虚线折起来,可得图2所示的六面体形状的香囊,那么在图2这个六面体中,棱AB与CD所在直线的位置关系是什么? | 棱AB所在直线相交于棱CD所在直线 | 棱AB所在直线相交于棱CD所在直线 | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 佩香囊是端午节传统习俗之一,香囊内通常填充一些中草药,有清香、驱虫、开窍的功效。因地方习俗的差异,香囊常用丝布做成各种不同的形状,形形色色,玲珑夺目。图1的平行四边形ABCD由六个正三角形构成,将它沿虚线折起来,可得图2所示的六面体形状的香囊,那么在图2这个六面体中,棱AB与CD所在直线的位置关系是什么? | 051 | {
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",
"path": "PM051_1.png"
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",
"path": "PM051_2.png"
} | null |
MA052 | PM052 | 如图,三棱柱\(ABC-A_1B_1C_1\)的侧棱垂直于底面,其高为\(6cm\),底面三角形的边长分别为\(3cm\),\(4cm\),\(5cm\),以上、下底面的内切圆为底面,挖去一个圆柱,求剩余部分几何体的体积\(V\)。 | 36-π立方厘米或\(36-6\pi\)立方厘米 | 36-π立方厘米或\(36-6\pi\)立方厘米 | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 如图,三棱柱\(ABC-A_1B_1C_1\)的侧棱垂直于底面,其高为\(6cm\),底面三角形的边长分别为\(3cm\),\(4cm\),\(5cm\),以上、下底面的内切圆为底面,挖去一个圆柱,求剩余部分几何体的体积\(V\)。 | 052 | {
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",
"path": "PM052.png"
} | null | null |
MA053 | PM053 | 图中为x,y的取值情况,从散点图分析,y与x线性相关,且回归方程为\(\hat{y} =0.95x+a\) ,那么a是多少? | 2.6 | 2.6 | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 图中为x,y的取值情况,从散点图分析,y与x线性相关,且回归方程为\(\hat{y} =0.95x+a\) ,那么a是多少? | 053 | {
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"path": "PM053.png"
} | null | null |
MA054 | PM054 | 问号处的数字应该填几? | 1 | 1 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 问号处的数字应该填几? | 054 | {
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",
"path": "PM054.png"
} | null | null |
MA055 | PM055 | 如图,\(AB\parallel CD\),\(BC\parallel DE\),\(\angle A=45°\),\(\angle C=110°\),则\(\angle AED\)的度数为多少? | 115° | 115° | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 如图,\(AB\parallel CD\),\(BC\parallel DE\),\(\angle A=45°\),\(\angle C=110°\),则\(\angle AED\)的度数为多少? | 055 | {
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"path": "PM055.png"
} | null | null |
MA056 | PM056 | 如图所示,已知,E是AB中点,AF=BD,BD=4,AC=7,求DC。 | 3 | 3 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 如图所示,已知,E是AB中点,AF=BD,BD=4,AC=7,求DC。 | 056 | {
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",
"path": "PM056.png"
} | null | null |
MA057 | PM057 | 点A,B在数轴上的位置如图所示,其对应的数分别是a和b,对于以下结论
甲:b-a<0;乙:a+b>0;
丙:|a|<|b|<|b|;
其中正确的是? | 甲和丙 | 甲和丙 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 点A,B在数轴上的位置如图所示,其对应的数分别是a和b,对于以下结论
甲:b-a<0;乙:a+b>0;
丙:|a|<|b|<|b|;
其中正确的是? | 057 | {
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"path": "PM057.png"
} | null | null |
MA058 | PM058 | 一次函数\(y=ax- a\)与反比例函数\(y=\frac{a}{x} \left ( a\ne 0 \right ) \)在同一坐标系中的图像可能是图中哪个选项? | D | D | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | multi_choice | 一次函数\(y=ax- a\)与反比例函数\(y=\frac{a}{x} \left ( a\ne 0 \right ) \)在同一坐标系中的图像可能是图中哪个选项? | 058 | {
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",
"path": "PM058.png"
} | null | null |
MA059 | PM059 | 属于轴对称图形的是从左到右数第几个? | 4 | 4 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 属于轴对称图形的是从左到右数第几个? | 059 | {
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",
"path": "PM059.png"
} | null | null |
MA060 | PM060 | 有多少年的百分比低于10%? | 5 | 5 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 有多少年的百分比低于10%? | 060 | {
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",
"path": "PM060.png"
} | null | null |
MA060 | PM060 | 前一问图中的最高的百分比,是第二低的百分比的几倍?四舍五入到小数点后1位 | 11.5 | 11.5 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 前一问图中的最高的百分比,是第二低的百分比的几倍?四舍五入到小数点后1位 | 060 | {
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",
"path": "PM060.png"
} | null | null |
MA062 | PM062 | 如图,\(\Delta ABC\)中,\(AB=AC=10\),\(BC=16\),点\(D\)在\(BC\)上,\(DA \perp CA\)于\(A\),求\(BD\)的长。 | \(\frac{7}{2}\)或7/2或3.5 | \(\frac{7}{2}\)或7/2或3.5 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 如图,\(\Delta ABC\)中,\(AB=AC=10\),\(BC=16\),点\(D\)在\(BC\)上,\(DA \perp CA\)于\(A\),求\(BD\)的长。 | 062 | {
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"path": "PM062.png"
} | null | null |
MA063 | PM063 | 由图可知,全班同学答对题数的平均数是多少?必要时可四舍五入到个位数。 | 9道 | 9道 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 由图可知,全班同学答对题数的平均数是多少?必要时可四舍五入到个位数。 | 063 | {
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",
"path": "PM063.png"
} | null | null |
MA064 | PM064 | 设0<a<1,随机变量X的分布列如图,当a在(0,1)内增大时,D(X)如何变化? | 先减小后增大或先变小后变大 | 先减小后增大或先变小后变大 | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 设0<a<1,随机变量X的分布列如图,当a在(0,1)内增大时,D(X)如何变化? | 064 | {
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",
"path": "PM064.png"
} | null | null |
MA065 | PM065 | 如图所示,函数\(f(x)=\frac{e^{x}-e^{-x} }{x^{2}} \)的图像大致为图中的选项() | B | B | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | multi_choice | 如图所示,函数\(f(x)=\frac{e^{x}-e^{-x} }{x^{2}} \)的图像大致为图中的选项() | 065 | {
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",
"path": "PM065.png"
} | null | null |
MA066 | PM066 | 已知 \( f(x) = A \sin(\omega x + \varphi) \)(其中 \( A > 0 \), \( \omega > 0 \), \( |\varphi| < \frac{\pi}{2} \))如图所示,为了得到 \( g(x) = \sin 3x \) 的图象,则只要将 \( f(x) \) 的图象向右平移多少个单位长度? | \(\frac{\pi}{12}\)或π/12 | \(\frac{\pi}{12}\)或π/12 | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 已知 \( f(x) = A \sin(\omega x + \varphi) \)(其中 \( A > 0 \), \( \omega > 0 \), \( |\varphi| < \frac{\pi}{2} \))如图所示,为了得到 \( g(x) = \sin 3x \) 的图象,则只要将 \( f(x) \) 的图象向右平移多少个单位长度? | 066 | {
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",
"path": "PM066.png"
} | null | null |
MA067 | PM067 | 如图,\(PA\bot 矩形平面ABCD\),\(PA= AD\),\(M、N\)分别是\(AB、PC\)的中点。那么\(MN\)和\(平面PCD\)是什么关系? | 垂直关系或\(MN\bot 平面PCD\) | 垂直关系或\(MN\bot 平面PCD\) | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 如图,\(PA\bot 矩形平面ABCD\),\(PA= AD\),\(M、N\)分别是\(AB、PC\)的中点。那么\(MN\)和\(平面PCD\)是什么关系? | 067 | {
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"path": "PM067.png"
} | null | null |
MA067 | PM067 | 前面条件不变,若直线\(PB\)与\(平面PCD\)所成角的正弦值为\(\frac{\sqrt{10} }{10} \),求二面角\(N-MD-C\)的正弦值。 | \(\frac{\sqrt{6} }{3} \) | \(\frac{\sqrt{6} }{3} \) | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 前面条件不变,若直线\(PB\)与\(平面PCD\)所成角的正弦值为\(\frac{\sqrt{10} }{10} \),求二面角\(N-MD-C\)的正弦值。 | 067 | {
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",
"path": "PM067.png"
} | null | null |
MA069 | PM069 | 解这个不等式。 | \(\left ( -\infty ,\frac{1}{3} \right ) \cup \left ( \frac{1}{2} ,1 \right ) \cap \left ( 2,+\infty \right ) \) | \(\left ( -\infty ,\frac{1}{3} \right ) \cup \left ( \frac{1}{2} ,1 \right ) \cap \left ( 2,+\infty \right ) \) | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 解这个不等式。 | 069 | {
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",
"path": "PM069.png"
} | null | null |
MA070 | PM070 | 如图,如果底面半径为r的圆柱被一个平面所截,剩下部分母线长的最大值为a,最小值为b,那么圆柱被截后剩下部分的体积是多少? | \(\frac{1}{2} \pi r^2 (a + b) \) | \(\frac{1}{2} \pi r^2 (a + b) \) | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 如图,如果底面半径为r的圆柱被一个平面所截,剩下部分母线长的最大值为a,最小值为b,那么圆柱被截后剩下部分的体积是多少? | 070 | {
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",
"path": "PM070.png"
} | null | null |
MA071 | PM071 | 这是一个球体与其内部的三棱锥的示意图,其中O是球心,A、B、C是球面上的3个点,已知线段AB、AC、BC的长度均为2,且截面ABC到球心的直线距离是球体半径的一半,那么这个球体的体积是多少? | \(\frac{256}{81} \pi \) | \(\frac{256}{81} \pi \) | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 这是一个球体与其内部的三棱锥的示意图,其中O是球心,A、B、C是球面上的3个点,已知线段AB、AC、BC的长度均为2,且截面ABC到球心的直线距离是球体半径的一半,那么这个球体的体积是多少? | 071 | {
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",
"path": "PM071.png"
} | null | null |
MA071 | PM071 | 条件不变,前一问的图中的球体的表面积是多少? | \(\frac{64}{9} \pi \) | \(\frac{64}{9} \pi \) | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 条件不变,前一问的图中的球体的表面积是多少? | 071 | {
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",
"path": "PM071.png"
} | null | null |
MA073 | PM073 | 在如图所示的几何体中,面\( CDEF \)为正方形,面\( ABCD \)为等腰梯形,\( AB \)平行于\( CD \),\( AC = \sqrt{3} \),\( AB = 2BC = 2 \),\( AC \)垂直于\( FB \),\( AC \)垂直于平面\( FBC \),求四面体\( FBCD \)的体积。 | \( \frac{\sqrt{3}}{12}\) | \( \frac{\sqrt{3}}{12}\) | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 在如图所示的几何体中,面\( CDEF \)为正方形,面\( ABCD \)为等腰梯形,\( AB \)平行于\( CD \),\( AC = \sqrt{3} \),\( AB = 2BC = 2 \),\( AC \)垂直于\( FB \),\( AC \)垂直于平面\( FBC \),求四面体\( FBCD \)的体积。 | 073 | {
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",
"path": "PM073.png"
} | null | null |
MA074 | PM074 | 图中是几棱柱? | 四棱柱 | 四棱柱 | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 图中是几棱柱? | 074 | {
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",
"path": "PM074.png"
} | null | null |
MA075 | PM075 | 现有四种不同的颜色:湖蓝色、米白色、橄榄绿、薄荷绿,给图中的小房子中的四个区域涂色,要求相邻区域不涂同一颜色,且橄榄绿与薄荷绿也不涂在相邻的区域内,则共有多少种不同的涂色方法? | 66 | 66 | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 现有四种不同的颜色:湖蓝色、米白色、橄榄绿、薄荷绿,给图中的小房子中的四个区域涂色,要求相邻区域不涂同一颜色,且橄榄绿与薄荷绿也不涂在相邻的区域内,则共有多少种不同的涂色方法? | 075 | {
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",
"path": "PM075.png"
} | null | null |
MA076 | PM076 | 如图,在平面直角坐标系\(x0y\)中,椭圆\(\frac{x^{2} }{a^{2} } + \frac{y^{2} }{b^{2} } =1\left ( a> b> 0 \right )\)的离心率为\(\frac{1}{2} \),过椭圆右焦点\(F\)作两条互相垂直的弦\(AB\)与\(CD\),当直线\(AB\)斜率为\(0\)时,\(AB+CD=7\)。求椭圆的方程。 | \(\frac{x^{2} }{4} + \frac{y^{2} }{3} =1\) | \(\frac{x^{2} }{4} + \frac{y^{2} }{3} =1\) | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 如图,在平面直角坐标系\(x0y\)中,椭圆\(\frac{x^{2} }{a^{2} } + \frac{y^{2} }{b^{2} } =1\left ( a> b> 0 \right )\)的离心率为\(\frac{1}{2} \),过椭圆右焦点\(F\)作两条互相垂直的弦\(AB\)与\(CD\),当直线\(AB\)斜率为\(0\)时,\(AB+CD=7\)。求椭圆的方程。 | 076 | {
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",
"path": "PM076.png"
} | null | null |
MA076 | PM076 | 前面条件不变的情况下,请求得\(AB+CD\)的取值范围。 | \(\left [ \frac{48}{7} ,7 \right ] \) | \(\left [ \frac{48}{7} ,7 \right ] \) | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 前面条件不变的情况下,请求得\(AB+CD\)的取值范围。 | 076 | {
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E+XweyWQS4XAYi4uLGBkZwejoKMLhMAQCAcRiMSorK7l1zVarlZv5MwxDm1I+gkKhQENDA2pqapBKpRAIBDA3N4eJiQlMTU0hGAzCZrOhtbUV7e3tKC8vh1qthlQqvecLqSzLwufzwePxcHX722v1hc1bmUwGkUgEbW1tePbZZ/HQQw/RizLZNRToe6iwfC8SiWB6ehoXLlzA6uoq9Ho9jh49ioqKCuh0OggEAvj9fszPz2NsbAzT09NobGzEuXPnuJUctDzvw/h8PsRiMcRiMeRyOVQqFfR6PRoaGhAMBuHz+bC4uIiZmRncunULLS0tOHPmDGpqaqBQKO76MS2s8Hn11Vfx3nvv4Utf+hKOHTvGXSQGgJGREfy///f/4PF40NbWhueeew6dnZ10kAnZVRToeySbzSIUCmF2dhZzc3PY2NhAMpmE0+lEXV0dGhoaYLPZuG3hkUgEVqsVCoUCa2tr8Hg8+N///V84HA7U1tbC6XRCqVTSEr2PUCjJGAwGGAwGOBwOJBIJlJWVQa/XY25uDj6fD2+99RbGxsa4mb1arf7Ex3Rrawvnz5/HSy+9hLm5OWg0GiwuLm67zczMDG7evIm2tjacOHEC3d3dtAKG7DoK9F1UWNoXjUaxubnJlVdWV1ehVCpx/PhxtLe3w2w2QyqVcht8gPdXdjQ0NKC6uhqLi4vo7+/HjRs3sLq6Cq/Xi0gkAofDwV0cpWD/eAKBAEqlEg0NDXA4HGhvb8etW7fQ39+PpaUl+Hw+7jE1m82Qy+UfuRwzGo2it7cXsVgMJpMJQ0NDGBkZ2XabXC6HpqYm/MVf/AWeeOKJHVn7T8gn4bF0/tmuyOfzyGQyXCfCW7duYXV1FXa7HW1tbXC5XLBarVCr1R+7VpplWSSTSW4t9tTUFKampuDz+VBbW4uenh40NzdDpVJxuz73QiKRwIULF9Db2wuVSoXHHnsMbW1te/K9HxTDMNzPxu12Y35+HkNDQ/B6vXC5XDh+/DgaGxuhUqnuuNQxkUhgeXkZsVjsY7+PWCyG3W6nDotkz1Cg7zCWZZHL5bC2toaJiQlMT08jFotBKBTCaDSirq4OtbW1MJvN97TkkGVZZDIZrK2tYWZmBvPz8wiFQmBZFgaDAa2traitrYXRaNyTdegHOdBvl06n4fV6MTU1hdnZWQSDQWQyGRgMBjQ1NaG5uRlms3nbuydC9isqueygXC6HaDSK1dVVTE5OYnx8HOvr66iqqsLRo0fR1dUFjUZzX+HA4/EgkUjgdDpRXl6OlpYW9Pb2oq+vD4ODg4hGowiHw3A6nVwtfrd3SZYCiUSCiooKlJWVobW1Fbdu3cLVq1cxPDyMaDSKZDKJuro67jGl0hbZz2iGvgMKs3K/34+pqSm8+eabSKVSqKqq4jYEGQyGHat1Fw6gKLTIXVxcRF9fH7xeLwwGA06dOoX6+noYDAZuSd5OB3upzNBvV3hMA4EAd71jcXERFRUVOHfuHFwuF7czl14oyX5EM/QdkEqlsLi4iIGBAczNzcFgMKCyshIulwtVVVVcfXun3L6Co7A0T6vVYn5+Hm63G++88w4GBgbQ1NSEjo4OmM1mSCQSCqFPUOgQqdFouL8tFgvW1tbw1ltvYXV1FW1tbaiurj4UO3TJwUOBfp8Ka8pDoRAWFhYwNjaG+fl58Pl8nDp1Co2NjVCr1bseooWTgCwWC2prazE2NoZ33nkHKysrXK/06upqVFRUwGAw7Giw53I55PN57li5UlBoHWwwGKDRaOB0OrkyzOjoKFKpFJLJJPdCXSr3m5QGCvT7UCixRCIRDA0N4dq1a0gkEmhubsbRo0dhs9kgl8v3fEas0+lw5MgR1NXVYX5+HsPDw7h48SKGhobQ1taGjo4Obm27SCR6oDAqrL5Jp9MH5qCJeyUQCKDVanHixAnYbDa8++67uHnzJqampvDUU0+hqanprtatE7JXKNDvA8Mw8Pv9ePfdd7G4uAitVosjR46gvr4eFRUVRbsYKRQKuT7ocrkcOp0OlZWVWF5exvj4OIaGhtDU1ISenh44nc4H6ilSeFHL5/MP/OKwX/F4PAiFQmg0GlitVkgkEqTTabjdbrz66quIxWI4efIknRFK9g0K9HtQCDGPx4ORkRHMz89DoVCgq6sLzc3N0Gq1xR4ip1ADdjqdmJqaQl9fH6ampjAzM4N0Oo319XVUV1fDarVym2juFcMwXG+ZUg60wlZ/n88HuVwOm82GUCiEiYkJCIVCtLS0QK/XU12dFB0F+l0q/FJ7vV4MDg5icHAQLpcL7e3tXCOt/YbP50Mmk6GpqQl2ux2bm5vo7+/HyMgIxsfH0dzcjI6ODq6HjEQiofLBHcRiMaytrWFtbQ3V1dX47Gc/i3g8jps3b+Kdd94BwzBoaWmByWTalRVFhNwtCvS7lM1msbm5iTfffBNra2toaGhAZ2cn7HY7ZDLZvp2hFkJdIpFApVJBrVajuroaCwsLmJ2dxdjYGCorK3H69Gk0NTVBqVTu2/tSLMvLy+jt7UVFRQU6Ojpgt9sBvL8qZnR0FNevX0cymcTp06e5ZY2EFAM98z5BYc232+3GzZs34fP5UF5ejq6uLjgcjgPT27oQ7JWVlTCbzSgrK4NMJuPayl69ehWrq6twOp2oqqqCRqM59MHEMAzi8TgWFhawsLCAU6dOoaWlBXK5HEKhEPX19ZBIJIjFYlz/+q6uLhiNRiq/kKI43L+xn+CDNfPR0VG0tbXh+PHj3Nrug0gqlaKqqgpWqxU9PT0YGxvD9evXMT8/j5WVFbS3t6Oqqopb535Ygz2dTmNhYQErKysQCoWoqalBWVkZV5YqvEA+8sgjuHTpEnp7eyEWi9HS0gKLxULvdMieO5y/qXeJYRiEw2FcunQJk5OTaG1tRWdnJ2w224HeLcjj8SASiSASibhSTHV1NXcYxIsvvgiLxYJTp07hxIkTMBgMB/a+Poh4PI733nsPbrcbJ06c4FYwFRQOt7bb7Th16hT6+/vxzjvvIJfL4ezZs5BIJBTqZE9RoH8EhmHg8/lw8+ZNbGxsoKysjDvlppTeTovFYphMJq5vuFKphEwmQyQSwejoKDY2NuByubiGYgf1Xcm9isfjWFlZwerqKmQyGVpaWu64iqlQyqqqqkIul8PW1hZmZmYgFArR3d0NrVZLoU72DAX6HTAMg2AwiKmpKfT396O8vBwnTpw4UDXze1HYHWm1WqHX69HZ2YnJyUncuHEDt27dwsrKCkKh0LaWv4WTeUoRy7LY2trC6OgoRCIRampqYLPZIJVK73j7wky9uroaZ8+exYULF3Dt2jUolUo0Njbuq+WspLRRoH9A4SLo4OAgent7YTKZ0NbWhpqaGkil0pIuPQgEAkilUojFYrS3t8Nms2F5eRmjo6N45513cPnyZRw5cgTHjh2DSqUqyVAvtCleWlpCX18fd+JQ4Yi6j8Lj8aBQKOB0Orke+BcvXoREIkFHRwfN0smeoED/gFQqheXlZczMzCAajeLYsWNwuVyH5mDfwmxdo9FAoVDAaDRCrVZDp9NhY2MDs7OzcLvdsNlsWFpaQj6fRyk17Mxms1heXuZWrVRXV8Nut9/VhWE+nw+VSoXGxkbE43FcvnwZ09PT0Ov1JVeqI/sTBfpt8vk8AoEA+vr64Pf7YbfbuTa0h5FQKIRWq0V3dzfq6+uxsLCAK1euYGJiAuvr69ja2gLLsggGg0ilUtyu0YOqsExxZGQEy8vLqKur48psd/vOTCAQwGKxoK6uDouLi1hcXIRUKoVKpYJOpzvQjw/Z/+jZdZt4PI7l5WXcunULKpUKjz766KFd4VFQmLGrVCrU1dXh6aefxre+9S00NDQgHo9jYmIC4+PjWF1dRSQSQTqdPrClmGw2C6/Xi9HRUYRCIRw5cgRlZWX3dRhJeXk5zpw5g3g8jr6+PqyuriKZTO7SyAl5H83Q/4hlWczOzqKvrw96vR4NDQ2oqKg4NKs6Pgmfz4dCoYBCoeA2HS0sLMDv9yMQCOD8+fNYWFhAZ2cnGhoaDuSFwGAwiNHRUeRyOa7l8P2W2gpr1Ds6OjAxMYHLly9DqVTC5XLt8KgJ+T8U6Hi/1BKJRDA1NYX5+Xk89NBDaG5upkMhPoJCoUBtbS1qamqwsrICjUYDv9+PwcFBZDIZRCIRVFVVwWw2Q6lU7vuNSYULoRsbGxgbG4PRaER3dzd3XOD94PP5UCqVOHHiBJLJJK5du4b6+nquGRqVXshu2N+/aXskkUhgbGwM6+vr0Gg0qKuro51+n4BlWaRSKUilUpw6dQoOhwPBYBBDQ0N4+eWXYbfbcfLkSdTV1UGv13ObbPbjCyTDMNjc3MTc3ByCwSDa2trQ3Nz8kcsU75ZQKITZbIbD4eAOQDGbzWhsbKR3fmRXUKADiEQiuHr1KuLxOLq6umC1WkvywIadxjAMBAIBdDodampqwOfzYTQasbCwgPX1dbz11lvo7+9HR0cHOjo6oNPp9uVsPZvNYmJiAhMTE3A4HKiuroZarX7gF/TCUYGFs2UHBwchkUhQWVlZsj3kSXHtv9+uPRaPx+F2u7GwsIDq6mq0tbVBpVIVe1gHSiG4Ckfh1dXVYXBwEDdv3oTb7UY2m0UoFEJVVRXsdjsMBsO+aZ2QzWbh8/kwPT0Nn8/HbfHfyTbCZrMZLS0tGBgYwPLyMlZXVyGRSA7NUliydw59oLvdbkxMTEClUnF1X5qd37/CeZynTp1CfX095ubmcOvWLbz++utcl8rCgRAKhQJisbiowR6NRjE+Po5AIACj0QiXywWdTrej30MqlcJms6GpqQlra2sYGBiAwWCgQCc77tAH+vLyMoaHh+FyudDU1FTyu0F3W+HYNpVKBZlMBpVKBYvFgsXFRW4d+7Vr19Dd3Y2uri5UVVUVdbbu9/tx9epVSCQSHD16lHv3sJMKG466u7sRCoXQ39+P7u5ulJeX7+j3IeTQFvEYhkEsFoPb7cbW1haqq6vhcDjoxJ4dJBQKYTQa0dbWhnPnzuHYsWNwOBzI5/OYnp7Ge++9hwsXLmBhYQHxeHxPx8ayLHw+HxYXF+Hz+WC1WtHW1rZrs2aJRAKn0wmDwYBAIIDNzU1Eo9GS2mVLiu/QztAzmQxWV1cRCASgVCphsVh25EIYuTOlUomOjg7U1NRgdXUVt27dwsjICIaHh3H06FE0NzfDbrdDpVLtSdvZXC6HmZkZjI6OwmazweVywWAw7NoLemFzlsVigU6nw+rqKux2O2pqavblhWJyMB3aZ1IymcTY2BgikQjq6uqg0+lodr6L+Hw+5HI5pFIpFAoF9Ho9WlpaMDc3h9HRUfT398PlcuHs2bNwOp27ekYrwzBIp9MYHx/H+Pg4vvCFL6Curm7Xg5XP58Nms8HpdGJxcRFWq5UrORGyEw7tM6kQ6IlEAseOHYNGoyn2kA6FwoYbhUIBq9UKi8UCsViMpaUleL1evP322ygvL0dtbS2cTieUSuWOv9AmEglMTk7C6/VCr9ejpqYGer1+R7/HR7HZbKitrcVvf/tbWK1WZDKZol8YJqXjUAZ6Pp9HPB7H0tISdDodqqurd3VGSD6s0EPc6XTCarVibW0NQ0NDuHXrFubn5+F2uxGNRrlljnK5HAKB4IGDj2EY7kIowzA4duwY96KyF/R6Pex2OyKRCDweD+LxOHffCHlQhzLQk8kkAoEAcrkcFAoFtFottTYtgsJReGq1Gk6nE3q9Ho2NjZibm8PY2Bh+/vOfo7a2FseOHUNLSwvUajVEItEDhXoqlcLGxgZGR0fR2NiIo0ePQqPR7NkMWSQSQalUQqvVIpfLwev1Qq1W0xJGsiMOZaDHYjF4vV6u37dYLKaLoUVUmK3LZDLuKDyVSoXJyUnEYjFcu3YNMzMzqK+vh8vlgs1mu6+fF8uyWFpawujoKPR6PVwuFywWy56+mPN4PEgkEpSXl4NhGLjd7gdqAkbI7Q51oGu1WpjNZnq7u4+IxWJUVFTAYrGgtbUV/f39GBgYQH9/P3w+H8LhMOrq6mAymaBSqe66VFK4EDo1NYWJiQl0dXWhqampKPVrsViM8vJyuN1uuN1upFKpPf3+pHQdykCPx+Pw+XxQq9UwGo0U6PehsH6aZVnweLwdDUWBQAA+nw+LxYJTp06hrq4Oy8vLGBkZwdtvv42rV6/izJkzaGlpgdVq5fqifNwYMpkM1tfXsbKygnQ6jfr6etjt9qJcjCy8aHm9Xqyvr1Ogkx1zqAO9cMGNAv3+ZLNZ5PN5CIXCHS9ZFerrRqMRGo2GOwpvdnYW6+vr6O3txfT0NJxOJzo6OmC1Wj/2AO9oNIqrV68iFAqhtbUVZWVlRTvwWyKRoKysDENDQ3C73Uin00UZByk9hzLQE4kEAoEAGhsbodfrqX5+Hwo9xLPZLCQSya6upS4Eu8FgQH19PaampnDhwgXMz89jc3MTyWQStbW1KCsrg06ng1Qq3fYzTafT8Hg8GBgYgNFoxIkTJ3a8X8u9EAqFMBgM4PP5CAaDyGazRRsLKS2HMtBTqRSi0ShkMhmUSiUF+n24PdDFYvGub44plHU0Gg3a2tpgt9uxvLyM8fFxXLlyBUNDQ2hubkZXVxfKysqgVCq5FTEejwdTU1MAgIqKCu6c0GLh8/ncOaXJZBL5fL5oYzlocrkckskkGIbhjkcslOgKfx/mNf2HMtBzuRxSqRTEYvE9HQBMtmNZdldq6B+n0PhLoVBArVbDYDDAarViZWUFCwsLmJ+fh9PpRHt7O2prayGRSLCwsIDBwUG4XC60trZCpVIV9UW8cJwfn89HIpGgQL8HbrcbFy5cgN/vh1wuh9lshslkgtFohF6vh06nO9TdUg9toKfTaYhEItqld0Dx+XxotVpotVq4XC5MTEzg5s2bmJiYwOTkJJLJJDY3N6HVajE5OYlgMIiHH34YLper6NdM+Hw+V6bK5/PIZDLI5XLUAuAubG1t4d1338XU1BREIhHKyspgtVphtVphNpthNBqh1WqhUCggl8u55bCFj0s97B/oGbS2trZT49hTXq8X0WgUoVAIXq+XAv0+hMNhRCIRJJNJbG1tYX19vWhrqVmWhUKhwJEjR1BRUYHR0VHcuHEDf/jDH7h9BoXSWjgcRiwWK8o4b8cwDBKJBFiWxdraGkwmU1HLQAfF5uYmgsEg1tbWEA6HMT4+DpFIBJFIBKFQCKFQCIvFAofDwYW9zWbj/tbr9dxETiwWQyQS7cgO5P2Cxz5A/86vf/3rOzmWPbOysoK5uTk0NjbCZrMVezgHUjabxdTUFCKRCBoaGqDVaos+8y2cc7q5ucm1p5VKpVxDMLvdDqVSWdQx3m5ubg4bGxuoq6vblT7spSgQCGBqagpbW1sfudxTLpdDrVZDqVRCLpdDoVBw/YP0ej0cDgdqa2vhcrlgt9u5M29LwQM9gw5qL+fCxZR8Po9cLlf0IDqIbv/ZF2rp++H5IJVKUVlZCY1GA7fbDR6PB7lcDj6fj9HRUWQyGajValRUVECj0RS15UM2m0U2m4VQKIRAINgXj18pSCQS3MKHQulFoVBApVKBZVlYLBYwDFOSj/cDzdBXV1d3cix75vXXX8f//M//4JlnnsGnPvUpOqXoPkQiEfzXf/0X5ubm8Fd/9VdoaGjYN9vX8/k8RkZGcOHCBajValRVVUEkEuHKlSvY2tqC2WxGd3c3ampqYDQaoVAo9jzYc7kcfvKTn+DChQv4p3/6J7S3t+/p9z+oRkZG8KMf/Qg3b95EIBDgyixCoZArvYhEIsjlchiNRq6+brPZuBVOlZWV0Gq1kMlkJVdyeaAZut1u36lx7Cmz2Qy1Wg2NRsN9TEsX700wGIRarYZMJoPZbEZFRcW+6FiZz+cRCoWQzWaRTqfR3t6Onp4eCIVCtLS0YGFhAbOzsxgYGMDq6io6OzvR09MDs9m8Z6HOMAySySQ0Gg3UajVsNtuB/V3aa5ubm1x3SolEwoW22WyG1WpFeXk5ysvLYbVaoVKpuIuhcrmcm6nL5fJ9c0j5TjuURTuRSASZTIZMJoNkMklr0f9obm4ON27c4I6D0+v1OHPmDKxWa5FHdvcKB1csLi7CaDSiqqoKZWVl3OESVquVq/cXLqr5/X5UVlaipqYGZWVlu15PZRgGqVQKLMt+aBMU+XharRY9PT0wmUzg8XgwGAzcpjOTyQSz2QyLxcJd/CzF0P44hzLQJRIJFAoFUqkUYrEYjEZjsYdUNNFoFB6PB5lMBr29vfjd736HUCgEACgrK4NUKsXRo0dhMpn2ffAUZuf9/f3Y2trC6dOnUV5evm2ziclkwvHjx9HU1ITp6Wn09/ejt7cX8/Pz8Hq9aG1thdVqhVKp3LWj8PL5PGKxGBiGgUKhoGs498BsNuMzn/kMt3JJLBZ/aHNRoRXFYQtz4JAGukwmg1arRTweRygUAsMwxR5SUTAMg5GREfzwhz/ExsYG2tra8Nxzz0GtVgN4/+3tK6+8ArfbjWeffRZyuXxf/5IUDi1xu92QyWRobGyERqP50M9XIpFAr9ejtbUVFosFLS0tmJ6exq1bt3D16lX09PTg+PHjqKys3JXrK9lsFpubm2AYBiaTqWRWWOwFhUKB6urqbcFN/s+hDHSFQgGDwYBIJIJAIHAod+olEglcunQJfX19qKysREVFBTo7O3H69GnuOD6PxwOv1wu3242XX34Zjz/++L4uv3i9XvT29kKpVKK5uRlisRh/+MMfsLCw8JFfU5gtz8/PIxqNwuVyYWlpCaFQCA6HAw0NDaioqNjRslyh82M+n4fNZqNAvwcCgYDW63+MQxnoSqUSZrMZk5OT2NraOpSBHo/H8eqrr8LtduM//uM/4HA4IBKJIJVKuduYzWY8++yzeOGFF/DSSy9x5Yj9hmVZJBIJLC8vY2pqCkePHkVPTw9YlkVvby9effVVBAIBrsfLB2WzWaytraGiogKnT5+Gz+fDxMQEVlZW4Pf70djYCLvdDqPRCKlU+sAlknQ6jbW1NeTzeZSXl297zMknK/y8AoEAJBIJ7HY7NBoNUqkUVlZWEI1GIZfL4XA49sWF+r10KANdo9GgrKwMV69ehdvtPnSBns/nkUqlkMlkuL4ihTLL7QpNpADcsYlUYcVrscswmUwGs7OzmJ2dhUajQXV1NaxWK1iWxZ//+Z+Dz+fjjTfewHPPPYfOzk4wDINsNgs+nw+RSIRoNIof//jH2NjYgNPpxIkTJ9DR0YHp6WkMDQ1haGgIDQ0NOHXqFKqqqrY1/rrf8a6trUEkElGg34dwOIwXX3wRb7/9NqxWK/76r/8ax44dw8rKCl544QWMjo6itrYW3/ve99DU1FTs4e6pQxnohRl6NBrF1tYWMpkM12TqMFhdXcXvf/97lJeX45FHHrmvVrIsyyKZTCKdTnPreYuhMI6BgQHMzMygu7sbVVVVXBmjrq4O1dXVUKlU3Bmibrcbr732GpxOJ44dO4ZoNAqLxcItiSsvL4dWq4VOp4NGo8Hy8jLC4TDOnz8Pm82GhoYGrj5/r7P1wgoXj8eDiooKWK1WCvR7JJFI0NLSAuD9n/+FCxfwzjvvgMfjwWQy4dFHH4XVauVKh4fJoQx0qVTK9c1OpVIIBALQaDSHppZZCPSvfe1rePrpp++rhPDBQC9W06NUKgW32435+XmkUim0tbV9Ylloc3MTL730Es6dO4eTJ09CKBSiuroa+Xyee0cil8tRW1uLmpoarKysoLe3F9evX8fGxgaCwSCi0Siqq6thMpmgVqvvett+KpVCKBRCMpnkzlClA8rvjVKpxGc/+1l8+tOfxtLSEv7hH/4BAwMDOH36NP7+7/8ebW1t4PF4h7KVwuG7x39UWAURDocxPT3NrWM9DBiGQS6X+8QnfT6fRzQaBcuyUCqVd7xtMd/ZsCwLv9+PW7duQSQSoaurC2az+Y4vLoX7EggEEA6HkUqluBKSXC7HV7/6VSSTSe7FoNASmM/no7y8HEqlEi0tLZidncXY2Bh+/etfo6qqCidPnkRTUxN0Ot1d7Tr0+XxYXl6GXq9HWVkZ15aA3L3bn7eFjpU9PT347ne/i8bGxpLvqPhxDnWgt7W1YWhoCOPj42hubj40gX63Njc38etf/xrpdBp/+qd/irKysmIPicOyLNLpNNxuNwYHB1FTU4MTJ0585K7fra0t/Pd//zdef/11rjtkgUAg+Nj7JpFIYDKZoNPpoNVqYTAYUFZWBo/Hg8uXL2N4eBhNTU1oaWmBxWL52EDxeDyYm5uD3W5HdXU1tW/eITqdDk6n89BdBP2gQxvoUqkUjY2NWFxcxMjICPx+P7fSg37B3uf3+/G73/0Ox48fx+c+97l91amQYRguHJPJJCoqKlBXV7ftXUQymcTMzAwikQhqa2sRDAYxPDwMv9+PpqYmVFdX3/XsuHDGaXl5Obd2va+vD1euXMHs7CxisRii0ShqampQUVHBzdgLzyWWZZHL5eB2u7G8vIyHHnqIW09NyE45tIEuFotRXl4Ok8nErQuurKyE2Ww+FIHOMAzC4TB3/aAQLLlcDpFIBOl0GqFQCCqVCmq1el89JoU2uYV3V52dnVyY3z5On8+HF154ARKJBP/6r/8KtVqNn/70p7hw4QK+973v4dy5c/dVZxUIBFCpVDh27BicTicWFxcxODiIixcvYnBwEEeOHEFbW9u2xl+5XA5+vx8ejweJRAIOhwM2m+1DLygMwyAajSKXy0Gj0RzKOvDdKlyPUCgUEIvFCIVCdGJRsQdQLDwejzt93W63Y3FxEVarFXq9/lA8IWKxGH7zm9+Ax+Ph2WefhdlsBvB+CP785z/H2NgYlEolnnjiCZw8eXJfXTDOZrPY2trC3Nwc/H4/Pv3pT8PhcHzoRaewPLC8vBxVVVUwGo0wmUyQy+Ww2+0wGAz39f0LNdxCczKNRgOj0YjFxUXuAurAwACam5tx5MgRVFZWci9AgUAAtbW1MJvNd3xMk8kkfv/732N9fR3f/OY3qV//xxgdHcUrr7yCY8eOIZPJ4MUXX8Sf/MmfoKGhodhDK5pDG+gFdrsdzc3NuHbtGoxGI5qbm0t+S7HRaERPTw/eeOMN/PKXv4RMJoPFYgHwfm+X5eVlRKNR6PV6PPLII2hsbCzyiLeLRqMYGRlBJBKB3W5HZWXlHdfRfxCPx0NtbS3OnDkDvV6/I2MRiUQwGo0wGo2oqanB1NQUrl69isXFRUxNTSGRSMDpdEIqleLatWvI5/M4derUHV9MAoEALl++jJdeegmpVApf+tKXKNDvIJlMYmxsDFevXkUmk8GnPvUpDA0N4Uc/+hHEYjG+8IUvoKGh4VCuHjr0gW61WtHQ0ID33nsPKysrcLvdqKqqKuntxTU1Nfjud78LoVCICxcu4MUXX+Te2lssFnzjG99AS0sLRCLRfc9id0s2m4XH48H169eh1Wpx5syZO643jsfj8Pl8UKvVMBqN3OqTc+fO4fjx49BqtTs+NoVCgebmZtjtdqytrXGbkoaGhmCz2TAxMYGWlhY0NTVtewFiWRahUAgDAwN46aWXMDw8jPr6+h0fX6mIx+N44403EA6H8Y1vfAO1tbWYn5/nWj0ULpBSoB9CEokENpsNx48fx/LyMi5evAiVSoWKiopiD23XSKVSuFwuPPfcc3j88ce3fU6hUKC9vX1frvhhWZYrtUSjUW6Dz50O1hgaGsJvfvMbnD59GqdPn+Yu6KrV6ruazd8PPp8PuVwOqVQKpVIJnU6HmpoaTE5OYnp6GhaLBfX19dDr9dtq45lMBufPn8eVK1dw6tQpRKNRJJPJXRljKVAqlXjqqafAMAxqa2shk8lw/Phx/Pu//zvS6TRqamoORdn0Tg59oPN4PGg0Gpw4cQLBYBDj4+Po7u6GwWAo6Vm6RCJBR0cHOjo6ij2Uu1JYJTI/P4+JiQmUl5fD5XJBo9FsK48lEgn09vbiV7/6Fd5991089dRT6Orq2tPjxvh8PneepclkQjgcxsDAADo7O9Ha2vqhDo75fB6Tk5OYnJzE1772NczMzGB8fHzPxnvQSKVSdHd3b/t/lZWVqKysLNKI9o/SLRTfA4lEgsrKSpSVlYFhGMzNzcHj8Ry6Hi/7WS6XQzAYxOzsLNxuN1pbW1FTU/OhC6HxeByXLl3CwMAAxGIxbty4gWvXrn3kgcK7PeZCx0qJRILGxkY4nc5ts/NUKoXV1VXweDzY7fZ9dfGZHDyHfoYO/N+Kl/b2dsTjcfT19UEikXB9NvbTkr3DKh6PY2RkBF6vFxaLBTU1NdDr9R/62ajVajz99NM4c+YM9/9sNltRNpzEYjG8++67WFxcxKlTp1BbW/uhE4pWVlbwwx/+ECaTCd/97nf3ZTdLcnBQoP8Rj8dDRUUFWltbsbS0hOXlZYyMjKCpqQkqlarYwzvU8vk8AoEAbt26hVwu97Fb/CUSCZqamoreZS8UCmF8fBxutxsajQbt7e0wGAwfWj0VjUYxOjqKRx99FO3t7YjFYkUaMSkFVHK5jUKhQGVlJbq7u5FKpXDt2jV4vV5ks9liD21fYVmWOwVoL5Z3RqNRrK6uYmVlBWq1Gu3t7fv2RbbQkmB1dZU7bKOzsxMVFRXbrsmwLAuv14v5+XnEYjF4PB4MDw9jbGwMPp+viPeAHGQ0Q78Nj8eDTqdDT08PPB4PJiYmMDs7C4VCAYvFQqWXP2JZFvl8fk862rEsi4WFBQwODqKsrAwNDQ37ukNhLpeD1+vF1NQUVlZW8NBDD+Ho0aNQKpXbnj8sy+LNN9/ECy+8gKWlJYTDYYyOjiKfz2NxcZGWLZL7QoH+ASKRCGazGZ2dnchkMhgcHIRIJOJWLZTyhqO7lc/nkUwmuQMwdusxYRgGiUQC8/PzWFhYwKlTp9DQ0ACJRLIvX1wLF277+vowNzeH+vp67gXog1iWhdvtht/vxxe/+EWuOVjh4BFC7gcF+h0IBAK0tLRAIBDglVdewcTEBLRaLWpra3f0bMmDimEYpNNp8Pn8D13k20npdBqLi4vcKpDa2lqUlZXty8e/0BtnYmIC09PT4PF4OH36NBwOx4dum0wmsbCwgFwuh4ceegjPP/88t1290Gt9enp6r+8CKQH77zdjH+DxeJBKpXA6nXjyySeRSCRw/vx5LC0tIZFI7Oma5v1qt4+fK+yefPfddxEKhXDy5EmUlZXty26YDMMgHo9jdnYWFy5cgFarxeOPP47Kykqubl64TTgcxszMDL7//e8jFovhO9/5Durr67lDQvL5PBiGQT6fRzwep+s35J7QDP0j8Pl8qNVqNDY2IhqNYnx8HFeuXEE+n0dzc/O+DJZSEo/Hsb6+jrm5OZjNZrS1tUGr1e67x7zQ+bG/vx8DAwPQ6/VobW1FbW3tthJdIBDAK6+8gsnJSfj9fly4cAFf+9rX4HQ6uZ2uq6ur+MUvfoFbt27B7/fjZz/7Gf7sz/4MR44cKeZdJAcIBfrHEAgE0Gq1OHLkCAQCAS5evIihoSFIpVJu9rXfAqZUeL1eTExMQCAQwOFwwG6377uzNxmGQSwWw/z8PNdJ8cknn0RjY+OHVuGk02nMzc1hYGAAwPv9dD64ySgej2NxcZFrT7C2tga/37+n94kcbBTon4DP50On06GpqQmJRALDw8MIhUJ48skn4XA4dvWi4GFU2OI/NzeHvr4+dHR04NixY/tqByXLsmBZlqt1v/XWW5BKpTh79izq6+vv2CvGZDLhO9/5Dr75zW8CeL9Updfrt71IOZ1O/PM//zO3q1UoFHJdMAm5GxTon6CwNM9oNKKjowNCoRCzs7M4f/48Tp8+jebmZlr9soMymQxWVlawvLwM4P2ZrN1u31cHPRRm5r29vRgcHIRGo0FzczOampqg1WrvOFaxWHzHC6S3k8lkcDqduzVscgjsn9+SfU4qlcJut0OhUEAoFOLq1asYGhoCANTW1t7Tye/kzliWRSKRQH9/P9bX11FfXw+Hw7GvzonMZDIIBoOYnJzE2NgY0uk0Tp48+ZHLEwnZS5RA96BQfunu7oZKpcKlS5dw6dIlZDIZuFwu7rQjqqvfn2w2C6/Xi4GBATAMg89//vPcSUrFxjAMMpkMt2no0qVLMJlMePzxx+FyuXatJS8h94IC/R4Uyi96vR4NDQ3I5/MYGhrCG2+8gcXFRRw5cgS1tbX7dhfjfuf3+7m2sVVVVSgvL983F0JTqRRmZ2dx8+ZNLC4uwul0oqOjA7W1tVCpVHTYM9kXKNDvQ2H1S6GX+LVr17C0tIR8Po9IJIK6urptBy+Tj8eyLLLZLFZXV7nTfbq6uqBWq4v6GBZaHBQO1ZiYmIDH44HRaMTRo0fhcrkgl8vpHRnZNyjQ75NAIIBSqURXVxcsFguuX7+OhYUFrK+vI5lMora2FjqdDlKplIL9E+Tzefj9fiwsLGBjYwM9PT1obW0t6sqWXC6HRCLBvWsYGhpCOp1GS0sLjh8/zh3yTGFO9hMK9AfA5/O5Do0ymQwVFRUYGxvDb3/7W1RXV+P06dN3XJNMtkun0xgeHsbc3Bxqa2tRWVkJhUJR1JVDkUgEo6OjuHTpEsLhMKqrq7lDNcxmM4RCIYU52Xco0B9QoU2Aw+HgzpPM5XIIh8O4cuUKFhYW4HK5UFlZCZ1ORythPiCbzcLn82FsbAyhUAhPPPFE0fq1ZDIZ7p3C4uIiNjY2kM1m4XQ60d3djYaGhjseSE3IfkHpsoN0Oh06Oztht9vR39+P3t5ezM7OYnV1Fe3t7aiurobJZIJSqeROoT+ICr1GeDzeA9+PWCyG2dlZbG1tQalUor6+HjqdbgdH+/EKG5mi0Sg8Hg/m5+cxODgIj8cDs9mMU6dOobm5GQaDYV9tbiLkTijQd5BAIIBcLofNZsPp06dRXV2NhYUFrgxjsVhw6tQp7oLfQe0Hk8/nkUgkIBAIHqg0Ujjk4caNG9Bqtejs7IRWq92zaw4sy3Kz8hs3buDmzZuIRCKoqqrCU089BafTCZvNBpVKRSUWciBQoO8wHo8HsVgMs9kMjUYDk8kElUqFmZkZBINB3Lp1iyvDNDQ0wGKxHLiwKKzJLtzX+xk7wzBcecPn8+HIkSNobW3ddqrPbimcKuR2uzEzM4PZ2VkEg0EolUo4nU40NTWhrq4OBoOBSmTkQKFn6y4Si8Ww2Wwwm81ob2/H2NgYrly5gv7+fmxubiISicDlcsFsNkOr1R6YVROFI+jut+RSmBnPzc1hamoKGo0G1dXVsNlsu147TyQSCAaD8Hg8mJ6e5pYiNjQ04OTJk1wvFoFAQO0cyIFDgb6LCoEnEAhgMBjQ3d0Nh8OB5eVljI+P480338SlS5dw7NgxdHd3w2azQSQSQSgUgs/nl2ygFHqhjI6OYn5+Hg8//DCqqqp25f4yDMPV/HO5HBYWFtDX14eBgQEIBAK4XC489thjcDgcMBgMUCgUtMyUHFgU6HtEKBRCq9VCpVJBr9dDo9FAr9dzb/tnZmag0+lQWVkJl8uF8vJyqNXqkgz1eDyOmZkZbG1tQaPRoK6uDnq9fse/Ty6XQyAQwNraGhYWFrC0tIRYLAY+n4/KykrY7XbU1tbC5XLRSVSkJFCg7zGBQAC9Xg+tVoumpibMzMzg8uXLGBwcxOzsLNxuN7xeL+x2OywWC7RaLTQaDZRK5YG9iHo7lmURCATQ19eHfD6PlpYW2Gy2HamdMwyDbDaLaDSKcDiMQCCAjY0NrKysYHFxEcvLy9Dr9ejp6cHp06dht9u5nZ4H/XElBKBAL4pCKUYmk6Gurg5msxnnzp3D+vo65ufnMTo6ivfeew9SqRSNjY1oaWmBy+WCTqeDTCaDUCjkyjIHSeF0H4/Hg/HxcTQ1NeH48eNQKpX3/W8WQvz2nZ0zMzMYGxvD/Pw8stksrFYrGhoa8JnPfAZWq5V7hySRSA7cY0jIx6FAL6LCTlO5XA6z2QybzYby8nI4nU5sbm4iGAwiFovhwoULuHDhAiwWC5xOJ1wuF+x2O7ee/aBgGAZzc3MYHR2FTqdDTU0Nd93gfhR658zPz2Nubg7Ly8vw+XwQCoVQKBRoa2uDwWCAzWZDWVkZbDYblEolrVwhJYue2fsAj8eDSCSC0WiE0WhEa2sr4vE4NjY2MDIyguHhYSwvLyMQCCAQCMDj8aCsrAxmsxlqtRoymQxyuRxKpXLfnqDEMAxSqRQmJiYwOTmJjo4O1NfX33U3xcKhyYlEAolEAvF4HJFIBD6fDysrK1hbW8PW1hZYloXL5UJHRweamppgtVr3ZCkkIfsBBfo+JZPJYLfbYTQacfz4cYRCIaysrGB2dhYTExO4ePEidDodbDYbTCYTrFYrysvLYbFYIJFIIBAIuNKMUCjk/rtYteJsNovNzU0sLy8jFouhoaEB5eXl225z+2qU2/8UNjJtbGzA4/Fgc3MTHo8Ha2trSKVSsNvtqKmpwWOPPQa73Q61Ws21YaBWxuQwoUDfp/h8PiQSCSQSCbRaLUwmE0wmExwOB1paWrC1tQWfz4dwOIz19XXMzMwgFoshm81Cp9PBZDLBbDbDarXCYrHAbDZzYV8MwWAQFy9eRDKZRHd39x17nafTaS6svV7vto+j0ShkMhlXolIqlTh69CgMBgOsVivMZjOMRiM0Gg2VVMihRc/8A0IkEnGh3tDQgFQqhdXVVaysrGBzcxMbGxtYW1tDPB5HMBhEJpNBOBzGxsYGlEollEolVCoV1Go1VCoV5HI5RCIRZDIZV4sXCoXci8hO1uZjsRiWl5dx69YtGAwGVFVVwev1cuOMRqOIRCKIRqOIx+OIRqOIxWLbPgYAtVrNvUCVlZXB4XDAZrPRxU1C/ogC/QDi8/mQSqXcqT65XI5b6ZFMJuH3+7G1tcXNcldXV+H1euHz+aBSqWC1WmEwGCCXy6HVamE2myESiSCRSLjAF4vF3PcrbI4qhGY0GoXP50MsFgPLstjc3OQ+xzAMcrkcGIYBAO7z/f39WFlZgVAoxObmJmZnZ5FKpRCPx+HxeOB2u5HJZLh3EhaLBVVVVVyAF3bSFkpIIpFo2yYsQgjAY1mWLfYgyM5hGAbJZBLJZBLxeHzbhcRYLIZQKIRQKIRoNIpMJoN4PI5wOIx8Po9sNst9bS6XA/D+BVuNRgODwcAd1lEojczNzQEAjhw5ArVajVwuh3g8Dp/Ph3g8zo0pm80ilUohlUrBZDJxrYRvLynpdDpoNBrI5XLI5XKutKJQKKBQKA5MWwRCiolm6CWmsBRSoVDAaDRu+xzDMPD5fPB4PAgEAkgkEgiFQvB6vchms0in01z5I5vNcl9X2NBUeBeQTqeRzWaRz+cBgPtalmUhFAqh0+m2HZosFAohk8mg0WgglUqhUCi41SeFj8vKyqjXOCEPiAL9EOHz+TAYDNBoNFyPk8LKEpZluaZbhXIJ8H7JJBKJIBAIIJVKcX1YZmZmwOfzIRAI8Nhjj8FoNEIoFEIul3PlnA9+bx6Px/1dWHFT+DfoQiYhD45+iw6ZQj38Xuj1ethsNi74/X4/IpEIysrKoFKp0N7eDrPZzIXzB89RLbxYfFBhyz1V/QjZGRTo5BMVLkAWZDIZSCQSSKVSKJVKaDQaaLXaO34ty7IYGBjA9evXkU6nuf8vkUhw4sQJmM1mXL9+HU1NTWhpadntu0JISaNAJ7smlUphZWUFly5dwptvvolkMsl9TiaTIZfLQaPR4Be/+AW+9a1vUaAT8oAo0MmuyOfzWFlZwQ9/+ENoNBr84z/+47aNRMlkEq+99hp+8pOfIJvNbqvbE0LuDwU62RXDw8N4++23udYFx44d2xbooVAIv/vd7xCPx/H1r38dbW1tRRwtIaWBdmSQXTEyMoI333wTp0+fxsMPP/yRTbjsdjueeeYZtLa27vEICSk9NEMnO4phGCQSCaTTaW7j0J2WJPJ4PMjlcqjV6g+tiiGE3B8KdLKjgsEgXn75ZayuruIrX/kKqqqq7ng7qVSKJ598Et3d3R/aAEUIuT8U6GRHhcNh/P73v4fFYsHf/u3fwmKx3PF2EokEn/rUp/Z4dISUNqqhE0JIiaBAJ4SQEkGBTvZcMBjElStXMD8/X+yhEFJSKNDJjhIKhdzJSD6fD6lUivscy7IIhUIYHBzEL3/5SwwODhZxpISUHgp0sqMMBgP+8i//EtXV1fjZz362bRaezWbx+uuv4+WXX8bx48fR0dFRvIESUoJolQu5Z4VTifh8PtcrvUChUODEiRPIZrM4f/483n77bfT19XFft7y8DJvNhrNnz8LhcBTrLhBSkijQyT1jGAbpdBo8Hg9SqfSOJwkdOXIESqUSP/7xjzE5OQkAEIvF+PznP4+nn36a1p4Tsgso0Mk9y+fzSKVS3NmmdzrTUy6Xo76+Hs899xyCwSCA93uxV1ZWwmKx0DmghOwCCnRyz1iWRT6fB4/H+9gt+wqFAl1dXXs4MkION5omEUJIiaBAJ4SQEkGBTgghJYICnRBCSgQFOiGElAgKdEIIKREU6IQQUiIo0AkhpERQoBNCSImgQCeEkBJBgU4IISWCAp0QQkoEBTq5ZwzDIJPJgMfjfagfOiGkeCjQyT3L5/NIJpMQCARQKBTUCpeQfYJ+E8k9K5xYRDN0QvYXCnRyXxiGAQDw+XwKdEL2CQp0QggpERTohBBSIijQCSGkRFCgE0JIiaBAJ4SQEkGBTgghJYICnRBCSgQFOiGElAgKdEIIKREU6IQQUiIo0AkhpETwWJZliz0IcrCkUin4fD7weDwoFAqoVCoIBIJiD4uQQ48CnRBCSgSVXAghpERQoBNCSImgQCeEkBJBgU4IISWCAp0QQkoEBTohhJQICnRCCCkRFOiEEFIiKNAJIaREUKATQkiJ+P8RlsndvFRWuQAAAABJRU5ErkJggg==",
"path": "PM076.png"
} | null | null |
MA078 | PM078 | 如图,\(AB \parallel CD\),\(\angle C \)=? | \(\angle C =\angle AMC+\angle A\) | \(\angle C =\angle AMC+\angle A\) | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 如图,\(AB \parallel CD\),\(\angle C \)=? | 078 | {
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",
"path": "PM078.png"
} | null | null |
MA079 | PM079 | 如图,已知\(A\parallel B\),求解\( x \) | 14 | 14 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 如图,已知\(A\parallel B\),求解\( x \) | 079 | {
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",
"path": "PM079.png"
} | null | null |
MA080 | PM080 | 如图,在边长为\(4\)的正方形\(ABCD\)中,\(E\)是\(CD\)的中点,\(F\)是\(BC\)上的一点,且\(\angle AEF\)是\(90^\circ\),求\(GE\)的长。 | \(2\sqrt{5}\) | \(2\sqrt{5}\) | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 如图,在边长为\(4\)的正方形\(ABCD\)中,\(E\)是\(CD\)的中点,\(F\)是\(BC\)上的一点,且\(\angle AEF\)是\(90^\circ\),求\(GE\)的长。 | 080 | {
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",
"path": "PM080.png"
} | null | null |
MA080 | PM080 | 如图所示,求CF的长。 | 1 | 1 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 如图所示,求CF的长。 | 080 | {
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",
"path": "PM080.png"
} | null | null |
MA082 | PM082 | 甲、乙两地相距350km,一辆货车先后从甲地出发向乙地,小车比货车晚出发1.5h,图中线段OA表示货车离甲地的距离y(km)与时间x(h)之间的函数关系;折线BCD表示小车离甲地的距离y(km)与时间x(h)之间的函数关系,那么,当小车到达乙地时,货车与甲地之间的距离是多少? | 315 | 315 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 甲、乙两地相距350km,一辆货车先后从甲地出发向乙地,小车比货车晚出发1.5h,图中线段OA表示货车离甲地的距离y(km)与时间x(h)之间的函数关系;折线BCD表示小车离甲地的距离y(km)与时间x(h)之间的函数关系,那么,当小车到达乙地时,货车与甲地之间的距离是多少? | 082 | {
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",
"path": "PM082.png"
} | null | null |
MA082 | PM082 | 求出前一问图中线段CD对应的函数表达式 | \(y=135x-257.5(2.5\le x\le 4.5)\) | \(y=135x-257.5(2.5\le x\le 4.5)\) | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 求出前一问图中线段CD对应的函数表达式 | 082 | {
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i8XhWuqMeU8inoSNZMgUFBSolM7fCNxcWi4VAIKDEw0SSWCYx8deL1rzo2kvOvH5syXe3Wq1KwnjRokW4XC7cbneWDtBk4zFhwsSrxxtD8kKo4jMOhUIcPnyYgYGBjPxANIZtzPVhGEZGHdJmY2RkhOvXr3Pjxg2WLF2K1+fDZrNjJDIZNBaLJVM0VVyUKeW32rKyXHJTBnNTDHNTGsWiNwxDdWmSbfRiLCF8eU1y8+fPn095ebnK79ePlQur1aqaiAgkmGy325k3bx7BYDCreEqPbUj6pMQEZFKQilo9m0g+mzuWfJLFJkyYeHV4Y0heYLVaCYfDXLt2jaNHjzI4OEhBQQHpdBq3x0MiPm6hJ8ayb27fvk1bWxurVq1iybJlWG1WHBaHIrtIJILT7cJus2NhPD1Sl+LVq1x1Ynta7r3sQ58k8mUISRqmzWajoaGBZDI5wY8/mSUv+9HHIxWqVVVVqm2gx+MByHIdia696ODI9dBbCeb2jhXkBoNNmDDxevDGkLxefNTZ2cnvfvc7Hjx4AEBpaSkLGhpJGAb379ylqqqKoqIinnQ+4d79+wSDQS5fvszZtjbKq6ooLy/PIiaPx4NljMj0lELIn/L4rDRCScuczOrX9Wz0oiaxonPTLXORb6LQRcUEqVQKv9+P3W5XWTaS8inj08doGEZmshzT5plK8NeECROvF28MyYurJhqN8uTJE06dOqVcLatWreL7H+zlxrVrJGJx1ra20rRgAZcuX8ZIJOju7qa/vz9TETs6Snl5eZYrxjAMHE4ncSOOw+7ANkb44tsWazZXkEvXnhFiF/+8bv3mc/voBU6QIdhc0hV3Tq57RH5Lxa+eUqkfU5p85MobiytJJBpkNSEaNrJvvTI3XzzBzLQxYeL1440heSG8vr4+Tp48yZ07d/B6vbz//vt88MEHrFqxkpHhYeKGQWFBAZu3bmXJsmYKiwo5evQojx4/pv3yZS5dukRxcTGFxUUq88XpdBKNxXA4HVnEJcFGIVk91z3XP69nnuRauJMFUHXXiJ6Drm+T6wrR33ta9o1+Hrl5+rnKk/o5TTb+ZwWBTZgw8Xpgn3o9VOrZm7xGWCwQDge5cOEcV6+2U19fy7Zt2/joo49oaGjAasm0wkuPWbNul4vFixbj9XiYN28e+/fv58mTJ5w+fZoFTU0ECjPpkULiQvC59PU0wp44xucnv/EJ5Pnn49zDTXb4fNvpr00PZ8/s+8eEiTcVb4wlLxrrt27dwuFw8M4777B3714WLlyI0+kkHIqQHNM6dzgcWACf10vTwoUECgooLCzk8JEj9PT0cO/ePaprqikqKlIkb7OawUMTJkzMPrwxJB8Oh+nr68Pv97N582Y2bNhAU1OT8o973B5sdjtYxtwLVitpMrni1TU1bN22jaLiYi5cvEgkEqGvr4/i4mJVOGS1WbHabFgm2PImTJj4LojGYiQSSex2G26td4GJ6cEbQ/KQaZDR0tJCRUUF9fX1qgwfxoOgRtwgFouRSqex2jKkb7VYKC4uZtWqVZRXVNDf368CqjCWOmgzg4gmTEw3EokkiURS/R0lZhL9NOONIXmXy0V1dTUOh4NAIKB6q0oGSdSIkdIUFGHM320h43ROp5X7pri4GJcno0mjKlOtVkiDacibMDF1PKsYzm63YYk/Ox3XxIvjjSF5u91OYWGhEsnSNdtVh6Ux4TEpJEoYcbBYcDidWO120skkDquVispKrGOWu6QSWixWkqkkFqxm9ogJE09BMBQGsov7fF5P3m2jY2J7uSm+JqYPbwzJ22w2peooDUCkNV08HsfpcGEXTfRUknQ6+4ayWq1gsZDWpAUkhdFms5GS6lP7xAwbEybmOtLpNLF4nGQyhd2eSVIQye50Ok0sFsflck74nPjiAUyOfzl4Y0g+X0FSlmiWBSw2K4lUKnMzptPYnU6tMnSsIMkmFoVFNb7OvJ/GajEJ3sR3h65RlE+vSHcn6iqm+t+vApPVdSRTKSxkK7+GI+NNcHSfeiQSJZlKkczD4MaYJpJLSWnETb/8S8AbQ/ICIWa9cMftdpNMpkmm0tgcdqwOO2mE/MduYMm4Saex5kgWQCY4a9V0ZkyYeFHkdhDLlanQ2zvquki6ltGrHGsoHBlPJbZZSSSSOJ0OnGPxrnjcGKvktuIZ0zmSzzocDpKxGKlUinAkitcz/r7dZiOOkWX9m5h+zK2UEUsmdqp+LIwFXjP/mzDxKiDqnrlWuV45DWRJQguE7F8VomME7XDYFcHraq+Qkea22awkkymMnF7JdrtNEbjVmm0gxcbiZibBv1y8cZa8CRMzHel0mmg0isPhUGm+QpiiI6T3INBlqKUdpIjIvcwxhiNRJTPtHus1kHamiUZjpFJpgqEwPq8Hd05vg1yIb14fs5FIZPnjTbw8mCRvwsQrhih+wrhKqIjDCamKZpC0fYzFYqpRzXSQfDAUVu4XV05nMvlttWY0iZxjx5LJxuMZl57WVxX5iD6RyGzjdIwL+2VSk40J/nu3y0WUTGFUMJHJ0DELpL47TJI3YeIVQyzyx48fMzQ0RCqVIhAI4PV6sxRJ3W43RUVFyn0j3btE+/95IUVHGUVT65jPP+Nzh2xCTaZSJBIZeWq3O/Oa3poykUySGlNWzdd6EjIWfCwen/C6xWLBarGoY0TH2lrmXiOr1WL2IpgGmCRvwsQrRCKR4MmTJ3R1dXHw4EEuXLiA3++nsbGRkpIS1UQmHA7jcrlYuXIlLS0t+P1+EolEJh3YOTEVcaoQP7jf51WviaxAKjVulSfHfO/2MZINhSPKjRSNRojF4hQWFqhA67PaPjqd2SsPybaJxmJZLptUSlxTFtOCnyaYJG/CxCuEtF2U5ujDw8PU1taycuVKqqursVqtPHr0iOvXr/Po0SOGh4dJJpOsXr0aLBbV2EUPxk4VQvC5+eo2m41EIpmlNppKZ2IANruNaDQ25iKyMzIywpUrV4lFoyxtbqa0tBSf1zOhsjUeNzDGeik787iWdGLXyTwT6B3/2yT6745pJnlJV8mF5LNMdfupfNaEidkJ8bWPjo4SCoUoLS1l+fLlVFdXA7B48WIaGhr45ptvuHTpEsPDw9jtdpYsbf5O6ZNCwo7cCSINLqeTuGFkCYWlUhnfeTKZxGG343I6CQWDtF++RCgUombePIqLi1VzGp3o42Md1Fwu58TjwaTkrfvlzaDs9GAaUigtY7uxMjlh525jecb2+T777G31JaMsLWG88YWeazyZpobeYCPfjwkTU4GkGeZLd5Qq7AcPHuDxeNi4cSMFBQXY7XacTider5fGxkbWrVtHSUkJN2/e5OKlS4TDYQJ+n9qP+NKngnQ6jdfjzpIXkLaQ6XQ6Q8pMTHOU58TjcdPX18f+/fvZv38/oVBISYikcrqCSVDV5XS+sGqr3+c1rfhpwnck+akStY6pWO+Tfe7FhjvdjTxMmHga8vX9lcwUIf8nT54wMDBARUUFZWVlpLSio0Qigcvloq6ujoqKCgYHB3nw4AFDQ0Nqv5KPHolGpzSmfPd53DAIhSPEDUP9H4tlAqWGYRCJRMaygNI8evSIU6dOcf78eQYGBnA6nfh8Pmw2myL1XNhsVmWNhyNR9ZMv0KrDJPfpxXdw17yuOio5ril0YWLmIV9/WyF4eS+RSNDe3s7o6CgbNmzA7/erKm0heZvNRiAQoKSkhFQ6TX//AKFQiMRY4xubxUJ6LFAaDIVxOhwTgpvPQmYSEhHWTF5+IpkkOZaTL1Z9OBzh0ePHPHjwgEgkgtvtxul04vd5J6xUjERCuWoi0XEyzxYfm1s1mK8bL0jyM+FLsmISvYmZhlw3oN7kHDJkNzIySnt7O4lEgiVLliiLOJ2G0WAI75jMtcqlVxNExtUoOfJC6olkkrhhYLPbVC76VOB2ubCAKrrKEHOUSCSK3WajIBBgaHiY3t5eRkdH1aQjlnwimcRmz8gZCOJxI+u8BXo2j4lXixcg+Znk3rBiBmZNzCTkI/jRYChLqmBkZJj79+9TUFBAY2MjTqcTj9ut3BiRaAyLBaLRKKOjozgcGddIQSCA1WolmUyq/HGR9QWIxeLPnXqox5sMw8AwjLFUygx5D/QP8PDhQ6xWKxUVlbjHUiZFfju3oEmf0ExinxmY5SQP4z5+06o3MTMg1aTigw/4fSr7JBQKce/ePUZHR1m6dCkVFRXY7fYsyzfg9xGJRhkZDTI8MoLd4cDr9eD1eonG4lnWvE6kRiKBYSSIx40puW6EkHU1SbGXLFgYHh6mr68XwzCYN28ehmGQToPD6aSgsEhVxerw+7xmnGuG4TlJfiZ/eab7xsTrgW5NS8Wq0+HAbrep/8X9MjQ0xJUrV0in0yxfvpzCwkKisbhai8q2NquVkeEhRkZG8fv9zJtXSxoLAb8PwzDyFkQ57Pa86YqTQUheSNlms2GxWrFbLKRSSR4+fEhXVxcFBQWUlZbS09tDNBbF5/Pj9/txOR1ZqpMmZibeIJIHi8V035h4NdCJXbemQ+GwEuSCcSmAVCpFNBplcHCQGzdu4HA4WLJkCS6Xi1jcwGa1qe2HR0YJh4JcvXqV+/fusqBpIcuXL8fj8agA6WR4lhWfSCSJxTNuHZfTqapc9XTPeDxOT3c3V69epauri9raWux2O/fu3ePJ48dYrVZ8Xs8LFWSZePV4A78lC+n0eCaDvnQ0l5EmnhfBUHhMJz1D5EYiQSwWn9TfrAS+xsS9UqmUEh2Lx+N0d3dz9+5dKisrKS8vH9OGsRKPG7jdLoyYQTAY5NbNG1y5coVAQSErWpazomU5Pp+PRCKhqmVhYq58vupSHXa7DZvNTTgSZTQYwmazkUxlBNPSqTQWq4VgcJR79+7S39+fuQbBIPfv3+fevXsMDAxQXFyMx+PB7XabLftmAZ6D5GcPQVosNtLpcb3rCc27c2A2ETYxVTzLJeL1eAiFw0Qi0Yyw11jxndPpJBKJcOvWLbq7u9m1axd+v3+s13Cm6YYRjzMwMMC9e/dpa2sjmUyyccN6tm/fTkFBAYlEglQqRTAUzmosIhNOIplUee5Ps+YtFkumYUc8PvbbyBQMWi0kEwZ9vb0MDAywZMkS6urqgEzevNVq5dKlS7hcLoqKilRaqK5cqeNZTbxNvBq8gZZ8BjabHYuFrPxkEyZeNqSiOqP46MLhcGCz2ZQ1fOfOHUpKy/AHCkilYWBwMKPzYhhEwiEePHzInTt3Adi+fTsrV65k3rx5WcReEPCr470oibpcTqy2zATjtNpxu92Mjo5y9+5dent7qa6uZtGiRdTU1GCxWAiFQjx8+JBUKoXX66WgoOCVd6ky8WJ4Iy15EP98SmU4WCymDsZcx4sUDfl9XoKhMJFodEpBRvHBW63jvu5gMMjde/e5eauD4ZFRHA4Hjx895NLFC7jdbkKhEPF4nEQiQTQapbCwgKVLl7JoYRPV1dXY7XZicQOXy4nb5SIWi30nJUqB3WYjOeb+SSQSPHz4kGvXruFwOFi9ejVFRUVEo1HsdjvBYJAnT57Q399PbW0tfr9fZQyZmNl4Yy15HXoTBhNzFxaLhbhhEDeMvD71ZCpFLJZRatQ1Xp4XUtgUj2eafQwMDEA6RUV5Geta17Jq5YqxPHMLDoeDQCBALBbD6/VSXl5OZVUVbrcHr8ed1cBbMB1doaQZicvlIpVKcffuXU6ePMnDhw9ZsGABLpcLn8+n0j6fPHlCZ2en+tzjx4+xWCwUFBR857GYeLl4DpJPM9us+VQqreUAv+bBmHjt8Hk9KnAaiUazsmDguxXvSLaNrBzFqPB43NTVziOZrGLZsmWq6CgajWK1WvH7/VgsFmKxmGpCHzcM4nEjI18wZi0LuXrcbtUjNhcSK5iKXz6zXaZ/a29vL+3t7dy5c4doNEo8HmdkZIRwOIzNZqO3t5fHjx9js9lYtmwZfr+fixcvEgwG2bBhwwtfMxOvBt/Jkr937x7/7b/9N7744gva2tpobW3lD//wD/njP/5jysvL837mj//4j/n0008n3eePf/xj/vN//s8TXm9vb+eXv/wlP/3pTwHYu3cvO3fu5F/9q3+l2qLlQjrIAySTJsvPdehpj8lkCr/PSygcwWq1TMkVo7ts9H1B9gSRSqUYGQ2OWd82vL7sVYHdbsfr9aptrVYrXq83q+rUarWqVElZWcTiBuFIBKvFkuWukbE8z0rVYrEQCAQAKC4uZuvWraxZs4ZkMonX66WkpASn00kqlaK0tJSWlhaWLVuG0+kkGo1is9mUNLKJmY0XJvl9+/axZ88eIEO4P/7xj7l9+zYff/wxv/jFL/i7v/s7GhoaJnzuaQQ/1WM1NTVx7Ngxdawvv/wy76Si3/STyb6aeHMhHY8EuZa6NLXIxG8y8Hoy6YWhcES5bDJ++agyGER+YDLLXwS+nE4H0WgMI5HAZrUqy1kkegGlTyOkbbPZ8Pt8xOJxgqEwXo+bZHL8HNLpNMmxDBvIzq4RdcqpFESl02lisRjxeBybzUZZWVnW++OxLAterxev16tWJ8lkctKCLBMzDy9E8qFQiD/7sz8D4Fe/+hUfffSReu/nP/85H3/8Mb//+7/PoUOHsqzs9vZ2AH70ox/xN3/zN1M6Vm9vb95jhUIh/s2/+Td88skn/If/8B/yWv86yZv5vHMTT3PBOOx2lQlj2KZGjjAmhTuJPEwymSQej+NwZJpsSLZNRo4X5YuXzBQhyoxmTAq73a5y6tNpsog1Ho+rAiSd2HPPaSqQeIDD4VD5/HpD8dxJyOFwZJG7zWYzs2tmCV7oG9q3bx9tbW38+Mc/ziJ4gJ/85Cfs3buXtrY2ReqCixcvArBly5YpH+uzzz6jra2Nv/iLv8g6ls/n4z/+x/9Ia2srn3zyCffu3ZvwWV0/RB4WeQ1QlYj6tnJT64hEImO6HZmVgDy4uROH/nl5aPJNLvp+ZHz6fsUHq1tw+kokQ0wJRQz6a/r/0Wg0a1/6uPXXJsMEGVnDyBqTnGc8Hp/wejKZJBaLTbgG+naJRCJrzHLM3OPq/4s7Q78WQj6519GuuTsyPvgMUcp2mX1lCpUcOfox8jn5fuRv/b3E2EpA/k4mk4o8JS3S6XDgcjpxOh2kUmm1sgiHs10sdrs9q4LUZrOp+1OqXDM+eisFAb8iYpFByAe9cYlcE/k+pI1gOp1WriH9GZFx6ZOMtB2Ue00mpMm+OzPRYWbghUi+s7OTvXv3snv37rzvNzU1AdDR0ZH1+o0bNwAy/SqniN/85jdAxk2TC5/Pxx/+4R8C8PXXX+f9vJC33LjyIOmFHLoMrJBjPB5X5CWWS+4EASiylYdJ/Ki5D4uQYSwWyyI3eUhl6ayThuxbjicPl8ViyZKHlfdlX/LgShaGnl0kD7acmxzDMAxFVPrEA+OZGHIcwzAUWco1lX1Go1FisRjpdBqHw6GOK5+R66Z/J/q1lx85f7lOMh79vIV45XrIPvQxG2NBzHg8k1WTZpx8xgOYaXUcaZYt10e+C6fDTjxuMDI6qr5DnRSFJJPJJOGx5h8SNJUxulyZoGo0FiM6FhzVvx/97wzxWhkZDY7f716PmozGFSNTioRlXJMZIfrEIL9tNhuGkckCkvs7FAoRDocVsesTgG65myQ+O/BC7po/+ZM/4U/+5E/yvhcKhTh27BgAW7duzXrv3LlzAHz++ef89V//tfLP7927l3/2z/4Zv/d7vzchiPr5558DsGDBgrzHW7x4MQBXr17N8+645S558ul0moGBAW7evEk4HFZEqCvyuVwuKisrCQaD9Pb2YrfbFQEDikClMKSkpATDMOjv7896yOQhEuIJBAKUlZVhGAaDg4NEIpFMxeMYscixBRUVFQB0d3cTjUaVBevU3ADi4y0uLsZutzM0NMTIyEjm7MeyNmQJnkql8Pv9FBcXY7VaCYfDhMNhdW56oE9cCX6/n4KCAh4/fqwaRkQiEdWqLjbmn7bb7RQWFlJQUEAwGGRwcFARtsfjIZk0CIfDeL1edQ5lZWVKTlfGoJN+KpXC4XDg8XhUSf/w8LC6bgL5Dg3DIBAIUF5eTiKRUNfN4XAQNxJqInI6Mlkrbo8Hn8+Pw2Hn8ePHMHbeiUSCaCzjGhGfuNvtxeP1YbNZ6e7uJhQKKReGfM/yOYfdTlV1FalUiv7+fgYGBsYnFIsFw0hgt9no6uoikUhQWVmJw+Ggr6+X5FjDEPkuUqkUPd3j6b+BQICKigrC4TB9fX2kUikVDBWDRO5X0X8PBoP09PRgGEaW4qXFYsHtdhOLxfD5fFRVVRGNRuns7FTHc7vdlJWVKYlhnfRNzA5MW558KBTi5MmT/Kf/9J9oa2vjZz/7WVbgtbe3VxH2T3/6UxWsHRoa4tNPP+Xzzz/nRz/6EX/913+tiF5390yWrSPkf/v27UnHluk0n3lootEoN27cIB6P4/P5FPmJP9LlctHY2MimTZt48OABhw8fJhaLqYfabrdjGAYOhwOn08mSJUtYvXo1Q0NDnDhxgv7+fkXqqhHDGDm2tLSwbt06BgYGuHDhgqoglOO7XC41KVRWVrJt2zZSqRQnTpxQD540TdYfsurqalpaWigoKODWrVtcuXKFcDiM1WolGo2qoFkkEmH+/PmsX7+eqqoqTp06xa1btwiFQsofrC/lS0pK2LBhA42NjRw/fpxr165hsViIRqOKHGTZ7vf7aW1tZcmSJdy7d48TJ04QDAZVYM/v9zI0NITL5cLtdrNo0SLWrVtHb28vZ86coaurS1n/Yl2m02k8Hg91dXXs2rWLR48ecfHixQwhM+5uE2K2WCwsXLiQ1atXE4/HOXfuHI8ePcoqu7fZ7aRSmQlyQWMDa9a2YrFYuHD+XJbLL5Ues/STGffbvHl1rFq9hsrKCo4eOcKtW7fUtZIJz0hkJICLi4tYuWIF5eXlXL58mfb2drU6cTqdGIZBUVERo6OjOJ1Odr69i9LSUs6fa+PWrVuZiWhs9ai77QKBAMuXL2fFihVcv36ds2fPMjIygtvtJh6PK9IWsl+zZg1LlizhwYMHnDhxQl1/fSXg82VULVtaWti4cSPd3d2cPHmS0dFRXC4XCxcuZP369cybN0/575/lJjIxszAtJP+Xf/mXKrUR4Gc/+xk/+clPsrYJhUL86Ec/4sqVK/z3//7faWlpUe/9u3/37/i3//bf8umnn1JUVJQ3iPosyASSD7kt2UKhEF1dXarlmljEktpWVFSk3Da9vb1EIhGCwaBKcxNL1uPxUFNTo1wx/f39iozFGk6n0wSDQbVtLBYjGo3S19fH48ePlSUIZD2Abvd4d6De3l4ePXqkClfE7y9WlcPhIBQK4XQ6GR4epqenh9HRUex2O9FoVKXKDQ4O4nK5GB0dpaysbEwvvI/h4WE1eYh/W4gzHA6rcxYiNgwDj8fD8PCw8hWPjo4yODhILBZjaGiIzs5OQqGQciOUl5cyODio0gXnzZunVhqShy0WvsPhUK4Iv9+vxh8Khejp6VFNLOx2u1o5QWY1IasDwzAYHh6mu7tbuUzS6TRer5dkKoVhJPD7fZl0QKuVnp4e7t+/r86HsYybWDQy5mrxEI1GSSQS9Pf38+TJE3WtXC5XZrWSykxSCSNOMBikoKCAoaEhent7Fcm7XC6GhoYYGBhQ30M4FCQWjXDq1KmMKFkgQGlpqVqxyQRWVlZGJBIZazwyQmdnJz09Pfh8PvX9iUaOz+ejoaGBYDCoxtDX16fuIdXQZHSUSCTCggULSCQSPH78mDNnztDR0UEgECAajbJ48WLq6uomtDQ0A6+zA9NmyetW+ccff8zIyAh/9md/pqzyhoaGSTNqGhoa+PnPf86nn37KJ598wj//5/+cjRs3Tsu4xA0xXpziobKykhVjlpbb7c7ytUPGTVJdXY3FYmHPnj3qwRGfq1jd6XSaefPmUVtbS1FRkWp+bLVaicczPlf522KxUFdXR01NjVIfbG5uVta+rCTEf11SUkJTUxPxeJzt27ezatWqsYBeXHUGkgesuLiY+fPn4/Fk5F8rKirUQxyLxVRGx8jICOXl5SxevJji4mK2bNlCY2MjwWAwy5KXh9fn8zFv3jwqKytZuXIlRUVFyoIX61GucTqdZsGCBSp3Wo9JZMjVzdDQkLIGa2tr1TV+++23GR0dJZ1OqwIg8ZF7PB7Ky8spLCxUq7alS5ficrnUeMXXHI/HKS8vZ8GCBcr6Xbx4sZq80um0+t4i0RhlZWXU1tbi9biJxaI0NTWp48eNzGrGasmsBMvLK1m2bBlYrKxes4b6+vqM3MBYEZPb7SGRTJAec581NTVRWlpKOp2mqqpKWfAyMQnpFxYWUlpayqlTp+jo6MBisbBmzRp1jnrMxev1Ul9fT01NjZoQI5EIgUBATXb6SrOxsZGKigpcLhder5dIJKJWjm63m0QigdfrZXh4mKamJmw2G319faqB9/DwMKOjo8B4iqceSzF98rMD06Jd8+///b9Xf3/88cf8i3/xL5Rlr7/3NJSXl/PjH/+YTz75hI6OjmkjefHrAoq86uvr2bFjBw0NDcrXKNa87ueurq6mtLQUr9ebFZQUn7wEI8UFsWnTJuVLlffkf90dJLnHqVRK+eD17cUyFT/0xo0bswK98oDrlY/iaw0EAoogZEkuAVDdzZRKpVi6dCkLFizICqrqqxAZt9vtzmipLFqEx5OxaCHz4OvBSbfbjcfjwePxKM0VCcwmk4Zy8+ROIjU1Neq7EvKQ/drtdhwOB+l0msbGRrVykvOVLknijkqn06oc3+/3q2sj35v4sONjmTVC6mvXtiKcpbJvxjJhHHYbVqudQCDAyGiQ5cuX43a5MiQbjRIOR8ZceTbsY9+fx+PB6XTi9XpZuHAhLpdLrdpEr8bpdBIKhTh//jwXLlygt7eXxsZGWltb2bRpEy6XS01gsirMrCoyLsXS0lJ1T8mkIfebrHQACgoK1AQpGU8+n49QKERBQQEDAwP09/fT1tbG9evXKSwsZNGiRRk5hjHoGTpyjMkqb03MLEy7dk1LSwv/5b/8FzZt2sRPf/pT/p//5/+Z1J+ei2XLlgHjWTjykE4F+bJvMrBgs1mJxxNqee1wOCgqKsqSSxVylQdKltZ+v1/5UvXApFr6j1n2etA014rVyUsmEq/Xm5WCpgfD5IGWZbqMU/atp6rp24ovVqxlcSnpQTQZjzysQsq5485FYWGhIikhdxm/nqUk10UaXMi+kkm7Oo5c41QqpVZ6uddBh4xZ/PXABNeS3C/62AsKCiYEGiXP2wsMj4xisYz76j0eNxbGA8/hSBSP2zU2hnEfdGFhIZ4xLfU0mQnbrVnd+nfk9Xrx+/3qs/K62+3G7XYrzZg7d+4o40H0bMRNpX9WDA2bzaYC6DJe/R6xWCwqc0r2KROc3O9yP/b19XHy5EmOHj1KOp1m/fr1KqYh11kmEN09YxL87MBLESjTrfDu7m5F8pKaNRnpy9Jw3rx5AFmB21AolFe+4M6dO8B42mYubDY7okYpFp3cnHoapWRKCHnp1XwSXNMtXbEM9fxmnfD1vpl6mp+eOSHvwzhZC4Skx0kyqSYAPb9dXtPHq7tc9IlJfos1qNcP5INsK7/1fernkEsu+nnLtZHfkqonn9OvqU6S+pj0zB/5znLHEYlElD89X1BQLH5Z1UXH0jwLAgFS6TSRSJRIJIrFktGEt1qteNwuNRnq5yGEmkql8HnHi5tyv0v9+uk/8p3FYjGuXr3KzZs3KSoqIhAI4HA4sjKpZOyyX5nA9WuTuwKS/cu9Kdvo34ekp16/fp1vv/2Wa9eukUgk2Lx5Mzt37uTu3bt0dHRknYu+ytTPxcTMxgtFTf7f//f/Zd26dROKnZ6Gv/zLv8Tv9z+10vXy5csAWZoYP/rRjwAmPdbNmzeB8VXAZJCbXi9s0R8IuYnzlWp7PJ6sh0v2lRt0ks/rE4I8mLmFIwKd0HLJTf9b9iH7czqdOJ3OvIEv2UYnYj2fW6w4Pc8+H/RxAerccj+TL6VOdxfokAwiIOs6TXYN8l0HCZjrEPdIvv3IJC5/x+MGibFMGIvFgs1qxW6Xa2EhqeXkgyUrpx0yujcS8JZj6BOO7u7KXeXI65FIhHv37nH69GmGh4dZtWoVNTU1uN1u9b3qE7k+ueReG/17lusppK7/6C64aDTKnTt3+OUvf8nBgwexWCx8//vfZ+/evTQ2Nqrgb3Fx8YRnQid9EzMfz0Hy45ZRYWEhbW1tfPXVV3m3/PWvfw1Aa2uryqJZt24dAL/4xS8IhUITPtPe3q7y5jdv3qxel+rYfNkzoVCIX/ziFwC89957Uz8VE3Ma8bEYhC4n7Ha58Pu8Yxk/ceLxsRiJPWO9BkNhgqEwfp/3qTLEOqHnTjQyqYpf/OTJk1y/fp2mpiZWrVpFcXFxlutNXxnkrpCehUQioY4D45NQIpGgp6dHPW/Xrl1j/vz5fPjhh+zatUsFapcsWcLv/d7v8b3vfU9l1uQWsJmYHXghS/6f/tN/CmSCrELoglOnTqlg67/+1/9avb57925aW1tpa2vjr/7qr7KIvr29nX/xL/4FAP/jf/yPLHfOD3/4Q1pbW/npT3+adSzRrhF5hXxiaDpMgTITuTDySFg4nQ78Pm+WTK/f51U/z4Je0av/D+MTgMvlYmBggJMnT5JIJNi2bRtLly7NSh3N/YyOqdzHTqcTz5jbSSqtJfXy7NmzfPrppxw/fpzm5mb++T//5+zcuZOysjK1+nI6nZSUlFBWVqb2I8itiDYxs/FCevItLS18++237Nmzhx/84AdKGfL27dvK4v7Zz37GH/3RH6lP+3w+/u7v/o7f//3f56c//SlffPEFW7duVWmX+T4Dmaybv/qrv5pwrGPHjil54z//8z9/6sjNm9KEQIjd5XLmFfPKfc32AnnguptFt7zFpx2Lxfj2229pb29n/fr1rFixQvnP/X4/Xq9XZQx9F8hqQgLlXV1dnDlzhq+//pqLFy+yY8cO/uAP/oCWlha1ehCL/eHDh5w+fRqfz8fGjRtpaGjIkmkwMXvwwoHX3bt3c/nyZX75y1/yxRdf8Pnnn9Pa2spf/MVf8E//6T/NKnYSNDQ08OWXX/I3f/M3HDx4kE8++QRACZ1NpoWjH0vXk//Zz372VD35rBOdxCduYu5ApIc9HvcLkfdUoZO8HsxPp9NEo1EuXbrEvn378Pv9vPPOO9TV1RGPx9m8eTOhUIgFCxZk+eV1y10P6j8N4q6RDKre3l6+/vprvvjiCwzD4P333+f/+r/+L1XfEYvF8Pv9Shqjs7OTU6dO4fV6aWpqor6+Xu1bUlpNsp8deE6ST6F7eFpaWmhpaZlyLjxkLPOf/OQnEypin4UXOZYgk95okvxch9vlIpSMvHSCz5d1Imm5T5484ejRo4TDYbZv387q1aux2zONtJcsWUI0GqWgoCBvSunz3L8SqB0ZGaG9vZ0jR45w+vRpLBYLu3fv5v3336eqqkolIOga9/pxdFGzfBlLZvB15uON7/GaeUienipoYu7gu/RunQrypX+K1Ts0NMSlS5c4c+YMVVVVbNy4UQm+pVIpLl26xNDQkNIh0vfxvK4b/XgHDhzg2rUrlJaWsnPnTjZv3jwmRhbG4/Fgs0lqcQKw4nY7sdksuFwOPB4XFkuaVCqBxSIplBYsFrDZLGQMP8gulnwZz5kpn/CieAGSz7bmZz5SY3ovcXN5aeKVQK8D0PXyu7u7uX79OkNDQ6xbt44VK1YQCASwWCz09fVx6tQpent7KSkpUdXYuYV1U81P7+/v5+zZsxw4cIC7d+9SV1fL7t272bhxI8XFxcq/nhHvcyh/vGQBSewgEomojlYwLuGspySbmNl4QUt+9hC9XkAE45WSet6wLEP110yYeBHohWGAqjQdGRmho6ODixcvUllZyfbt2ykoKFBplaJJFAqFiEaj6r6VfekFeIBSqpSJRHL2RZjt+PHjfPPNN3R3d7NkyRLef/9dWlpasuJXkn8v+xWZAr2WRPLh9QIwM741u/Ad3DUzn+jT6eSEUn3z5jTxMpGvwtUwDO7fv09bWxuRSISdO3eyYMECZXzYbDalfyRFb7mFakKwEsyVDk1iUYdCIVwuF319fezfv5+DBw8SCoVYuXIlO3fuZOXKFRQUFKh9iBUvhU56oZ/8nxFec6tsHyH+ZxXRmZhZ+I4++RQZ/9vM+8LTaXMZaeLVQ6pNYVxrZmRkhCtXrnD16lVqa2vZtGkTRUVFSpFSXCS5rQ112Y3cn1x9o2Qyyc2bNzlx4gSHDh0iHo+zdu1aduzYwbJly/D7vVm+fVEQlTHnTkyybz1vX44r25tSw7MD0xB4TTOeQz9TyD4TbDWtDROvGrqWjNWa6b517949rl27RiqVorW1ldraWuUCkawbkRrQtd5lf7lSF9IMRhQ9g8EgnZ2dfP3115w5cwa3283bb7+tpKQzKqpGVuvLfDIUgBIi8/v9VFVVEQgEJkg6yzjM52t2YBqza4Ts4fW6cfRxmDDxaiGV1eKK6erq4vTp09y/f59Fixaxfv16AoGAInGx4GViEJ18yLac9YI+i8WiJKdjsRhXrlzhyJEjXLlyhaKiIrZv387GjRupra0da72YVJ/ThePEWs8V1INMT4XNmzerdoowHm/QJzGzinzm4yWlUL4uf73pojHxeqETczAY5ObNm1y6dIl0Os3atWtpaGjA5XJldbQSH7coU+pN0nPTMQWZnrB9XLhwgW+//ZaOjg7q6+t5++23Wbt2LUVFRVna8hbLeLBUF0uTcegqljabDbfbTU1NDT6fL0tCO18Fr4mZjZeYJ/8qid4kdxMzA0Ks8XicR48ecenSJUZHR1m+fDmrVq1SOvti6UtTFLvdjs/nU9k44vPO9cOnUikMw2BoaIgzZ87w61//ms7OTlavXs3bb79Nc3MzJSUlWZZ2ZhUwLlcsqwe9j6zuh7dYLAwNDXHlyhXV98Dj8ah+BLkrCxMzGy+5GOq7Er15E5mYfZBg682bN7lx44ZyodTX12f5tsWKTqcznaRWrFhBXV0dCxYsyNKB17X0Y7EYAwMDnDhxgiNHjtDV1cW6devYu3cvCxcuVFkw8ltcNULguiy07Fu3zuVz3d3dnD17loKCAhobGyekcepKmyZmNl5BxeuLZOC8HL96bhYBZAe2zBvWxPNAL0zSSdAwDLq7u7l69Sqjo6OsXLmS5uZmZaXrsr2Q3WLR7XZTUlKiWv/pFnM4HObJkydcvnyZX/3qV4RCId566y1+7/d+T7VQ1DXuE0qMzUU6bVGNQlxjrQtz2z5aLBbV6tIwDJWWKRr+evGU6ZOfPXhFsgZTzcB5uUHT3OCSTvpmKpiJqUI3DKS9nrgw4vE48Xica9eucfXqVRobG9m1axc+n49YLIbX61W589KdS4qYHj9+TDAYZOnSpcyfP181OkkkEsTjcTo7O9m/fz+HDx8mFArxwQcf8P3vf5+6ujq1j3Q6rYqVxJcO2Y1TBA6Hg1gsltV8Jp1OE4/HVTtLq9WqUjultaTe6cw0jGY+XrF2jZn5YmL2Qy8I0nvIiuXd0dHB1atXcblcLF68mOrqajwej5ID0F0wQpIDAwNcuHCBJ0+e4Ha7mTdvnrK8o9Eot2/f5re//S3nzp2joqKCH/7whyxfvpzq6mrl+tH3N1Xkul6EvPUuV3p3KamANcl99uCNFygzYWI6oRcBictC0hABhoeHOXv2LLdu3WLevHmsXr2aiooKYHzlKAFVmRzsdjvxeJzu7m4ePHjAwMAAoVBIWdrnz5/n888/5/r168yfP5/t27fz9ttvU1hYqLTiZeJ4HgLWV7C6rz03sJrbCEVXyDTJfubDJHkTJp4DuW4KXcslFotx+/Zt2tvbSafTtLS00NTUlGW9y8QgbpBUKqVy46VpiKQtxuNxLl26xGeffcaVK1dYt24d//gf/2OWLVumevjKPnQphBdp06cXSInbSYTJRDpBtG2ALP+8iZkNk+RNmHgO6Brq4gOXAGRPTw9tbW309PTQ3NzMmjVrKC4uVlktojej56+LT1yKqMTCHxkZ4erVq3z22Wc8fPiQnTt38r3vfY+mpiYCgQAwuWtGVhrP0nrXNeL1AGoymVTqmbmpkrnVtyZmPkySN2Fiisjt0qRrtwwMDNDe3s6NGzcIBAKsXr2aefPmKavY7Xar9EUhesmR13Phg8Egly5d4saNG7S3tzMyMsKWLVv4vd/7PZqbm1WAVYTF8kEqZqcC8bPrXaisViuBQIDKykoKCgqzpIgFsqIxMfNhkrwJE1OETmziSxfp6vv373P69GmCwSCrV69m6dKl+P1+rFarSj8U6BWjQvKSuTIyMsL58+dJp9O43W527tzJ7t27WbBggXKN6PnvkK0cqf+eCmRcuuCZw+GgpqaGtWvX4vF4KCoqmrBvU5Z79sAkeRMmngN6qqIQdDgc5sGDB1y9ehWv10tzczOVlZXKBSO+7EQioXzvup6MFEUlk0kGBgYIBoOsWrWKTZs2sXbtWubPn4/H4yEajZJIJNTkoY9J8LytAnWSNwxDuZYqKipYtWoVLpeL8vLyLD2d52leYuL1440h+dybOzctTKyw3DaAppqeiVzkK/DRbxHdtWGxWOjq6uLAgQPE43H27NnDkiVLcDgcyi+ui4zpfnzIFDhZLBauXr3KrVu3cDgcrFixgh07drBu3ToqKyvVJCHBVpks8uF5g61Op1ONzWq1qnF3d3dz7tw5ioqKVDBYJio5J5PkZwfeGJJ/FnSynwzmTWviWRWcut/aYrHQ09PD4cOH6erqYtGiRbS0tFBRUaEaYyeTSQzDUI21dUs4lUoxODio2vTFYjE2bNjAjh07WLt2LVVVVar4CLLFz6YD+vOQmzopMYZAIMD8+fMpLS3NsuaBrICsiZmLOUPyJkx8F+jkr68QOzo6OHDgAIWFhWzatIn58+fj9XqVJkxuCz8JYCYSCR49esS5c+f45ptvGBgYYO3atWzatInly5dTWVmpfPCSginiYdOVtpgvU0aUKMPhMP39/cRiMcLh8IS0TJkMzODrzIdJ8iZMaMi1knM1jnS9mdHRUS5fvkxPTw/vvvsuK1asoKysDEBVt+oZNeISicVidHV18eWXX3Lu3DlisRjLly+ntrZW5adLCqNk4bwMt2K+c5Oxyk++CtjJrpWJmQmT5E2YeAryBRptNhujo6NcvXqVixcvUl1dzYoVK1SAUt8+N9c8mUxy+/Ztjh07xrFjx7BYLGzdupXFixdz7tw5bty4gcvloqSkBI/HkzUOyeSZTreivroQV5DetUqvgoXsyljTip8dMEnehIkxTEaeGet1vHDIarUyMDDA2bNnefToEW+99RYLFizA4/Eot4b40nW1yeHhYe7fv8/XX39NW1sb5eXlbN26lfXr1+P1ejl8+DCdnZ2MjIyQTqezgqK6pT1dJK9PYEL0egJDKpVSk8rzZu2YmDkwSd6EiSlAD7hGIhFu377NtWvXKC4uZu3atVRUVKiiIZhIhsPDw1y4cIFDhw5x6dIlAoEAH3zwAZs3b1YaNdI8RKD78cW6nu5uTLJPXa5A16zJtejFehfyf57CKxOvB3PsG0prv001TBPPj2QyyZMnTzh58iSPHz/mvffeY8mSJUpCONfaNgyD3t5e2tvbOXz4MFevXqWpqYl3332XtWvXUlJSQigUwjAMotGoauY9Weel6SR4fbz5fP56PCDXmhdL38TMxxwieSH2FOmxH0iOJUBbSKetjGvem5iL0LVc9NcyPxl/dCgUor29nQsXLuDxeFi3bh2lpaWK0HXxMsmgOXLkCCdPnmRkZISmpiZ++MMfsmXLFmKxGLFYjEAgoAqRpEJW17fRUy/1YOjLghR6+Xw+nE6nyu+XyUsyhkyf/OzAG0PyuQ9ors5IhsvTpEmSSiVIp5OkSWHBQqZFYZJ0Wi96MUu25yIm8z9L0LO7u5uDBw8SDAb5oz/6I+bPn69UGuPxuHLXGIbBgwcPOHjwIAcOHCAYDLJ582b27t3LypUricfjeDwehoeHs4K6ut8/V9I3VwFzuiC+d4kjGIZBaWkpLS0tuN1uCgsLFbHr8gfpdDqrMYmJmYk3huSnjnyumrH/TSN+TiM3TRJQpG21WhgZGeH69etK133FihUEAgHlWvH5fKozlARYDx8+jNPp5MMPP2T79u1UV1dnWcBer1cRqFjO4hd/mcV50p1KVg36ysHn81FbW4vD4cDj8VBTU4PNZiMajWK323E6nU8VSDMxszAHSd6EifzQM2FgXDM9U7wU5+7du3z99deMjIywdetWli5dqoqHpF+qFEj99re/5ezZs7jdbt566y327NlDU1PTBF+2FDaFw2HS6TSRSIRYLJY1rtwxTVdmTb6aAJEtCIfDdHd34/P5KCoqIhAIKNeRbGu2zZwdMEnehIkcSOaInlkyODjI6dOnaWtrY8OGDWzcuBGHw0EwGMTn82G1WhkaGuLq1at8++23nD17lqqqKn7wgx+wadMmvF4vkUhEBWgBJXcgWSqNjY243W6qq6uVhgy8PLkNh8OhdHD0XPlwOMyNGzf44osv8Pv9/OAHP2DFihW43e6s3H8znXJ2wCR5EyZyIDICku8+OjrKhQsXOHnyJFVVVfyjf/SPqK6uJhqN4vF4sFgsdHd3c/bsWX7961/T09PDihUreOutt1RgVs85F9eI+LWtViuVlZVs2LABm81GUVGRymoRt83LIno9WCznm0gkiEQi9Pb2qibeeuAXnk+z3sTrhflNmTCRA105MhaL8eDBA06dOkVvby+7d+9m3bp1+Hw+RYy3bt3i8OHDHDx4kFAoRGtrK++88w7Nzc14PB4SiYTyfet6L1LsBJnVQ19fn2oHWFhY+ErOVQ+oimvK4XDgdrvxeDy4XK6slFCd3E1Bv9kBk+RNmBiDWPBSup9IJOjr66O9vZ27d+9SX1/Pli1blH86Go3y4MED9u3bx+nTpwmFQrz99tvs2LGD+fPnU1BQMCHLS7eGhfStViujo6OcOHGCnp4e3n//fUpLS7MmgZel466nZ4pVL6QubQBFR0dHKpUiFotlSS+YmJkwoyYmTIxBGngkEgmSySShUIiuri5u375NKBRizZo1LF68WAVZ7927x+eff87hw4eJx+N88MEH7Nmzh4aGBnw+X9a+9TZ7MpkARCIRRfRDQ0N0dXUxMjKimmjLuPT96F2hvivEZaR3upJ00UQiATCB+GVMZvrk7MAbZcnnk07NzXnW/7daLGMJlWOWkVkEO2eQr3JUpHztdjuJRILh4WFu3LjBzZs3KS4uZsOGDfj9fmw2Gzdu3OCzzz7jzJkzVFVVsX37djZv3qyCprla7fpvyPjCRcZA971LLEBXntRXA3qGy3RAn0ik+lWuj81mw+l0Thijvr2JmY83iuRzMZHYyfo/849sbKbJz1XoxCVWbCwWY2BggFu3bhGJRNi4cTPz5s0jmUxy5swZvv32W27evEldXR1btmxh/fr1VFdXT7BuJyNC3RcO45a+3lwk12jJl8f/XSHxAV1mOB6Pk0gkMAyDeDw+YQUiVbdm+uTswBtN8rnIzTdOg8nsJhT0KtOhoSEuXrxIR0cHtbW1rF+/HsMwOHbsGN988w3Xrl2jubmZPXv2sHz5ckpKSp6rmYcUE8kEk2vBT7ek8GSQVYccS3L+XS4XBQUFuN3uCdXkZhPv2YU5SfJq+Zs2pVNNjEN3mUhGTSKRYM2aNVitVk6dOsVXX31FIpFg7dq17Ny5k9WrV6tMmKkSn55hkxuUlcCvHmTVMZ0CZTAuUyA5+5CZgKqrq1mzZg0ej4fCwkJlvb8saQUTLw9zjuSzfZymIJmJcUjKZH9/P5cvX6azs5PFixdTVlbG0aNHuXTpEqOjo2zatIldu3bR1NSEx+PJ0mGfCvJ1VxLfuOjfPK3KdbotfKl0lcCrw+GgqKiI5cuX4/f7lQCbNBPP/YyJmY059Q1ZLNmiT2l0QTITcx3Smu/KlSu0t7fjcDjwer1cvHiRixcvA/Dee+/R2tpKc3Nzln788+i868FN/W+Px4PD4cjK08/Fy7Cg9fx3mbCi0ShDQ0Oqt2xuwFcybUySn/mYU99QViB27McyZsmnzdSaOQ/DMOjp6aGtrY27d+/i9/u5d+8eAwMDVFXVsGnTJnbv3k1JSQkulyurFd7zIJfkRdq3rq4Oi8VCcXGx8s3reBkEL64jsdCF1Pv6+jh16hRerxe/308gEFCywzIOk+BnB+bUt6Rn16Tz0LrpvJnbkGDrxYsX6enpIZFIEI1GKS8v57333mPTpk2UlZVlZaTkxnmmSsSiFSO5+YFAgJUrV9LY2EhtbW3etEXBdJK9Pg69zeDIyIia6EZHR7NiBZIBNN3xARMvB3OK5DOYJAUtTca6N1l+zkC3xOPxOI8ePeLs2bPcunVL5cwvXLiQt99+m40bNxMIBLLiOuMyxM+Xuy4BVvmMxWLB6XQSCATweDx4PJ68BPoySFXy9XUfu4ijibvK7XZnySPn6tybmNmYcyRvsYxZYGOOGrHn81n2JmYPnocAhahjsRhutxuAvr4+zp49y/Xr1wmHw5SXl7Nx40b27NnDihUrKCgoyspAgezOSM8beNUVIK1WK8FgkG+++Ybu7m527tzJhg0bVM69WM26e2e6yDW3GEo/t9y8eXlNzsFMpZwdML8hE3MKhmEoYhOCHxoa4smTJ1y9epW+vj7mz5/P7t27lciYSOxOVxm/bsEDxGIxhoeH6e7u5sGDB4yOjk7LcaaCXL+6rFAky0eseY/HkyVvYBgGkUjklY3TxItjzlnyJuYuxC0ikGya27dv8/XXX3Pz5k3mzZvH1q1b2blzJ0uWLFEqktKubzqQG7AV0pcYgGjGvArkyhjoQdV4PE4wGCQcDhONRtW2brfb7A41i2CHqXZcn21Gfzrn79neWX62j39mQM/tTiaTXL9+nX379nHw4EEKCwt599132b17N3V1dcpqlfTIRCL+nZtXjzfjtpNOZ75Th8OGy+XA7Xbicjmw2Sxkvu8U2ekAae3387prJj6/qVQKu92JxWIbG5MVyFS9plLgcnnw+QL4fAE8Hp8Wh8jsK5lMms28p4zX9/yalryJOYNUKqVcDG63mytXrvCLX/yCU6dOkU6nWb16NRs3bmTevHkARKNRHA4HLpdL9V79rpDGHDDuxxfFR2nQkSvr+7Kg+9OlAEty5EVWwTAMYrEYiURCBWQlSBuLxfD7/a9krCZeHCbJm5gzsFqteL1e+vr6OH78OF9++SX79u0DYM2aNbS2tqpG2zabLStXXYKd05nhossWiODXqwxk6gFc3d/u8XiorKxk6dKluN1uvF4vhmGowK9cG9OKnx0wSd7EnEAqlWJ0dJRQKMSFCxf4+uuvOXHiBCMjIyxZsoTW1lYWL15MIBAAxrNNdNXFlyWvK8VINpv9lerCSIaMXmErPxUVFWzfvp2CggLq6upUkHrc3WQxSX6WwCR5E3MCyWSSnp4ejhw5wsGDB+nr68Pr9VJaWkp9fT0bN26kpqYmq9+pNA8Rpcbpht6VKVNpaihXyatAvnOKRCLq/JPJJCMjIwwPD2Oz2XC73SqtUm8oYmJmY06RvNViHVMzmKgnn8mdNzHToVeW6mJzutCX+LTF9RGJROjs7GT//v38n//zf6ioqKClpYX29nb8fj9r1qyhvr4ej8ejqj51XZnpJngJWOaOuba2lmQySWlpqXIV6fnxcv7Tidz92u120uk0jx494sCBAwQCAQKBAGVlZWq7fE1QTMxczCmSz+ga5PTcHGN5K1bS5j074zFZtyWpWoXx9D/DMLBYLNy7d48vv/ySM2fOUFdXx/r163n8+DHJZJKWlhY2bNhAcXExkB2MfFkuidyCIovFQkFBAa2trSxbtox58+ZNUJ2U8ejaMd8VOmHrjbpTqRQjIyM8ePCA0tJS4vF41nU25YZnF+YWyZuYtXiaBakTle5jHhwcpKOjg6NHj3Lq1ClKSkr4x//4H2MYBkeOHKGgoIB169bR2NioSvtfBXHlnodICEg7wKdl8rzKtnvSQETv66qP2ST52YHZlvxuYo4iX/MMXTRLyN1isRCJROjr6+PSpUv8wz/8A6dOnaKmpoYf/vCHLF68mGvXrtHd3c2KFStoaWkhEAjkbdDxsiD+bL2l3uDgIBcuXODgwYM8evRIpTDm4lUSa272T64YmylQNjtgkryJWYFccsslGd2N0dXVxdGjR/nqq6949OgRS5cu5cMPP2TdunX09vZy4cIFiouLWbduHTU1Nc/Vtm+6IGOX38FgkJs3b3L27Fk6Ozvzqk++Dky2cpgp4zPxbJjuGhOzAlm9AMgmH/lbAqynT5/m0KFDDA4Osm7dOt59913q6uro7+/n5MmTjI6Osn37dpqbm/H7/dMu+vUsSHATxoOwoouTe576a/L6q7TmZbUkpJ57zU3MfJgkb2LWIDfTRF6T6sv79+9z5MgR2traMAyDLVu28Pbbb7No0SIMw+D27dtcunSJ0tJSNm7cSFVVFTCuqf4qIe4lIXmRWtCLkoCsAqzn1az/rtBdYvIjLjHTJz97YJK8iVmDfH75WCxGOBzm7t27HD16lLa2NpxOJ7t27WL79u1UVFRgGAadnZ20tbURDofZtm2bat+nZ7i8an+3/lskF+LxeF5Zg9fhB5fq1lxfvD5uEzMfc8gnbxnrDGVRnaHGXn2tozIx0b+e7309f12yPVKpFH19fdy+fZtvvvmGgwcPYrFY2LNnD++88w61tbV4vV7S6TQ3b97k+PHj1NTUsGfPHsrLy5VY2etoY6fnyIt1Lm4bKb56HfnoGXGyFG63m4qKCsrLy1Wzcn28pk9+9uCNteT1ByPzd4pMI2+0m3TsfSwZ0jf7/70W5LagE5eMTuqGYahipWg0is/nIxgMcurUKQ4cOEBHRwcLFy7ko48+Yt26dbjdbpX+d/fuXQ4ePEgikWDXrl3Mnz9fEZnFYsEwjFcuJyDHSiQS6nytViuJRCJvLvyLthl8GiSzR/YLKEnhBQsW8E/+yT/B6XRSVVWlrHp9W7Mz1OzAG0vyJmYPxJLWXRK5gmDSEi+RSODz+QiHwxw6dIhvvvmGO3fusGHDBnbs2MHKlSspLi5Wn+3p6eHixYvcuXOHlpYWqqurcblcWdIBr9pNI0TqcrkoKChQ5+vxeHA4HEovRyY/Xet9Ot1KchzJLrJYLHi9XuVzl8nH6XSqTlrynt4lysTMhknyJmYEJLCnW4wwXnQTj8dxOp243W4eP37MkSNH2LdvH8PDw7S2tvLOO++wevVqCgoKgAyZRiIR7ty5w8WLF4lEImzdupX58+djt9uVW0Inz1cBi8WiVhCCWCxGf3+/qjgVFUzdRaILiE3nWGSCzXWH9fT0cPbsWXw+Hy6Xi9raWnWtXod7y8SLw/y2TLx25OrRCHRXQjwex263093dzd/+7d9y4MABPB4Pu3btYteuXVRWVqouTrKvzs5Ozp49S39/Py0tLaxcuZLS0tK8x32VkONJz1i3201dXR3vvPMO8Xic+vp6nE6nsqbzSR5P5zgA5SYSd9jjx485ffo0fr+fBQsWMG/evKx6AllVvY4aAxPPB5PkTbx26BoxEi/RLW0Jjp47d47f/e53nDlzhoKCAnbu3Mlbb71FfX29aogtGBkZ4dq1a1y+fBmPx8POnTupqqpSx9EJ7nWkT8o5ilXs8/nUBOT3+1/JxCPxD1k5iJWuq3BaLJYxGWSb+k4kMGxa9LMD5rdkYsZAz9rQc8eDwSBtbW387d/+LRcvXmTFihV873vfY926dZSWlioJACGnWCzGw4cPaW9vZ2RkhDVr1qhg7EzQQhfXi4whkUjQ29vL8ePHGRgYYNOmTaxcuVJp2Lwst5IQudVqVcJk+rh0TR1pgahnA5mB19kBk+RNvHbkZpNIcC8ej9PT08PNmzf5zW9+w927d1m0aBHf//732bRpE4WFhcrCFCsToLu7mwsXLnD//n2qq6tZu3YtFRUVKntF/N16HOBVZtboE40QeDqd5v79+zx8+JCFCxdOyLJ5GeOTbCb9bxmfNC+PxWKqJaE0N5FtE4mE2cx7FsAkeROvHZJBo7e/SyQSdHd3c/r0aU6cOMHt27dZsWIFe/fupaWlBYfDQSwWU0FMIepkMklvby/Xr19naGiILVu2sGTJkqyUTN0i1rs+vQrIWIVcJaDsdDqJRCJEo9EJ2TS6K0uvhJ0OJBIJJakgEAve6XSqiSi3abfprpk9mFPfkjw44w86Ki/egsXMkX+JyLVgdbLSuw0JkTx58oRDhw5x9OhRRkZG2L59O5s2bWLt2rUqwCr71Ul6ZGSEK1eu0NHRQUVFBatWraK4uFilCuq++5eRsTIV6LIFksopjbxlost1heippdMZQ9CJOrdWQL4rPetGr2EwXTWzA3OK5DMPx9OaMZs37XRDyEG3THU3hPytd3F68OABx44d49SpUyQSCdatW8fu3btpaGjA6/Vm+ah18ovH49y5c4cbN25gt9tpbm6moaEBj8ejjpdrjb4OotKrRSUHXfziuR2hXqbvW1YMAvHRC8Rloxdr6Z+V78HEzMacInkTrw/5LHhAWa8Wi4VQKMSNGzc4dOgQFy9exOl0snXrVrZu3UpdXR0+ny+rQCqXdHp6emhra6Ozs5PFi5ewbt06iouLZ6RbIZe0ZbLTYwtP2346oE+WAllNFRYW0tDQgN/vJxAIqBWQqSU/+zDz7n4TbxR0cteDfLm+8O7ubi5fvszJkye5ceMGgUCA7du3s3XrVubNm6cyTXKtWiGeWCxGR0cH7e3tWCwWVq9exdKlS5XlP5PcC7luGCDL5z2Z5T7d49fjA7obxmq1UlFRwaZNmygoKKCyshJAtVPUlShNzHyYJG/ipUJ31wiRGIah/rbZbAwNDXH69Gn2799PT08P9fX1bN26lU2bNlFRUZElSCZuA8MwgIz7JZFI8OTJE86dO0dfXx8tLS0sXbqUgoIClQUyk4p2dEtdL3TSx5irVZP7+nRA9ptIJEgmk7hcLkX0LpeL4uJi/H5/3gphmbRNop/5MEnexEuFVEaKv1kIW9IZe3t7OXPmDAcOHODx48csWbKEd955h1WrVlFUVKTIJdeKl5WA1WolHA5z5coV2tvb8Xq9rF69mnnz5k3I655JEHLUUxd9Ph+BQEBVu+quqZcBXeZYj5EADA4O0t7ejsfjwe12M3/+fBU/0K+rSfIzHybJm3jpECJIJpPE43HcbjeJRILOzk5OnTrFt99+SyQSYe3atbz11lusWLGCgoICRfDSSUm3gIVg4vE4XV1dXLx4iWAwyNq1a1m0aBFer1dNKDPNJy9uGV22IRAIsHLlShobG6mvr5+U5KdzwpLvRSYVyEw6hmHQ1dXFhQsXCAQCLFmyhPnz5wNk9Z41g66zAzPr7n9lsEzy28R0Q1QMxW1is9kwDIMHDx5w5MgRjh07RigUUiJjixYtUoqT4v/VC54E4jYYHBwcU5m8TV1dHevXr6eiogIYz54Rv/NMsjp1d4fFYsHn87Fw4UKsViuBQGDSsU63do1+XfRrHo/HCQaDOJ1ONdnq+fIz6VqaeDrmEMnnVg7qv7WEee29aCxGIpHEbrfhzikYMTF1SHqjw+EgkUhw+/ZtvvrqK86fP084HGbXrl3s2LGDxsZGfD6f+pzuqpEUQ4EEb+/fv8+pU6cIBoNs27aNZcuWqX1IHEAmiJlUnakXExmGQTAY5MaNG4yOjtLS0oLf75/wGd29Mh0kq0sNS/pkOp1WUgaiiCnXWshdL1ibSbEOE/kxp0jearFhtzlJJtKQtgJWSGcIPk129kUikSSRSKq/o8RMon8BiC/dZrMRCoW4fv06//AP/8Dp06epq6vjn/yTf8K2bdsoKytT1ZVCImLFC7lJuz4hpGg0ypkzZ7h+/TqrVq1i9erVlJSUqPf19n4zieDlHOVcHA4HhmFw8uRJ7t+/j9PppK6uTuX3y7YiaDZdfnq5tuIW0icdyJC4VMSK+ysej+NyubK0hUzMbMyxb8k6yc9E2O02LPGXG/h6UyBLeZ2QhDxSqRShUAiHw8GVK1f4X//rf3Hz5k1WrlzJ7t27aW5uprCw8JkpjmJJRqNRRTpnzpyhvb2doqIili5dSk1NDW63e0Ih0Uz7DnWdeHFFSYbLqx6vHh+QCTEej2dp64h+jcPhwO12q+84Go3i8Xhe2VhNvBjmFMkbiSQerw+7w0ksbhAKRwj4fXm3jcZiyk2QrzjFRAZybXKtulyi/93vfsdvf/tbHj58yLJly3jvvfdYv369yqB5GrHpOdliWabTaU6ePMnjx4/ZunUr69ato6ysTEkk5GImZtjARD2a3MrSlw09LVJIXYLdLpdLWe25107SLE3MfLzxJJ9Op4nF4ySTKaxWC4mEkf1eLI7LNXEpL754AJPjJ4euN6MTu+Sv9/X1ceLECf72b/+W+/fv873vfY8f/vCHVFdXqwIn3XUxGREL8fn9flKpFO3t7Vy6dImqqio2bdpEfX29ausn8rmCmVQIBdmFT+KbFx+4njf/KpArTaAXl0UiEZX2quft6/UKJmY+3iiST6ZS2HJK3cOR6DjxWK0Y8TgJI45V8q3zMLgx1izBpfy4cdMvPwl09UfpXep2u4lGozx8+JBjx47x2Wef4fV62bt3L3v37qWpqQmHw5FFHvD0Qh/dPdDd3c0XX3xBT08P/+gf/SMWLlyoKlvz6cXPJDLK1YfPfV1kfV8VcslbbwxSXFysJA3EutfF5IAZFeswkR+zmuRD4YgicKvVQiqVxu12KaKPx42xoJ8Vj9ud9VndFxmORPF6xt+322zEMUgmU8qaN5EfOlFJpkUoFOLWrVvs27ePEydO4HQ62bNnD++++y6VlZUTuhBNxZWSTqdVQLC9vZ1z585RWVnJ2rVrVbBVl+jNjQ3MROjZMrl++VcB0ayH8fx4CVLX19eza9cuAoEA9fX1amUmVcrihjMx8zErSV5cMJAJkGYyD8b1uYXQU+kUNpuVZDKFoanrAVitFux2G6lUGqs1mwRiY8p7JsE/G7r8rcViob+/n+vXr3P27FmuXLmCz+fjo48+YsWKFcybN09ldOjVkro1+bTj2Gw2Ojo6OHHiJOl0mm3btlFXV4fL5cqaLHTL/VU2BJkK9PHpYl8y6emFSS8TetWqLjEhPz6fj5qaGgKBgBKG09NZTXfN7MGsI3ndBWO1WrPcJ7FYHCORIBSO4PN6JljvuUgmUyqFTWAkEln+eBNPhzz8iUSC4eFhLl++zP79+7l//z51dXVs3bqVLVu24HK5lKU6WWPqychYmksDXLp0iXPn2qitrWXTpk0qm0b2pf/W9zmTLPpckpd70OPxUFBQ8EoCmjKpyOpIlx1OpVL09/dz/vx5fD4fVquV+vp6lZKqu3RMzHzMOJIPhsJjPlWr5hMniwisVgvJZBp7Tlm10+nIG0TNh2Qyk0Xgdo27dzJFOxmlPX3ycLtcRMkURgUTYYA5VSCVa3nnNo+w2WxKg+bQoUM8fPiQ+fPns2vXLiX3m09DRidjkRyWDA8hHdG+Aejq6uL48eOEQiE2bNhAfX09Ho9HqSM+z8rgdcMwDOX2kIyh1tZWhoeHmT9/vsog0ieC6a7clcKn3O8knU7T39/P5cuXCQQCLFq0iPr6emCi/r+JmY8ZQfJSdJS58a1j1mGaUDgCZBNqMpUay5Sx4nRmWxIWi2VC8DX3/cxvK4k8aXYWiwXr2D4SiSTRWGzCNpll6uttBP2qIdYbMEGB0GKx8OjRI44dO6YaUTc3L2PHjowGTVFR0YRAaL7951NdlONYLBYikQgnTpzgzp07LF26lNWrV+PxeFRxUL4MmqkGdV818k1IbrebxsZGDMNQqaC5n4HpnbhyXUe6IRWPx1V9g76dfOeyejMLomY+Zsw3JH5wv8+rXhNZgVRq/MZOjk0IYsU/K/j6LOROFJJtE43Fslw2qZQQm2XOWPAw0XLTUx6j0SiPHj3i8OHDHDlyhHg8TmtrKzt27GDx4sUEAoEpkWsymZzQg1UmFsnmuH37Nvv378fpdLJjxw7q6urUOPSWfrMFuRr7wWCQO3fuMDo6yrJlywgEAhOsbJhektev2WQNzXWRtNyJVFxvJmY2puUbioz5S5/lA58MQvC5rpZMRD+Jft+l0mPZAFZLVvaMWP92m41IJJPKp2fMCOx2B/Yx36Izj09RJ3adzKOxmMqXj8bmRiqlrm0ibhTIkMPQ0BB3797l22+/VY06Nm/ezK5du2hsbFQ6NZIL/6zj5FrdYtGnUim6u7s5ceIEDx8+ZP369bS2tioRL33bmWStTwbR8ZFgsZz7yMgIbW1tPH78GK/XS11dXZaL7GWNRQ+oCvTrKPeATLh64NUk+NmBafmWJLPlRSE3lSP3pkmDy+kkbhhZQmHhVJRYLK5857lB0oQmbJX74DvG/Px2u22CFQ9MSt66X36uBGV1i1r+t1jGlR+PHTvGuXPnKCsr46233mLr1q3U1taqvHndGn8acl0GQto2m43R0VEuXbrEqVOnqKqqYvfu3VRVVWEYhiqx1xuIzAboFbniyrLb7YyOjjI4OEg4HFZiYTqmO8Yg+fr5jqNn0ugpk1LIJT8mZj6+M8mLe0N3s0h2y1SQTqfzWtzyoBuJBE6HIy+xTpbmKESRSCazJo5UKrPPhGFgeUF5Yf0833RIBkY8HleSwb29vZw6dYpTp05x584dGhoa2LJlC1u2bKG6ulqRg8vlUqTwLJLXm4nIBCEWbnd3N2fOnKG3t5fvf//7rF27FpfLRTicCYA/q1J2psFiseDWVryxWCwrBVRWTbLtZK6S6UJuxbFMzCJOJt+D3hFKPjdbrvlcxzNJPhKNkkym8PsmSp9CJi9dh+SjR6LRKblv8t0o4ouX98Wdk2t522yTk4fVaiUWi09cHQAwnhsfjkTVGGw261PdMHPBRaNDD7DabDYGBwc5evQoX331FaFQiKamJnbv3s3ChQspLCzMIgCpPJW0u2dB78MqZDI4OMjVq1e5e/cuDQ0NrFmzhuLiYoCs7JN82iozHXpLRLlehmGo1og6qetEP53IN3HIBCvEH4/HMQwjy203E9NSTUyO7+TwMxKJCa4ah92Ow27HZrURDIWJx41JPv102O02bDarusHjhqFWDXJfJZOpvBkwXo97ArEYiYT6vM3uIG4kCEeiSpAp8zNzU+5eB3Sy7u7u5ptvvlFyAosXL2bv3r2q4lRSHcVqj0ajirCmchzx8wpxJBIJ7t27x7lz50gkEmzbto2mpia1P2lmMdsg1zQSySQMiMvJ6XTidrtxu91ZZKoHZ2G8LmG6xqL/Lf/b7XZ8Ph/FxcUUFhYqWYOXvaow8XKQZebG40ZePzVk8tdzXRUOux3DSJD7fcs+EskkccPAZrdNOdsF8lvMkWiUSCSKw27H43ZnWfu5EAVJ3dKXyUa3FFOpFAUB/zOLceYC8gXehFB6eno4dOgQf//3f8/Q0BDbtm3j3XffZfny5UqlULJgJONCLPipWHt6zr34oiORCLdv3+bWrVuUlJSwbt06KioqVNASUBPDZJkhMxHiAkuM6SPJxJhIJDAMQ9UEQH4f/HT65fXrpge/rVYrhYWFNDc3U1xcTHl5eZaWv4whV9zMxMyEPRgKq3/y+Zs9bveYyyZD9LoOTDye0brI9zl9v7FY/DunHqolImPWhs2u0itzJ6dMRk728fTimmgkjMNuI+D3vdFLz2edk+5e0XPS5cGNRqN0dHTw29/+lm+//RaHw8Hv//7v8+GHH6rgpz5p6r7357X6ZHtpTPHw4UNOnTrF8PAwf/AHf8CCBQuyAoVCljDzpAumArnGsVgMr9eL2+3O6sIkLhIJcOrnN10ZNxILEfXLVCpFJBLB5XLR0NBAdXU1Pp8Pp9OpNOblmkv84NVhtuvkvL4UX/vzBBL9Pi+RaJRQOILb7SJuGCrtUSd12VZgJBIYRuKpK4VnIT3mSrFZMw+HNPVIpVLERX1wLE9ecuZzx+Ow24iEQ1BS/EJjeFOhd2KCjHBVKBTiwYMHfPbZ33P+/DkCgQAfffQR77//PmVlZcrVMB0Qi1Z8+L29vVy8eJGBgQFaWlpobGzM0kuZbYSeC10SQNr8GYaB0+lUpO5wOCbNOpqu89dJW/6XY3Z3d9Pe3o7b7aa5uZnq6mpcLldWl6o30TB6E/HUwGsoHJkQ3BQrXkg9FosTi8WfmnUifvrvgmRKdGbG9+PzejJWuzVToZdMpiYUVJmYCH25LQ+1+M8dDgfBYHBMg+YAR48eYenSpezYsYNt27ZRUVGh3AvT9ZDr5fuGYXD37l3OnTtHMplkw4YNNDQ0KL2bXCt2utMKXwX01Y2QpcfjobW1lcWLF6s6A3FF5frOp7spuV7/IJ2qnjx5wrFjx/D7/ZSXl1NTU5NVpavHT0zMbDyVedPpNFaLdayvdTrLL+/3eRXRT+WLfpYVn06nicUNnI781YuTEbekUL5oIdZcgx5gk//FojMMg8ePH3Px4kUOHTrE9evXaWlp4cMPP2TLli1qAvD5fNhsNiKRiGp28V0gujUWi4X79+9z9uxZuru7WbRokar+nMzto/uIZxt0XXafz0dzczOJRIKSkpKnur6mi1jFPafXlEi/2VAoRF9fn5pQdHEyicGYmB146tPpcjmJxeJ4PG6S8Wyp3nyB2Nz31UHsdtzPEA7L+NDNBgTTicnIQCfFeDyufLI9PT0cOHCAw4cPMzg4yPLly/n93/99qqqq1Oe8Xq8i5OmUxbVYLIRCIS5cuMDZs2fx+/2sX7+eqqqqNyqbQ7KQ5No5nU7VV7W7u5uenh6WLFlCUVFR3s9PtwVvt9uV9S77FxKXyV9fVehdrUzMDjyV5OWLz5cZ86xg62TbmHh90K14sd4k4Hb9+nX27dvHsWPHSCQSbNy4kbfffptly5YpC04v1IHpqzCVwOLjx4+5cOECAwMDvPVWRuAsEAg88/OzaQIQa1n+lu9haGiIixcv0tHRgdfrpbGx8aXlx+tjkd96Vaue0irpxWLpvwkxkbmGLJLPtr6locbTLYdnZeeYmFnQiV5S9h48eMC+ffs4fvw4NpuNt956i127dtHQ0KCsOHnwRSJ3Oi3KdDqt9MsfPXpEY2Mja9eupby8PEtlUrYVzFay0cctK6lUKkVXVxc9PT1EIpGsCmAd0+kHz6dAKaSu/y+Vr7NRCM5ETgolTE7UkkqZz02Tr72eiZmHXN91IpHg6tWr7N+/n0uXLuH3+9m6dStvvfUWtbW1WVabuEz0Ip3pIpx4PM6jR4+4ePEisViM7du309zcnNXCT0/3lPHMZhiGkSXj63a7Vc587vXV/5dU4OmAXpeQ28gFmNBYPDfVdrZ/B3MFz5VCOdshJKUvP+UBepNuWJ0gxPKW8xb/68jICBcuXODw4cPcvn2befPmsXnzZlpbW6mpqVE51LmW22T6488aC4ynCUJmgpGc96GhIdra2nj48CGLFy9mw4YNlJSUABlLUnLJRYhMyFG3MuV1OT8Z+0xsU6dXseZOpLrwVz5pg+kehxwjN6CqNxWXZ0QmBBmfTFQmZjbmnFaobh0KXkdB1PM/tNnbP03XREhET7WLxWKK5Pv7+zl16hT79++nv7+fxsZGNm3axMqVK1V1IzChCCff8acCXQtFf81msxGNRrl9+zZXr17F4XDQ0tKS1WpOIHn0EqAdGBjIch3ZbDYVzJRWevo1mkna5zp557pJ4vG4ItPce+Rl3JuykpBjyuTjcrnw+XxKZkH//vTJwcTMx3e+6yWVcqqCZK8Tr6J35lQwHVZZ7j5yJy15KHUp2WQyyf379zlz5gz79+9nYGCAZcuW89ZbGfdIUVFRVhHOdGmkyJiEZIXgU6kUvb29nD9/nr6+Ppqamli4cKHK4BGic7lcavUxODhIX18fT548IZ1O4/P5ABGkixGNRmlsbGT58uV4PJ5Zk88t10cmJH21Od158foxxRqX+0RWQNXV1axfvx6Px0NhYaFaZej32UyZNE08Hc/1LT3NLz8bIC6A143pyO3OJS4hZD0DQh5iIdWuri6++OIL2traSCaTbNq0ic2bN7N48WIKCgqyRMKmi1j0AibxAUvFZzAY5ObNm9y4cQO3282KFSuor6/PCrZKsdCTJ084f/48nZ2dBAIBvF4vxcXFeDwekskkfX19XL16lc7OTkX0TqdTkeRMTfuTay3ZSxLcnCzQPN1um0QiodxfetyluLiY1atX43K5KCwsVPeX3ux7pk+cJjKwhsKRvEqOz4tkMqU6RD0L+/bt44//+I/VTfX973+f//k//yehUGjSz7S3t/OXf/mXWZ/5+c9//tTP5GKmkDxkF7a86I/sJ3d/MO6iSCaThEIhOjo62LdvH99++y2jo6O89dZbfPDBB6xatYrCwkI1Lqk6FffIdJ2rQPRuINOY+8yZMwwNDbFkyRKWL19OQUFBVs52KpXiwYMHfPPNNxw7doze3l7q6+vZunUr27dvZ9OmTWzdupW1a9dSW1uLy+XCbrcrgpfrMJOgT9CyojEMQ41bAp76JPuyCFWPsQiRp9NpwuEwXV1ddHd3E41GswK/usyCiZkPu9vtIhKJEre8uK4MTD3D5uc//zkff/wxAD/60Y8oKirik08+4fPPP+dHP/oRf/3Xf62W4IJ9+/axZ88eAPbu3UtTUxPHjh3j448/5he/+AVffvkl5eXlUxjjd7fmpuPGfhnkmc8nLxWVd+/e5csvv6S9vZ3i4mK2bNnCe++9R2lpaZa/VaxekReeLuTmXtvtdmKxGB0dHbS3txMIBFizZg21tbXAuNa6YRh0dnZy+PBhDhw4QGNjI1u2bGHVqlUUFRVlyURXV1fT3NxMKBSiqqoKn8+nUhNnGvTgpah3ut1uFYsoKyvLymp5meOQhiV6J6pEIkFnZyf79+9XK6by8nIV1J6JwWwTk8MO45WtqXSKZDL1zK5ONpt1gsTBVLBv3z4+/vhjWltb+e///b/T0tICwJ//+Z/zk5/8hE8//ZQVK1bwk5/8RH2mt7eXP/uzPwPgV7/6FR999BEAoVCIf/Nv/g2ffPIJ/+E//Af+83/+z888fu7k8bowHT5iPa1O/tczThKJBMFgkFu3bvG73/2O06dPU1NTw4cffsimTZsoKytTZC6fE7eG2+3OKmH/rucqBOJyuZR//d69e1y8eJFIJMKqVatobGxUGTRybgMDA5w/f57jx48TjUZpbW1l69atuN1uNVYhm0QiQXFxMU1NTZSXl2dd35nml89NDbVYLEpOORaLTRi/jumefPX4i8UyLmsQDAbp7e2loKBABe1l23wZViZmLqw2qzWj0e5xK332YChMMBQmHImqoKrA43bjcbtfyCf/61//GoB//a//tSJ4gPLycv70T/8UQFn5gs8++4y2tjb+4i/+QhE8ZAj7P/7H/0hrayuffPIJ9+7de+7xvAhyl60v+pPdrOT5f2QfiURC+a1lfIZhMDAwwJkzZ/jss884d+4cCxcu5KOPPmL79u1UVFQAqGwUfX/i2pBMj+mAHEMwNDTE6dOnuXr1KvX19axZs0b5fSVTJhaL8eDBA86cOcOTJ0/YsGED69atw+fzEYlEiMfjWdfDZrNRW1vLypUrmTdv3gQi1XXaXzdkTPK96ePTu0Pp274s6LEcXQTOZrPh9Xrx+/0qRiKrMf0eNjHzodZcNqsVv8+Lz+vB7/Pi93nVzTXdWTMLFy6c8NrGjRvzbvub3/wGyLhpcuHz+fjDP/xDAL7++utnHlfvC6o/OJM9SLnb5INOJFPFswhcsiue9l7uRKEvtUdHR+no6OCLL77g5s2bNDQ08MMf/pDt27er1YyuZ67rlsvEkS+bIvda6GN42vnrsYJkMklnZycXLlygr6+P5cuX09zcrDo9iXUejUZ5+PAhHR0dWK1W1q5dS01NjTqudFQSchQ9mLKyMrxeb5Yf3uFwzKh8biFH8bun02l6e3s5duwYv/zlL7l+/XrWBJAv3Xc6kG+VpsdkgsEgQ0NDxOPxrPz93Hx5EzMbT82umWoz7qlCAnxHjhyZQOqnTp0CoLW1Nev1zz//HIAFCxbk3efixYsBuHr16jOPLzdnLBYjFotlEYQsVeWBstlsWQU7oVAIj8ejrBnJ/NCJV/TAdYtH776TW7movwbjTazloZIqyEzmhU0FxMSdIuPXxaO6u7vZt28fv/3tb+ns7OSDDz7ggw8+YMWKFRiGQSwWw+FwEI1Gs/p4yrnCuA/dYrGo7WU5L+fqcDhU0DudTuN0OrOyNHTyj0aj+P1+DMOgt7eXQ4cOceXKFRYtWsTWrVuprq7OWlFYrVZ6enq4ePEivb29tLS00NzcrAjO6/Wqv8Xvrvuwc4vcZppbQS/Ik1z/dDrN48eP6e3tJRwOE4/HVSMRneSnO51SvnOZBGNjXdUcDgeBQIBAIJA1QerFU2au/OzAK010/Zf/8l/yxRdf8PHHH7N48WJ2796Nz+fj1KlT/N//9/8NwF/+5V+q7dvb29XfkwVWhfxv3779zOP39fWRTCYZHBykvb2dSCSSdaPKMrm2tpb6+nqGh4d5/PgxkUiEYDCY1aVH8ovnzZtHTU0NkUiE9vZ2+vv7VVBQHsZQKEQikaCiooK6ujpsNhtPnjyhp6cny+8t+7darfj9fhobG1WAMhwOqmBkMpnE5/MRi8WwWq2UlZURCAQYGhrizJkzfP311zx69IgdO3ZQWVlJT08Px48fZ2RkBK/Xy7JlyyguLubx48cMDAwQiUSyJiOZhBwOh9ISv3v3Lnfv3lWqhdL2z+PxEA6HCQaDVFdXU11dTX9/P48ePVIFNeI+SqfTBINBfvWrX1FYWMi2bdsoLS1VLgKZqGKxGCMjI4yMjOB2u1WXIr0rkUCumUw+si/d15yb/ve6IVlPTqdTVQBnJqls8n6VhXlyHzqdTmWcBINBACKRCOFwOEs508TswSsl+YaGBv7u7/6Of/tv/y0/+MEPst5rbW3l5MmTk7ptngWx+J8GWXrev3+fX/3qV1gsFqLRqPI5xuNxSkpK2LlzJxs3buTWrVt89dVX9Pf3A+MWmGRE+P1+Vq1axdq1a4nFYhw5coSLFy8qS9nhcOByuYhGozidTjZv3sz3vvc9Ojs7OXnyJFevXlWWsmTCCHHW1dXxzjvvYLfb+fbbb7l48bzan1jwoVAIh8PBokWLmDdvHn19fbS1tfHgwQNsNhuHDh3i8uXLWYUuCxYs4P3332fJkiX85je/4cqVKwwPD6sJQ1+BlJWV8eGHHxKPxzl8+DBffPEFNpuNeDxOJBLB4/EoLfiioiJ27drFpk2buHbtGl9//TUDAwNqvyJp4PV6uXHjBn/6p3/Ktm3bsiR1deXDSCRCf3+/Wrno8gVCMiJ5oEse52YZzUTkqx7NEH9CrTZfZfaKZNfok6NISBQUFFBSUkIgEJiQjmrKDs8OvFKSD4VC/Lf/9t/49NNPAfjxj38MwLFjx2hra+N//a//RWVlJQ0NDS/l+KL45/P5KC0txev1kkqlVBu7RCKB3++nrKyMwsJCSkpKKCsrw+fzqawQvZG0y+WitLQUn8+Hx+Ohvr6eeDyO1WolHA4rqycSiWC1WikpKcHr9VJQUEBpaSn19fXKYpZqTQCPx0NVVRXFxcW43W5qa2sZGhrA4XDgdDqJRqNqzH19fXR0dHD9+nWsViter5etW7dSVlam+nXqbqmamhoKCgqAzOqooaGB0dFRFWTV3UcFBQVKT7y0tJSmpiacTieGYRCJRHA6nYyOjuJyuSgrK6OsrAybzUZBQQGNjQsoKSkhFAop+YKLFy/S399PeXk5y5cvx+/3q3x2HfpkY7Vacblcyh0mY5TtdBdbbo2AfH6mEZHEO2A8q0V83JInP5krZDqte117RiZKuW5i0QeDQbXSk3HqAXITMx+vlOT/9E//lE8//ZQf/ehH/PznP1cumFAoxP/3//1/fPzxxxw7doxDhw69lHTHRCKB3W5nwYIF7N27l+bm5ixVRchY63a7ndraWiorK6mtrVU6KMFgMOsBSKfTBAIBiouLSSaT1NbWEgqFsvzEQoqGYeDz+SgvL6eiooKqqiq1ipAAovg5bTYbfr9fWbl+v5/t27eqySUYDOJ2u4lGoxw/fpxvvvmGcDhMa2srW7ZsoaGhQXVvkn2LBe5wOKisrMRisfD+++8TjUZVVaweL5B8dpfLRWVlJYFAgBUrVmRVkOr6OC6Xi4KCApxOJ6WlparxtsWS0Zo5c+YMIyMjlJSU8N5777FixYosIofxWACA2+2mpKSEoaGhLMIGGB0dVasacdUEg0E1jldRRPRdIEQp957uYhKJgVfl784VJtPvkXXr1uH1egkEAlnuPFlRmbnyswOvjORPnTrFp59+Smtr64SCJ5/Px09+8hMePnzIJ598wv/4H/+DP/mTP1FNjqeCfNk3uZCb2ev1Ultby6JFi9RSFVABRrGAnU4nCxcuzFJOhPEAqQQg7XZ7VrcfyG6rJw+GTCbitsj1ReuCYPoSur6+nmTSUD7pRCLB/fv3uXz5Mjdv3sTj8bBmzRp27drF8uXLVaMNIUdZoQiJOp3OrBWJjEM+IxOUjM1qtVJaWkpZWZnKvPB4PMolJYQlVqHP56O4uFi5Hi5fvszly5exWCysWrWKpUuX4vV6lRWuuwrkGhUWFlJZWUlHRwc3b96ku7ub+fPnT6gElabjAwOZlU5xcTFer1e5qPQg8EzRWtEDwXo8KBqNEgqF8qp/vgyIMaIHqEXIrbi4mLfeeotAIEBVVZUaj7g25XOmNT/z8cru+o6ODgC2bt06qZW+e/duPvnkE5Upo7ttQqFQ3s/duXMHgKampmeOQUreBbLk1Nud5T6AVquVeDxOOp0p5snN2JDPiWtGbnohL3Hf5Ers6ktycZUI0YlFL5Zd5gFLKSLo7+/n5MmTnD59mpGRETZu3MiuXbtoamrC4XCoCUfvy6mLg8nko2f5yASjZwcJQUajUSwWCx6PR10XiR3oxUh6qp0U1Tx+/Jjjx49z//59JWF85MgRioqKWL16dVb2iG7BFhcXs3jxYq5du8aDBw84d+4cqVSKuro6dU1isRjDw8OMjIwQjUbz9oLNLRqbCdDHp+epO51OPB5PVpbSyxx3bhaSfh/E43F6enrUqrGoqEh9r7oUsomZj5lh2owhH4n/6Ec/4tNPP6W9vT1vUPbmzZsALFu27Jn7l+wZndT1akjd1ytZLEIoeoEKjAdhIb8ipP7A6JOGkLtY2foko1cU6qmI+oTy8OFD9u3bx/nz53E6nWzbto1t27bR0NCgJhJ9nzrBiUaKbCeWur781v3aAt3vrVvcQga5AleQIf3e3l4OHz7MoUOHaGxs5K233uLu3bv87ne/Y9u2bWp/+rHFdVRQUEBLS4tqLH7gwAFGR0dpaWmhsLAQq9VKKBRieHiYeDxOVVWV8vFD9opE94HPBOgpiLIKKiwspK6uDp/PR0lJySshUJnM9XtMJv+uri4OHTqk3Ibl5eVZq72ZmJpqIj9eGclLAdSxY8cmtcqlIlYn7C1btvDpp5/y+eefTyD5UCjEL37xCwDee++9vMfNLWhSfWuf0sIu17qEiWqKkO2TzCVzIZZccsn3UOjb6EtgWRbb7XbicYP29nb2799PW1sblZWVrF69ms2bN7NgwQIVJ8jn39at2clWK5NdL4vFMoHkZVUg5yjuFn210NfXx8mTJzl27Bgul4sPPviA+fPn093dTTweV64tfTWkj8dqtVJVVcVbb71FdXU1V65cobOzk6GhIfx+P36/H7fbjd/vV9oqhYWFWVWb+sQzE8lId9f5fD7Wrl2rJqxX5e+Wewyy01FDoRBPnjyhsLBQJRHoqz8Zv4mZj1dG8hs3blRW+Z/+6Z9mBV4hI1z2ySef0Nrayg9/+EP1+g9/+EP+63/9r/z0pz9l3bp1E7Rr2tra+PGPfzyljJx8mhu5N6xOCDr55rMEc90CU4UUX+UGsvQx6dZnJBLhwoVzfPbZZ9y7d4+amhrVZFuUF5913rqllnsOTxt7ru9YH5cea9DdXaFQiKtXr3L06FGCwSC7d+9m06ZNDA8Pq9S8XFdE7qQqWU+NjY1UVlayaNEienp6GB4exuFw4Pf7KSwspLS0lNLSUgKBwARX3EyGbgjoUgbxeDxLIO5luppyV7D667rLUF4T6IaESfQzH6/UXfPv/t2/o7+/n08//VRl2RQVFakUytbWVv7qr/4qi/zLy8v5q7/6K/bs2cMPfvCDLBVK+cyf//mf5z3eTPLD5kK34nSiFMtKHp7h4WEuXrzIr37191y5coXm5ma+973v0dLSQllZWZaYmO4i0nOxv8sYpwIJhiaTScLhMB0dHZw8eZLe3l6WL1/Onj17KCoqUhIKuutrMv+0+KhFQ6WyspJQKEQsFsuS4pW0w5nkjpkK9PO22WwMDAxw8eJFHj58yI4dO6iqqnqpx5eYUe61k0kl974EsoKteiqliZmNV14M9b//9//mH/7hH/jd736n8uX37t3Lz372M/74j/84b2Xr7t27uXz5Mr/85S/56U9/mvWZf/Wv/tWMUZecKnIrN/WHSBCPx+nv7+fChQt8+eWX3Lp1g7Vr16r0w8LCQuULl/TLXHnaV2FlSS9Y8fffv3+fI0eO0NHRQUNDA++88w5NTU2k02m1rcViUemPuS4v3a2kxynS6TRerzcrMKlPiLPJP5ybzSLprffvP+D27Q5Wrlw5QXTuZUMyemS1p7sMYZzgheRz3XwmZi5eeeDV5/PxR3/0R/zRH/0Rf/M3fzPlz7W0tNDS0sK///f//iWO7tVAfNhA1sOuVz8+efKEEydOcOzYMTo7O2ltbeWf/bN/RnNzcxaxyT701MJc98/LhIw9lUrR3d3N2bNnuXDhAh6Ph+3bt7N27VqVoaS7eYSgdXLRA8X5gtn6jx4XmS3kLpBgK5CVPhqPx9T56SQP0y/rK7EWQb4OUbKdLl43k1fHJvJjRmXXzBVI4FHylKVkP51OE4lEePLkCcePH+fkyZNEIhF27NjB7t1v09zcrNwiurWlW7v6g/gqLC0pMOvt7eXs2bO0tbVhtVpZvXo1LS0t+Hy+rPGIGyYWiyni11ve6USWm82UL4idS/ozHbqbI5dI0+l0VhOXfD7z6TxX3e+vGwiJREIJ+OmaQFITIZ8Rd4+JmY1XQvKv4yGcyRaHrlYpgUiHw8HIyAg3b97k0KFDnDlzhoKCArZv3877779PY+N89fDpRKAjXyrky4YECzs6Ojh69Ci9vb1s3LiRbdu2UV1dPaEEvqysjAULFiipYCEOvRgsn8tJiCaX8HQ/8Wwhehi35nXXnQRgc2MTgum+p/X9iatPFEn16mFRbfV4PFkTremumR14JSQ/mx6+VwFJRdMzGEZGRmhvb+fAgQOqTd/bb7/Nli1bsnTUhTDzuTReR7pgKpXi/v37nDhxgq6uLhYvXsyWLVtYsGCBarKtZ/asWrUKv9/P/PnzlVxELnQ3lFjrsmLIdVPNxoCrtD/UJyaZmPXrJdvL75dhuOSuKqQ2pKqqSq3ECgoK8k7EM6WC2MTT8Uq+pZlYAv06Lf10Op2VJTI8PMzZs2f58ssvuXr1KtXV1fzhH/4hK1eupKSkZIwQMm4O3crLZ0nlWrcv8xwgI5D29ddfc+jQIebPn8/u3btpbm5WomJ6U26Px0NzczNlZWWq+lX01HPHmkv04i8GsmodZqsBIWQuJCuWswSkc/3iLwNyDFlV6G61yspKtm7dSiAQoL6+XjVimU2uMRMZvBKSfx3Lunw3ou531BtUCKbjBtYzJvRmIjAuaSBa4haLhd7eXo4fP86vf/1r7t27x8aNG/mDP/gDVq1apfaZkRNI5bXw8p33dD2E4p+V8cvxDcMgHA6TSCQ4cOAA+/fvx2q1qkCrz+fLWvLLfgzD4He/+x3ffvstf/Inf8KiRYuyyPtp56D//yZYkG63O6u+IKOQmn0t9OB0rmbPy4ae2aM/KzIp6KmUT4M5Ibx+zP6nZYZBlrF6Gz0Yn1gkcJpKpXj06BGHDh3ixIkTxONxdu/ezc6dO/O2R3wdEJ+5SNJaLBZGRkaUcNyZM2c4efIkRUVFtLa2smLFCjUhSAWu3nFqYGBACY719PQol85cIwI9v1yujdPppLCwgJqaGlW5K3UUL2vFIi6/3EpuadF46NAhPB4P27Zto6mpCZ/PN6GAz8TMh0nyLwFi3UglqujgCME7HA6uX7/Ot99+y6lTp0gmk2zcuJH33nuPRYsWzThLVZ+Y5EG/ffs2+/bt4/Hjx2zcuJE9e/awaNEipbkvRVp6hoikUupVr3MRumtKtH9KS0tZs2YNNpuN+fPnZxGvvrKZbneJHt+RGEc8Hqerq4urV69SWFjImjVrJuTO6ysMEzMb5jc0zdC1QCQDxjAMlakQDoe5f/8+X3zxBWfOnKGwsJDNmzezefNmGhoalBjaTGg8LasRu91ONBpV2SAiMnbnzh2am5vZtGkT1dXVeVMcLRaLij+43W5cLleWFvxkPvm5AHHtidXudrvxeDxZaYkvK+Aq+xYYhqFiRGLdyyrC4/EoBVY9y2kmZ7CZGIdJ8tMMeQBEe14vDR8ZGeHq1asqwFpWVsa7777Lpk2bVF/YmWYdyQPvcrmwWCwMDw/zu9/9jnPnzlFRUcFbb73F8uXL8Xq9SlZZKltl1aIH+KRfqJ46Olchlb9Wq5XBwUEuX77M0NAQW7duZeXKlQBZVvZ0I7evr4xJes/q9QvibkylUorwzRTK2YGZwyZvKKR0v7u7m9OnT7N//37u3btHfX09e/bsYcOGDZSVlalgljxYM8FKkviCFG8lk0m++eYbvv32W1wuF5s2bWLJkiUUFRWpxinyOX0fenGPrA7meqaGLt0AEA6HefToEffu3WPhwoVZ+fIv417ILWbSJTF0+Wm9olmXoRDin6vf32yCSfLTDHkg5YEQiQKpYL1//z7Lly9nx44drFq1itLSUmCcUIGsYOXrhFjgIj177do19u/fTzQaZcuWLaxfv57S0lKVApivUCa3HsDtdqtCqNlWrTqd0IPwuhaM7vd+2ddG37eu/imTMGTr/evZNDIRzIT71MTTYZL8S0QkEqGnp4cTJ07w5ZdfEovF2Lx5M9u3b2fJkiUUFhZmiT5BdubF60YqlSIWi2G1Wrl79y6ff/4FnZ2dtLS0sGHDBurq6lQqYK6vNpegdFVDQLlz5iJ0XRrdXTJZgZtgOi16XUohV1ZY3pNJSF916Zk1M+U+NfF0zCmSz7WKcsnoea2m3OwR/SGNx+PcuXOH48ePc+bMGRKJBBs2bOC9995j/vz5+Hy+vOQ4eVBr8of/RaH7YcWVoscQpPVfMBjk8OHDnDlzmoaGBt566y2V/pgvV1q/LnpwUYJ4CxcufK6S/TfJ0pfroefHiw88kUgol9ezyH86ICQuq7XcY0J2lzEZf647zsTMxpwieZg+cswtFtH3HQqFuHXrFgcPHuTMmTO4XC7effddtmzZQlVVlWriDZN3l5rKGKbjXHJXDrnnFYvFOHbsGAcPHsTlcrF161bWrFmjAsWTkXVuyl86ncbj8bB27Vrq6+uprq7O25DiZZ7rTIBeAAXjKZRS/RuPx7NkfXODotNJ9vIdS/Bb98UXFxezaNEiCgoK8Pl8KkagF2XNhLiRiWdjzpH8d0VuEYhuBafTaYLBIO3t7Rw+fJjz588TCATYs2cPu3btoqqqSllq3xXTQXq61abL/UpVbjAYVPnwQ0ND7N27l40bN1JWVqZy3p8lhib+esMwsFgs1NXVUVhYSHl5uWodOJvlCV4E+qSqu+lkZacHpuX66QQ/XZNergSGYRjEYjHcbjd1dXXs3LkTj8dDeXn5hCCrjG8mZYKZyA/zG3pO5JZ3A4qsBgYGaG9v56uvvuLJkydUVVXxzjvvsHnzZkpKSpScwVQw8SF+ORWP+t+S1ihW5YMHD/jqq6/o6elh3bp1vP/++9TX1yuSkXN5GuHo7olIJMKlS5d4+PAhO3fupLi4WFUFz6UAnk6Yencwp9OJ2+3OSl2EiX756ZwQ9XtAdxXKCs9ut+NwOFRP3txMKRMzHybJPyfEChNrS8ipp6eHtrY2jhw5wq1bt1ixYgV79uxhy5YtSj89V3b3dWOyeEIsFqOzs5MzZ87Q1tbG8uXL+fDDD1m0aBGpVGpCA5BnHSORSOByuYjH47S1tXH6dMa3X19fr/Lv5xJyVz/SEtHr9VJWVkYgEFBy0rmYzmuld94SV4wYL0+ePGHfvn14vV5VzSwTktzDphU/O2B+S88JPZgIqBLws2fPcujQIZ48ecK6devYvXs3ra2tOBwOotGo0miJx+NZmQxPO07OKy/tfOTH5XJlpXyePn2a8vJytm3bxtKlS5XV7Xa7AVS16tPOxWazKXmHjAVrJRQKEY/HgUwx1Fzz7erfrRSLFRUVsWrVKmKxGPX19VmyyvpknPv57wJxt8h9KcFxwzDo6+ujvb2doqIitmzZkjUB6CtZM8Nm5sMOU/2SZvvSbHpuRllqO51O4vE4d+/e5fDhw1y8eJFQKMTq1av5wQ9+QENDAy6XS1nwuj91piA3YyKdTjM0NER7ezsnTpxgYGCAjz76iNWrV+Pz+QiFQni9XvWQT9WXbrVaSSRSpNOWMaVFG35/AVarncyKfyoB5zfH2k+lJHU0jdWasbOcTje1tfVjhF+CxWIDrKTTKdJpSKflGqV5sWsx8flNJqUeI0UqlSCRSGGxOLBY0lit4HY78fu9eDwurFZIp5Ok06mxcaVJJIxX2BnKnExeFKYl/5wQ/3IsFuP69escPHiQy5cv43a72b59O5s3b2bx4sUAKqMEUAHXmdguTXyrkUiEa9eucezYMQYHB1m5chWbNm2iqqpKac/ok9RUrTg9DTAejzM6OqpIfS5q10jaaSKRUKvCwcFBrly5Qm9vL+vXr2fFihVq+5dlGOj6NLKiEl+7WO7RaJTR0VHC4bCSx4Zx+QMTMx9zmOSn+uBkW04Oh51IJMqlS5f4/PPPOX/+PCUlJWzatIm3336b+vo6tb3eTUf8lzOpFFxvCB6NRnnw4AEnT57k8uXLzJ8/n3fe2UN9fb1KsXO5XFnZQc+TGSONoouLi5V/3jAMVUyVgfyWa67/fnMgZCpEarVa1fW/du0aVVVVLFmyRMUrdFfNdAZe9QwpuT9FRVQXldMDwjI5zbVg+WzGnCL5jOGZIp1OkkolSaeTWCxWMs/MxIIeabAtfmfxXR49epjPPvuM27dvs2TJEj766CM2btyI1+slFosqH3TmeBb0pfL4a68Gut9UFCXl78x4rKoR95dffsmxY8dobGzkww8/ZMmSJcr/rhfHyP9TJXixDpPJJOFwGCDLx6v2I1+B/D3hN5P/nmWIRCJ4vV6VreX1ehkcHFQTZ66SKbxcV59+n0hgNRQKKWs/Nxb1tGpm2cdU8/pnitHzpmJOkfxUoGeZ6AqJoVBIVX4ePHiQzs5OWltbef/991m5cqUKrArBzwToqXCQv6OSxWKhu7ubI0eOcP78eQoLC9mwYQMtLS2UlJR85zGkUimVOZJMJonFYoTDYZWho1w+Ohekn/P3LIRMbHp+vFSfPk9R3HeBLiuhy2uIHHRxcTHFxcW43e6suJJY9LFYTKlo6qnFsm+ZsEyL//VijpH80x8esUiks1MoFMLj8WC1Wuns7OTUqVP8/d//PTabjU2bNrFjxw6WLVtGIBCYsdbIZJWTgNK3v3z5MqdOnSIej6u4Qnl5+bRVWMoYgsEgLpeLiooKNeFYrdZZTdYvgnQ6ndVQxul0YhiG8tHrRP+yA/X6ZAMoiYNEIsHIyAgWS6bdY25tiMViyTKCcon8WVlXJl4d5hTJP4uHxT8qD5rb7SYej3P//n0OHjzIoUOHMAyDLVu28P7736OxsQGLxaL8zSLmNJOseX3yEReNpMpZLBauX7/OkSNHGB4eZtWqVWzfvp26ujrlmvqueu/iuxW//4YNGwgEAqr7kZJGmI0+lxeEbqnrla0ib/CqCFK0a+RvvfF6IBCgpqYGr9er7md94pG/RXsHxhUsgRklmT3XMadIXiz5fForOsS6SqfTXL9+nd/85jdcv34dgL1797JmzRqqq6vUza/7q2ea9ZIbtBNyT6fTKh/+1q1b1NXVsWXLFubPn6+s7OksdrFYLBQUFLBy5Up8Ph9VVVVZ2R1zheN1wTY9+Gq321XT89y8+KcL1704hKTlvtVVKOfNm8d7772Hx+OhoqJigvSwWPT6PZIbR5AA7Ux7JuYa5hTJP8uSl4fJarUyNDTE+fPn+eqrr7h+/Trz589nw4YNbN68WWWIwLgFpH92JkGf0ORhNgyDgYEB9u3bx4ULF1QLwhUrVuD3+7OCodNBKkJQDoeD27dvc/HiRYqLi6mrq8tqVjEXIcVQou0TjUaVewRefl1FPkE5WVX4/X6lNCrbiMsmt8F4vsYi06XTZOK7YU6RPDw9ki/LzeHhYc6fP88XX3yh+pi+8847rFixgsLCQlVyrt/wM43cITvdTq9U7Orq4vz58xw9epR0Os3GjRtZs2YNJSUlWQ+7LtvwotBdYPF4nGPHjvHVV19RX19PZWWlqiOYK9DdV3KthQwrKioIBoP4/f4syz1XX2Y60yjFHSduI7HAe3t7OXnyJF6vl23btlFUVJR1v8v45B4RQTtxXXo8nizFShOvD3OM5McLOfI9JOl0msHBQY4dO8b+/fvp6uqitbWVvXv3snjxYpxOJw6HI6vDPWRrkcwkws8lbBEeu3fvHgcPHmRoaIgNGzawYcMGKisr1cObTyP+u44jkcgs9wcGBujq6gLGszTeJCnhqUDiOPpqqaioiNbWVpqamlRM5GVDUmr14KqI7XV3d3Pp0iWKiopYvXp1VkGb3O96Bg1AX18fjx49wmKxUFlZybx589SEZeL1YU6RvFiUeoaA/B+Px5Uo1+HDh3ny5Alr1qzhww8/ZPny5aqHaa4bI58W+0yAbomLuiRAR0cHx44d4969e6xcuZINGzZQU1OD0+mcoGM+HRLAMg6LJZOPb7fb8Xg8+P3+OR2Yy42TOJ1OysvL8Xg8qqGMvl3u56YLIi0sRC1EL7LDehcrGa9+z+u59U6nk3A4zI0bNwBoampi6dKlVFZWqqKq3NVJblFVPvdR5v9pPe05hTlF8omEofyNkrMt+jL37t3j8OHDnDhxAqfTycaNG9m5cydLly5VBKgrA+ZzY7yq/OapQuSDhUg6Ozv55ptvOHfuHGVlZWzcuJGmpiaVJjrZ6ua7jgHGMznEdytNKJ6lRz+deNa5vKpx6L1RZWIdGhqio6ODR48esWLFCsrKyrJkBnR/+IuNc+K52+12otEokHHb6AVysmLVJ5vc7BpAFW5ZLBYqKipobGzk7t27nD9/nvPnz9PU1ERLSwtLly6loaEBn883YfUm0hYTiX3mPEuzGXOK5KXYRP6WBtUPHz7kwIEDHD58GKvVyubNm9mxYwd1dXWqtFysm5lG5JNBxhyNRpWMwLFjxzh69Chut5utW7eyePFiiouLs5Qg9QdtOlxPkjmSTI6TlXSc0v31z0qWn9o1f7qu/Uyovswdg5BmOBzm0qVLdHR0UFZWxtKlSydsm2tRP+eRJ7yi57rn1lPI9yS5+zpyV6/yTHg8Hurr69m4cSMjIyMcOHCA69evc+XKFVavXs2aNWtobGykoqKCwsLCrLTNydoLmvjumFMk7/V6iUQiiuwNw+DatWscPXqUy5cv4/P52L59O+vXr2fhwoU4HI4JJdvT4154kX08/2eEpEV47ODBgyQSCTZu3Mj27duZN29eVo6zLMV1t9Z3feCENMR15PF4lNDZeHFN+pnL8Wc3qLAyHRPFq2iEIeetX2+Px8PIyAijo6MYhpElH5Dr1nqx72TiZ3Ibqwt0l6ZUrOrfo6y+ZGzy2XQ6jdfrZfny5cTjcYaHhzl+/DjXr1/n7t27HD9+nGXLltHa2kpLSwvl5eW4XC7lt9evSe4YTd5/ccwpkrdYrGOyt5nsgVAoxP79+7l16xYNDQ3s2bOHDRs24PV61TJULA3pkDN9JP9y71oZdyKR4Pr163z22Wc8fPiQzZs3s3PnTqqrq1X6nt7bU7fox0n4xZFb+CMBPnmgM3GOZ7lsnmXpT4+IzauKD+haPlKPocd8JBNJJsZcI0Ou3/Mh//b696xXv+ZW3urxq9y8fflO5fp5PB6WL19OIpEY03o6Sk9PD48ePeLOnTtcvHiRpUuXsnr1apqbm6mpqaG4uJhAIJDl1oOJDVZMPD/mFMmPjo7i8/kIBoOcPHmSoaEh+vr6WLx4MXv37mXDhg0TGhVLtgGgiju+Oyw8PyE9P9laLBaePHnC/v37uXz5MsuWLeO9995jwYIFSrpBD7LCeKAUpi4l/CwIMYmFKg/z+PupMV35FyVZC1PRG59JQV69dyuMpzDK6ktP09Wv1YunUObfXrfEZRyJREIFYEWVUm8Qo+vYyPgkS0fcO4WFhaxYsYL+/n5CoRAXLlygs7OT0dFRbt68yb1792hvb2fp0qU0NzezZMkSli9fTlFRkYqBTVfwf65jTpG8WI53797lwYMHeL1eVcpfU1PDwMCA0q6BcSldcduEw+FpuumeTfITj5FN8lMJIkYiEY4dO8bx48exWq2sXr2aoqIi+vv7cTqdWS6BXEsNxjMtvgskyOpwuAiHwxQWFrJ48WLsdjsjIyMkkwkgjdX2HSWF01ZmS2MJCeJLtpFhGHR3d5NIJDAMg5GREQYGBlQMSPdZi8U9HZa8TLyQ6XDm8XgwDINIJJKlW9Pd3c3jx4/xer1qDDImj8ej4isyLpmEkskkzc3NDA4O0tXVRU9PDxbLuFzIrVu3ePjwIe3t7TQ0NLBy5UpWrlzJokWLVEaOSfDfHXOK5H0+n0qVdDqd1NbWkkwmuXPnDh0dHcTjcQoKCgDUUtPhcOD1ekmlUgSDwWlaPr6I1Zn9kD5rDKlUiuHhYS5evMjNmzepqqri5s2bdHd3E4vF8Pl8Wct+3a2i50TrVt6LIhOU+//b+7Kutq6k7UfzPB4hCY1MBsJoEzvEjrPe9Jdeq3PbV/03+qf0b+mb5KLT3c6wEmLcECYPmEkg0IyEjqRzhIbvQq7N1kGAbMCBxLUWC4PFGfauXbv2U09Vte6XSqXQbDbx66+/Yn19Hc3mm41GDZxn5BsNgmw61Zl/48k3zx4TpUfc+R6Na/f2m81W9UZqjE2nnHw+j83NTWSzWfz4449IJBKwWCws+EmbLRnXt3/O0/pjNBrZRkJ9eCVJgkqlwsHBATKZDPR6PX7++We8fv0aBoOBwUl8EhS9U7PZZPATQVF6vR6JRBLASUysUqkwZ0qj0WB9fR17e3t48eIFFhYW8PHHH+PBgwcYHh6G2+1+Aytexej/MUXV7Fpbbn/7v7W1FfzjH//A/Pw8arU6arVjaDRaWK0WdmxteZ06xjqQJIktANok6vWLxuKiIb3YyJ/21Np/7gZKIbyUkl743qx0DTIixLTg67x3MvJvG4Am46pStU5AtHHSc7VqqtffePTsyXHKmKveBFabKkCl+P/mu8Bf1yN8DoXy9/SdSmJUq1WUy2UWiCZDSZ8xGo0MPuGberzbRtSp/V+dQZLNZhM6nQ6VSgUWiwWyLLPiY+TxU+yA3kOv10MURTgcDoajU1vMUqnE4J1qtcq++FwMigXRvem6giDg/v37+Mtf/oLPPvsMXq8Xt+WUdhPl1hl5MlzASaU7PnBISsgzAVoGUY2NjdfY3NxCPB5HpVJpw9+VJVfPkm48+evxBk97Yvwi5QOoBAPwOC//7PT81BTl3LsqcHveo6zVagw/JRyXnw/qiNUaj7MXaaswV72NYtkyKBo0mypUqxJavVAbb67Df79KA38xlfMi0Wi0qNfbS12QcVSpVAzaOE/4ExZh8/zYSJLU1sylE/PmopMgCeUtnGzGpytN8u+hPO1Uq1UIgsA2LKIcS5LETim7u3v45Zc5dlqmIDPpDJ0mjEYjvF4vJicn8fDhQ3zyySeMW0/6o0yk4r9fJDxjTJkYeVU17/lTDkGVtB67kevImL81cA2fbcrX2+CTfciw8cEgPpjV19ePcDiCarXa8fh+lhem/MxvI6cXaSduO784zxNaYG/zPkpWBd37vDE7uf75invi2dXRbJ7EA9oDjdfdFuryjkzrlKfqqF8UE7powSvHlwwxbRTvFnjt/G6dePv0e7ov6RVt4p2Kp5FhIwiHjFsikcB///tf6PV6yLLMkuCIzGA0GuF2uxGJRDA+Po6xsTEMDw8jFArB6XSyNa3RqN/ZuNOzkp3gn513Wq7C0CuD0vwmTb9Tzi8v11ES5dYYeZoA8uJJoZQTQ4NM/G/eO6c0bep+QwrJe/wXYdDdKNb1bATti5TeQ9nMgX1aoWzkifPezNu07+O/83+rLC+rXPgngezzlfcs5aYN+v1UNLyYa3+RqFRqACp2SqzVaqjX62yx0+Z6npAO0vzyjgpfxrf9vqfnsf13p428coOmz1Ngla/TxP+/8l7KIn0UsBVFEUtLS/j++++xubnJ4B/SHZfLhf7+fszMzGBwcBBjY2OIRCIwm81t43fWaeVtRekMnfdOlxGeDssHyfnx7cYRu7LneS93uQLhd14l5EDNiPlmw7yQ8lG9bt4bIYN1XrkCXm5KtJ9/fvqZPDzyujotRnp34si/q/B/q7wO/Uxz0fr5bMMmy3LbZkX/plMazev1y+U9+WazvQyA0ovr5j06wSe8gaBT6mWlk5Enb5ffXM47qZEx5uFDrVaLSqWC5eVl/PDDD3jx4gUKhQKDZFwuFwKBAKampnHv3l2MjIzA5XLBbrdDr9czKKeTE3dZA0+iPA1dJV2YviuNuRIGU/7NddmWW2PkKSBKk8HX2SDjzVfVo8/wR1xSRh6L67SrnycXHZWvj51x+lhNC4s8Pz5oSqcT3uMmr4j3CC8S/mjOL3p+0+UNQicjdBHuzydl8caRfn9TNtZuRKVSnfLe6cRIctG4Kz12Mpxk/PhT6lnjc/oenYPBBMuQXvPOAU+lPese1WqVPR/pCtEjv/nmG/zwww9Ip9PQarXwer0YGhrC5OQkJicnMTQ0xMpNU4CX75TFj8O7QVTtz6rMMgZOTiFXxcfnT800d7RG+BNap+f7wxt5pQED0OZBlMtl1Go12O32tpZ1Su9WKcod9bI7eje4/lUI3UeJk/MxCfo3KTCPR57l7Z93P/4+fLkH/jTRCa+lwPd516YMTz6pht/I3k8z6Ety9d+IMomJn4NuMHn2NAovkK53FvUVaPcKu9FDum4nfeDvzc87f13awHidoxIG8/PzODw8hMfjwfDwMMbHxzE+Po7R0VH4/X7Gy+d1hnBs/p6t+3XWU16XuxEl+YDejwz9ZUWlUrEANM1TpzUBoOMcXoexvzVGnnZGGrRGo4FMJoODgwNks1k0Gg04nU44HA54PB44nc62xaBWa9s8SuVEX2XNkuvZkU8fN3mvulKpIJ/Po1QqQa1WM74y0Bo7s9kMm83G6Hu0MC961k7B3VKphFwu9yaZqc6uLwgC7Hb7KYZNS8nPvo8sy0gkEiiVSm2BKofDAYfD0ZagdtOF3/jy+TzS6TRUqlZ9dWr4fpFBog2OOniJoohm86R8gMfjgcvl6jh3ZxuLzuNPGxDvDFEshac4AmDkBv75eRpuvV7HwcEBfvnlF6ytrcFoNOLLL7/E9PQ0RkdHEY1G4XA4mOfOG1caM97bpvFsyWnjxz9fN0aeNjNJkiCKIjQaDex2+5U6ELIsY2trC8FgEDabjT0/rxd0QqPf8dDpH9rIA+2ediqVwvLyMmKxGIxGIywWC+LxOKxWKwYHB2E2m1myR6u5dvur8tTATtjnec9wkbwvI0/3kWUZBwcHWFtbw87ODprNJlwuF5xOJyqVClQqFXp6etDf34/e3t6uG4138pKKxSI2NzexvLyMzc1NFAoF6HQ6hMNh3Lt3DyMjI3A4HK0n5pT6PA85kUhgbm4OGxsbDIaz2WyYmZnB9PQ0owveBmktXDUkScL6+jqePn0Kg8GAx48fY3R0tKuGLDSv2WwWz549w4sXL1AqlVCv1+F2u1mW9lkBvM7w4+nPKAPzAFgZA1mWkcvlkM/nGT5us9nYRs7z9sl4ZjIZbGxsIBaLwWaz4auvvsL09DSi0SgEQXiTE3Fi4KiOvtKw8YFm5ZgoP0Nf3TacpwzeWCwGk8mEO3fuwOl0srG8rKTTaSwsLEClUmFwcJCNMzlVBLvxJ9frboF5a4w8j6WJooiVlRX873//g8PhwPT0NBwOB9bW1ljWYDAYZMaBP3by11Neuxu56Bj8vvBj8nqAE9w8k8lgcXGRGRWbzYZarYbd3V3Mzc1hamoKX331FSsv3M09SEHJ26HNZG9vj43D3t4etra2UCwWYTQaMTw8DJPJ1DYWfPVCfnFWq1Vsb29je3sbBwcHkGUZQKsVXrlcvtFevHL86d/NZssJefbsGebm5hAIBHD37l0WV+rGyEuShHg83rZx89VTec9PaSS70UGCwQhi4SGFer2OjY0NzM/PY39//00yoBGDgwP49NNPWVY4//7ECTcYDBgdHYXVasXw8DB6enpYcqEy+YrurcTFlZBK6z7NNnz++PgY+XyexX+In9/p5ElC71YoFPD69Wu43W4MDg62MZ74Dlm8geZbG1JiF/V6bjQaLGCcz+exvb2NsbExNi+dmqBLkoRisQgAbY7XddiPm7l6OggNWKPRQDqdxurqKtLpNEZGRjA0NAS73Y5Go4Hnz59jYWEB9+/fh8PhYLun0jh34jADvyVF8u2FFr3RaGTelSRJEAQBMzMzCAQCyGQyaDQa+Prrr5FMJnH37t02T+wi4Y0ylY9tNBoYGRlBJBJBo9HA0tIS/vWvf2FpaQmhUAiBQOBNAks720DpOdbrdWQyGWQyGXg8HvT19cFsNkOlUsFqtSISidx4L543UK13BIpFEbFYDLu7uygUCvB6vW3wWTfXzOVySKfTsNvt+Oyzz+B2u1GpVGC1WjE2NnYlbJBOc0Oe7vLyMra3t9lGazIds0QmJVZP17Db7RgYGMDAwAAsFsup1n+kr7Is4/DwkHn0LpeLZfcS5Giz2eB0Ok81V6G+DrlcDnt7e3C5XHC5XMwr5t+LdJePJ9Azi6IIu90Os9ncRvWlvyUISqVSoVgsYn19HaIowu12o1gsIpvN4s6dOxgYGGDXl2UZpVIJ1WoVBoOhbUPjn410v1wuo1gsQqfTobe3tysk4V3k1hh5WkiSJGFvbw+7u7toNpvweDywWq3QarWsu3wmk8Ha2hrC4TDDLt9HMPR9Cw8xEc5oMpkQCoUgCAIcDgc0Gg36+/thtVqxs7ODRCKBkZERAN3hf3xgTpZlWK1WTExMQBAEeDweqNVq9Pb2Ip/P48mTJ9ja2kalUmlTcOAEDyV2iFarhSiK2N7eRiaTgcvlwsTEBCKRCFtsykSSmyLk3VElT/KsW7ERCbFYDMlkksGItMjJm+0Gk9/d3cX29jYcDgdmZmbQ29sLoDWO1MnrsqJWq9npgpKXjo+Psb6+DlmWcf/+fTidTjZnXq+XOVPk7ZIQO4YgGSVNmWfN5PN5LC0tIZFIQJZlPH78GHfu3EE8Hsfi4iISiQSGhoYwNTUFQRCg0WhQrbYwf5PJhEqlgp2dHYiiCK/Xywy1kiHD6w0PERFEws8JeduEjx8fH7OxqVQq2NzcRLFYZC0O9/b2YDab0d/fz04RpKvk1WezWZhMJhanIihSpVKxOvpHR0fY3NyEzWaDxWK5FoLBrTLyarUasixjf38fqVSK1aEmL8lsNsPhcLBypo8fP4bH4wHQnjH7exHecB4eHjKlGhgYgMPhYItKkiTU63VYrVYG03TLrOGhLIPBAJ/Px+r4kHcVDAaZ161Wq9h8EBOKClHRaYAMfyqVwtLSEl68eAGn0wlZllEulxEIBNhpg05iN0lozInHzZeiTiaT2Nvbg0ajQSQSQSKRYHx/2hwuMtCFQgHLy8v48ccf4XK5UKvVMDo6yub1+PiY0SgvI7yRJ6+VnKharcbmlYxha37VrIIprUk+dqNsMAKczqIlTHpnZwerq6swm82w2+2sBHGxWERPTw8rjcDrqSzLSCaT2N/fh9/vh9vthl6vb+tjzEMkNC+UCEkbMw/PAC3d5t8JANNbACwXx+v1QpZlxGIxHB0dIZPJtAWtj46OUC6Xsbu7i/39fTidTgwODsLtdrdBYnRCzWaz2Nragt1ux8jIyFsx3rqVm7V6zhF68Wq1iqOjI8iyzLoMkeJQtLzRaCCZTLLjIRmb90PDez/C069kWUY6ncbh4SHMZjM8Hg878hPboVar4dGjz9DX18eu0U2QmU9OokVODAvy2OlzoVAIg4ODzHsl7403AjwmLcsya+CyurqKp0+fYmhoCI8ePcLDhw8RjUYBXF3K+VWIMn5D7BQAyOfziMVikCQJ0WiUZXzybSO7gW3y+TwKhQLK5TKSySRja3z++ed4+PAhgsFgx+ei53kb4b1tSZKwtbWFpaUlZLNZpNNpjI2NYXBwEKFQCDabre3ZeYOo5KCTZ0tccf407fP5MDs7C7VajVevXuG7775jOvvJJ5/AZDLB4/HA7XZDpVKxta3VapFMJrG+vo56vY6+vj7GYOkUvKSfy+Uytra2cHR0hJ6eHkZGAIBKpQJZlqHT6eB0Otu47MqTitlshtVqhSzLkCQJmUwGr169YnWwJElCIpFALBZriwkWi0WYzea2OBVlE7vdbgDAwsIC+vr63qrOTbdya4w8vXi1WmU7PF81kTdEKpUKR0dHp+hfvyfhjS8Zg0KhAI/HA1EU8fLlS2QyGayurmJrawt3797Fl1/+P/j9fnasvAgD5BeqMslMp9Mxpd3c3EQmk0E4HMbIyEhbwJuOw3QN3sh7vV7Mzs4iFArh5cuXWFlZYYtGo9HAarXC6/VeGYf5KoXvjUpzEI/Hkc1m4fH0IBwOY2Njg1FagZNxu0icTiceP36M/v5+7OzsYHl5GVtbW8z4/+1vf2M87E5kgm4NPe8lm0wmRtc0GAwoFAr49ttvsbCwgKmpKczOzuLBgwcQBIEFPk0mE7uGsiYM0H5a5DutabVauN1ujIyMIBQK4ZdffkEikcD09DSGh4dZXIbehapzAmC17YeHh+H3+9kab8+uPoEyCb+fn59HJpPBo0ePYDKZ2sYgnU4jHo/j448/hsViYU4Mefl8ddpms9WP12KxIBqNYnJyElqtFk6nE+VyGSsrKygWi3j48CFjItGplycf0Gbo8Xjg9/vx9ddf409/+hPUavWpWMZl5dYYef4ISPQj+h0ZE+DE+5RlmeGlV9u672YIH8jJ5XLY3d1FqVSC2+1GPB7HxsYGXr16hXg8jvHxcfz1r39FMBhErVaDyWR6a6NJ40y4LSns8fExYrEYSqUShoaGGGzDs39aCTNNZqxpg6GGztT4eW1tDd9++y3m5ubwzTffwOFw4M9//vONCb7yTCN6D4Ir9vbiODg4gCAIGB0dhcfjwevXrxn+SnrZjXi9XvT09AAAcrkcVldX8dNPP+Gnn37Cd999h9HRUXz++eeX9vrI86Z1YbFYMDIyArvdzjaXjY0NrKysIJPJQKVS4YsvvmC4O4BTDgCtSfp/vjQxYf98JU5BEFCpVFAul+Hz+drYQ7R5tAx4K1iayWRQqVTg8/kAtEqBk9HmHR/S12q1ilQqhUKhAJvNxjYGvtQ1AOzs7ECr1WJoaAiBQIDZCx6Sy+VyiMfjSKVSrBRHqVSCKIoAWrRfoHVCNRgM8Pv9p2A1pQ0yGAwIBoMQRREHBwdwuVzvPJ9nya0x8gDYcZenN1E3HSp5Swqk0+kYven3LLVaDalUCqlUCjabDUNDQ/D7/awLDwVMAbSNRzdBVxLyPOjfpPSyLGN3dxexWAyBQABjY2NwOp1tbAby3Hj6JG28VCiOvMdPP/0UgiAAAJ4/f47t7W3k83n4/f5rGLl3F9I30sFcLofFxQVkMhmMjY3j+PgY+/v7yOVyLAhHMaRO9ViUwrfgc7vd+OSTT+Dz+aDRaPD06VNsbm5idna2LV7xLuSCTvi61+uFx+PByMgI7t+/j5cvX+I///kPVldXMTc3h4mJCUSjUUb5o3nm34mH6PjTBcF1hNs7HA709vZClmWkUilYLBbmxfMJVi1ueYPh6gDaaJykx8oOWkALjkmlUvB6vZienkYkEkE8Hm9LRPJ4PIhEIlhcXIQkSSzITAaa19NcLsecTNKF9fV1HB0d4eHDh3A4HG2JXhTU5REFfmMmiFkQBGxvb+Pjjz/+42LyNClGo5FVkARaRq5cLrcZfErcoBIHv1d2DdGwstksZFlGNBrF//3f/2F4eBiiKGJiYgL//Oc/8e9//xu1Wg1///vf0dvbi2q1ilqt1nXhLxpbOqYT75kWp0qlwr179zA8PPyGYVJhC+ikZsdJH1AydCpVq0WhyWRii8bv92N8fBy5XA61Wo3h/jchYE7PTtUUyRjHYjH8/PPPkCQJ2ewh5uefoV6v4/DwEOvr68jn8+jp6YFWq0UwGER/f/+59+GzSmlcBEFAf38/Xrx4gUwm01YG+F3Hhu/lynvk5XIZJpMJ0WiUBQyLxSLS6TTS6TTC4TBztMgQ8s/COwX8Zk/vQhi7KIqIx+NwOBzY29tjemOxWNg7kXNA+sd7xgRtkPAOHd+xiuiSgUAA1WoVlUoFer0eVqsVarUaTqcT4+PjePLkCV68eMGKpVmtVnYNlUoFv9+PoaEhpFIppNNp6HQ6WK1WZLNZ7O7uQhAElMtlVCoV9q48S4wPRNMGWK1WodFo4Pf7kUwmr0XPb027FTpW6nQ6BINBOBwOZDIZ1pkGAOtNKUkSBgYGWNs+nmp40ddNEz6wyZcxAFpeQKFQYEElt9sNQRCYh0fBq2q1io2NDVb+odlswmQydX3UJ1y+xZc2QafTIZPJ4Ndff0WtVsPExAT8fj8zgkSRBE74xmRIyuUyey8ArH8uGRur1YpQKMQKVxHUcdHX1QhVyzz/S6PRoV5vQqczQJKqODoSYbHYsL+fwNOnT/Hjjz9ifn4eCwsLWF9fR6FQwNraGubm5lhTbDpd8Q4IsUKIgUTeYKPRgMViQSAQgM/ng9PpZJCbEgOnMe9mTPjqq41GA6VSCaVSicGbarUaNpsNAwMD6OvrY8aWbzTC35svfc1GVAG7UOBeFEUkEglEo1EMDg5CFEVsbm5Cr9ejWCxCkqQ2BoxOp2trh0jPTAlFxE0nL9tgMCCXy2FjYwMejwdTU1Nwu93QarUol8sMriF6qN/vx+zsLHZ2dvDs2TPk83k29oQe0LgAJycJvV6PaDTKTmylUglms5llKCsbG0mSxDYznnGVzWYRiUQuLHX+LnJrPHnCD61WK/r6+tDX14fDw0OG0VFz4Fwuh0gkggcPHrDftbyA+qXL6/4WcoJ1tu/HpAwHBweMsicIAjPI1JuWDCx5PG9rFGmR8i3rDg4OsL+/j6OjI4TDYYRCIdjtdubFNxoNGAwGZqAJG6VgLT0HXxOf7iWKIsrlMmw2G7xeb1tw7yYIH/9RqVSw2WyYmppCb28vRFFsa0jz8uVLfP/999BqtXj8+DGmp6cxMDDA0vDJ2PMZm2QMaN6oT2qpVEKz2YQgCIhGo5d2SuhURkaXb3kJgNWDJ90JBoOsXLCy5MBFwmc453I55HI5ttlPTExgc3MTT548wZMnT5hzQgSBk7r5LUeHWCq5XI4xWCRJYidDgtEkScLR0RF0Oh2L/VSrVdakxGazMViF4Le7d+9iaWkJkiQxI00F2ChOQHWaCBo2mUwYGxuD3+9HOBxmGzLBNjy1k88j4DN8E4kE6y99HXThW2PkeWpTb28vxsfHsbKygng8jq2tLQiCgI2NDRSLRUxPT2NycpJNSstD+n3BNRT03NnZQTKZRCgUwkcffcSO15VKBbFYDLFYDPV6HcFgEC6Xqy0wdZHxJJimXq+38XoXFxeRTqcZnSydTiORSEAURTQaDYa1knFPJpNIJFKsdg55hHRE93q9cLlcqFQqSCaTKJVK8Hg8CIfDrOH4TREeL6cvKoxHGxfP7Jifn4der8edO3cwNDTUFjDf2tpCKpVCb28vwuEw2xQPDw+Rz+dhsVggCALq9Tri8TiSySQEQcCdO3fONPJvE2dRkhXIISLDT4FEURSh1+vh8/kgCAJ7zm7ZQpTEuLq6iu+//x6iKGJ8fByTk5OIRCKYmZnB4uIi9vf3sbe3xwq50XO2vlr9Inp7e5mTEQ6HWQyIdxSIAVOv1+F0OuHz+Rj0Qhx98uZpI9Hr9QiFQpiZmYFarWbZ8oSpNxoNhsmLosg2XaPRyPj6anWrn+3h4WHbSUxJueWD8OVyGZubm3A4HAgGg9fizNwaI09YKNCimE1MTLA6FJubm0ilUkgkEggGg5idnYXb7YYkScwDvY4kg/ct5IGTAtFxNJ/P46OPPoLNZoMsyygUCojFYnjy5AmSySQGBwcxMzPTlpDB07nOElo8FGSVZZkt1FQqBZ/Ph1evXrV58IFAAPfv30cgEGDZjT/88AM2Nrbw+PFjGAwGOBwO1lRieXkZLpcL4XCYeWWNRgPRaBTBYPDGxVQoeKiEJIiJwQemecfEaDSygnlqtRrZbBZzc62+p/fu3YPdbofNZoMoilhYWMDKygozPHa7nf3d0NAQotHoqfouSulG13kWikqlQjabxf7+PjQaDXMKqBZLtVrF4OAgM0R8MPE84XsdmEwmWK1WWCwW9Pf3o6enB2q1GpOTk0w3gsEg3G432zxOEhhbQWJBEBAKhRCLxRCPx1kAV6VSsVMRBZSdTifD3oktQ7AjPz98Z7h79+4xHeVhxFqtBlEUUSgUcHh4yCqmksNiNpsZoYBgINIJHq7hs6MLhQLi8TgKhQILaBPsdJW26tYYeVJE8h6i0Sg0Gg329vYYhkllDEZGRthnyaPSai+fIfhbCnmJ5AVkMhk8f/4csViMJYj9+uuveP36NUvK2d/fR19fH6anp/Ho0SPodDqUy2WGL3ajSKT8pOTURJqOu0SnJOzSZrPB5XIxlgR5M3QtwnIJ26fsQUmSEAgE0NPTA5/PB7/fD6vVyjINb0rWq/KdyKjz/Gf6TowOgnU6sWH4hh3AyQYuyzKy2SyOj48RiUTQ29uLnp4e5kkrMXHlM3YjZOzIWBUKBTx9+hTpdBo+nw+BQICdxijwS8mHALqaEwo4ajQaDAwMsOQfm83G5tXn8+HLL7+ETqeDz+djXHV6lxZk0+LCm81mBAIBHB0dIZ/Po9lssrImRLoAWli5w+FgRp+wenJWNBoNM/z82FOAnH6mZ6R704mNyqlQ+QMaF4JkaJPi54k2R3qnRCLBSnpMTk7CZDKxWM1Vys1YOV0KfyQzmUyIRCJwOp0olUoAALPZzGhYxFUF8GZSbx8ezwsfpKGAU7lcRjgchiAIrHAS0cwcDgfC4TB6enpYkwZ6/04BsrPuyeO2VJpVEARWcZCUmDwewtJpAdntdszOzqKvb4BxsOmz4+PjsFgsDNt0u92M2UCMG1mWbwxPHjjpW8t7efxY8guZslSPj49PwQpOpxMPHjxAKBRCOByG1WplXuf4+DjcbjeDSagIF3m4PB/8MkLPSobQaDRCp9OhVCphf38fzWYTfr8fgUAAfr8fXq+XjUG3pX35Z7RYLDAajSwwzNebGRwcZKyrsyim5IX39PSg2Wwin8+jWCyiUCjA7XZ3nAuexZVKpbC7u4vnz58jlUphcHAQarX6FM+eSB70XaPRsOxrn8+Hnp4eNifkdImiiPX1dSwuLjJGGAl/WiIHgXB/k8kEr9cLn8/XtuFepdwaI88n1tBA6fV61iCk2Typ9EbBmpvi/V2FKFlAXq8XWq0WAwMDbZgf3yLRYrHAYDAwr5qHGsjruQjvJqWngFMkEkEkEmGeKF2HPxnQ4lCpVDCbzRgaGkIwGGbBXzphEZZJC16v17PNgTYPvn7ITRDeW+fhEoIC+AVqs9lgMplOYdf0rgR/8L2JibdNHi9wsinTOJ/nxb/tu9Dz0Hx88cUXmJqaYkafqkFSc23+HbvZgJXlhWmD5JuEU4IexTv4zZDeHzhheBE2TwFYuoey+QYJzZcsyyyGR2wd0jE61ZDN4Jk9er2eoQN0guVPCcfHxzg6OsLu7i7W1tbaaJ2dMnHpu91uh9FoZNeqVCosOesq5VZZQX6BKY0Af+wlw0THym6bZNwU4YOiSq+E/u10OlnVOsq+5P+WNwZ8lT1lgspFwi84YmDwC0BZxlmZcUgGSqcztMUB+DLJGo2GZRAS/skflW8aJg+0U1v5EyZ98fPAF2yj96DNkei/fM1xfoyVBvIqKXa8YaTg+p07d9qoqfzYK+fhbRINlWuTX5+kR7xuKtdAswm23ukzNpsNZrOZrQuCA4ETZ5DuQ7AQ5XLY7Xb09/e3BUjpGgAYf508fd74NptNGAwG9ix0OolEIujv70coFGIVWpXQHv3bZDK1JceRvr8tc6kbuTVGnp9A+pmXTkaG78ZyXvu5myZnGTUl/kueBCkIHxDrtFHwv++2Iif/Gf5aQHtPV74QVae5oT/jcWl+PvlFeVtOYLxBUj73WVx1mkOeWke/pzkko8UbdKXBuCpRnn7pXnx+CZ/Ew3Pzu6mEyVel5OETfr3y3nMnb5x3dHjdIghRSQtW6jdttoIgsFLc5I3T/5NeKtdeJ13l50WlUrET6MjICKxWKxwOB2Oy0Wf4dyDnhu5F1+4WAntbUTW7dpF+2/IAl/fkbju75u3GX6n4nURptK9LWs9x+QbpH+QycnPLe3S3ts/Xn26ucZEO/V517OYQkD/Ilcrbeukf5IP8nuWPrOva7nf433o/uBmY7G2Sm6XYl/Ukf+t3+a31/7Jyk5//8mv7Zun6zZKbPPMf5IN8kA/yQS4ptyPC9UHeST54Nx/kjyLd6PpNYWi9b/n/ny+OgCm5kZsAAAAASUVORK5CYII=",
"path": "PM082.png"
} | null | null |
MA084 | PM084 | 如图,取甲、乙纸片各1块,其面积和为? | \(a^{2} +b^{2} \) | \(a^{2} +b^{2} \) | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 如图,取甲、乙纸片各1块,其面积和为? | 084 | {
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",
"path": "PM084.png"
} | null | null |
MA084 | PM084 | 如果要用上一问图片中的这三种纸片,紧密拼接成
个大正方形,先取甲纸片1块,再取乙纸片4块,还需取丙纸片多少块? | 4 | 4 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 如果要用上一问图片中的这三种纸片,紧密拼接成
个大正方形,先取甲纸片1块,再取乙纸片4块,还需取丙纸片多少块? | 084 | {
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",
"path": "PM084.png"
} | null | null |
MA086 | PM086 | 为了比较市场上甲、乙两种电子钟每日走时误差的情况,从这两种电子钟中,各随机抽取10台进行测试,两种电子钟走时误差的数据(单位:s)如图所示,甲种电子钟走时误差的方差是 ,乙种电子钟走时误差的方差是 。 | ①6②4.8 | ①6②4.8 | 初中数学 | 图像综合能力 | 数学 | 初中数学 | ori | open_ended | 为了比较市场上甲、乙两种电子钟每日走时误差的情况,从这两种电子钟中,各随机抽取10台进行测试,两种电子钟走时误差的数据(单位:s)如图所示,甲种电子钟走时误差的方差是 ,乙种电子钟走时误差的方差是 。 | 086 | {
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"path": "PM086.png"
} | null | null |
MA087 | PM087 | 不等式 \((x - 2y + 1)(x + y - 3) \leq 0\) 在坐标平面内表示的区域(用阴影部分表示)应是图中的哪个选项? | C | C | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | multi_choice | 不等式 \((x - 2y + 1)(x + y - 3) \leq 0\) 在坐标平面内表示的区域(用阴影部分表示)应是图中的哪个选项? | 087 | {
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",
"path": "PM087.png"
} | null | null |
MA088 | PM088 | 已知随机变量X的分布列如图,\(\Box \)为丢失的数据,则丢失的数据分别为? | 丢失的数据分别为3和5 | 丢失的数据分别为3和5 | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 已知随机变量X的分布列如图,\(\Box \)为丢失的数据,则丢失的数据分别为? | 088 | {
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",
"path": "PM088.png"
} | null | null |
MA089 | PM089 | 某初级中学共有学生2000名,各年级男、女生人数如图所示,已知在全校学生中随机抽取1名,抽到初二年级女生的概率是0.19,求X的值。 | 380 | 380 | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 某初级中学共有学生2000名,各年级男、女生人数如图所示,已知在全校学生中随机抽取1名,抽到初二年级女生的概率是0.19,求X的值。 | 089 | {
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"path": "PM089.png"
} | null | null |
MA089 | PM089 | 如前一问的图片所示,现用分层抽样的方法在全校抽取48名学生,问应在初三年级抽取多少名? | 12名 | 12名 | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 如前一问的图片所示,现用分层抽样的方法在全校抽取48名学生,问应在初三年级抽取多少名? | 089 | {
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"path": "PM089.png"
} | null | null |
MA089 | PM089 | 如前两问的图片所示,已知y≥245,z≥245,求初三年级中女生比男生多的概率。 | \( \frac{{5}}{12}\)或5/12或41.6%或42% | \( \frac{{5}}{12}\)或5/12或41.6%或42% | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 如前两问的图片所示,已知y≥245,z≥245,求初三年级中女生比男生多的概率。 | 089 | {
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"path": "PM089.png"
} | null | null |
MA091 | PM092_1;PM092_2;PM092_3 | 图片中是一多面体的三视图(单位:cm),此多面体的外接球体积为多少? | \(\frac{\sqrt{3} }{2} \pi \) | \(\frac{\sqrt{3} }{2} \pi \) | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 图片中是一多面体的三视图(单位:cm),此多面体的外接球体积为多少? | 091 | {
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",
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",
"path": "PM092_2.png"
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",
"path": "PM092_3.png"
} |
MA091 | PM092_1;PM092_2;PM092_3 | 图片中是一多面体的三视图(单位:cm),此多面体的体积为多少? | \(\frac{1}{6} \) | \(\frac{1}{6} \) | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 图片中是一多面体的三视图(单位:cm),此多面体的体积为多少? | 091 | {
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",
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",
"path": "PM092_2.png"
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",
"path": "PM092_3.png"
} |
MA093 | PM094 | 一样大小的正方体木块堆放在房间的一角,如图所示,一共垒了5层,其中只有一个红色.分别计算红色木块在每一层内的概率? | \(\frac{1}{35} \) | \(\frac{1}{35} \) | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 一样大小的正方体木块堆放在房间的一角,如图所示,一共垒了5层,其中只有一个红色.分别计算红色木块在每一层内的概率? | 093 | {
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eycfZbIb9fi+FJul0GplM5mB6dyAQ+KB9qd6fw+SWTXxNmAbaxLNC74uheqmEzWZDPB7/oCn+27dv8fbtW9zf34s8zuFwoNFoyJBZv98Pm82GwWCAZrMpdIbb7UY4HEY+nxd6JJFIiFFWe3wQqsesqlTMVqImvhZMA23iWUFlhxFloCb5XC4XrFYrgsGgJBSpAPF4PCiVSuh2u5hMJmi1WpjNZmg0GgiFQnC73VgsFliv13A6nQcFMqenpygUCkgkEggGgwcJxoc8Yz35acLE14BpoE08K9RqPr3tJ39ns9lk8jYNdjQahcPhQDgcRrFYRL1eR6fTwfv374WbHgwG8Pv9widTlZHNZkX5QTrD6XSKbI7HofbS0NufAjD09k2Y+JIwDbSJZ4XeLlQvjSb9QUNN48gJ3x6PRwa29vt9BAIBvH37FovFAu12G4vFAk6nE5lMRioAM5mMGGYWuRiVrOtfRsds8s8mviZMA23ii0CtOtQb8gN/JBB1DTV1yeSUySEvl0uZ3nJ+fo6///3vou5g8yW73Q6r1XrQ1U715tXjMeoRbao4THxtmAbaxBeBapSfYvRYNs4BrcFgEMvlEu12G+v1Gn6/Hy9evMCLFy+QTCbh8/lEOvfY41H/BYx7jZgw8TVgGmgTz47HGuVjr2PPCzZPisfjUo5NaR4H03Jai/73Rp/10HGYMPEt4M/3dDRh4gtD93BNj9fEjwrTQJv4LmEaZRN/BZgG2sQPA7N5vokfDaaBNvFdwUhtYfRzEyZ+BJgG2sR3A9UYHzPIpnE28SPBNNAmviscM8AmvWHiR4RpoE18tzCNsokfHaaBNmHChIlvFGahiglDGM39Y0k0O7yxdJqTTbbbrZRXq93g9vv9wcBV4EPe+DHFLPpr9LLxTy3N1hslGb0HZxOydByAzElU16rOKtTXyfc3YeKxMA20iQex3W7FIKmGh4aMTY3UvhdqLwvguNriU42VkaH+FGy324PNQT9eHisrEW02m0xfURtAqcfA9qrmZBYTnwMmxWHiAxh1nFMNDo0QW4Rykvd+v8dqtZL/G3WpUxvhf23jZeQ5H/OeN5uNDKTlxPD5fI7lcimNmDiUwOg9TQNt4lNgetAmPoA6loo9kVXjs9vtMJ/PMRqNMBgMMBqNMJlM4Pf7xWixMb5quIhvZRCr2lJUbeKv0znr9VomjHPiuNPpRCAQwHg8xmq1krapOsUB4AMKxDTWJh4L00Cb+AA6paGOrdpsNpjP5xiPx+j1emi32+h0OhgOh3C73ej1ehiNRrDZbHA6nWKQ9Ob4Kr6WwdLXZ0TLbLdbLBYLjEYjdLtddDodjEYjuN1u+P1+jMdjzGYz6TtN+oPvQ4/bnG1o4lNgGmgTH0D1AHe7HZbLJVarFVarFabTKTqdDtrtNu7u7lCtVtFqtTAajbBerxEIBLBcLpHL5RCNRuH1euFwOOD1emXAK/CHUfzaFIdK33Ddq9UKk8kE4/EYk8kE8/kcb9++xfX1NSqVCpbLJQKBAPx+P+r1OjweD8bjMbxeL7xer0xwYbKUGxRgJglNPA2mgTbxAfTm+ZvNBoPBAK1WC7VaDaVSCY1GA/1+H71eT2YFDgYDDIdDVCoVnJ+fI5/PI5fLIZfLwWq1ytgpdbr314Tq2arGud/vo16vo16vo9Fo4Pb2FuVyGdVqFZPJRCaBdzodvHv3Dt1uF/F4HLFYDPF4HNlsFtFoFB6PR/h30zCb+BSYBtrEB9hsNlitVlgul5jNZhgMBmg0GqhUKqhUKqjX6xgOhzI/MBQKwel0YjabodPpyN/UajWcnJxgMpkgFovJVG232y3KD3rUX8OA8TNJY8znc3S7XVSrVdzf38tar66uMJ/Psdls4HK5ZNah3+/HarVCu93GZDLBcDjEcDjEcrnEfD5HOByWCILr1OWGJkw8BNNAm/gAy+US/X4fnU4HjUYDzWZTBrVOp1Ps93vEYjEkk0lYLBYxcL1eD5VKBaPRCM1mUwx7rVZDMplEPp9HJpNBIpFAJBIRY/2x6SfPBavVivV6jel0il6vh1qthru7OzHO7XYbo9FI6ItUKoVUKoV0Oo1YLAa3243VaoXZbCY89XK5xGg0QqPRQCKRQDwe/2CtpoE28ViYBvovDlWfvN1usdlsMBwOUavVcHNzg/fv36Ner2MymQAAgsGg0BaXl5ew2+2i6mg2m3j//j1ub2/RbDbR7/fRarVwd3eHeDyOk5MTnJ2d4eTkBIVCAel0GpFIREZUMbmmS9UIJi8/VlTysbWS2thsNphOp8Knv337Fm/fvkWpVEKv15O5h7lcDul0GsViEScnJ0Jh2O12TKdT2YiazSbG4zE6nQ4qlQoikQgymQwKhYJw8rvdTjxqlaPWi3geWpfRuTHxY8I00D8IjIayAh8WhlCNwd9tt1vRNJNT7vf7wr0yKeZ2uxEKhcRQ5fN5nJ+fw+fzAQCm06mMnorFYnj37h1ubm7QbDYxn89Rr9dFmkfemoYvGo0iEAjA5/PJyKrNZgMAB4ZsvV7LcRsViOjnQz8PNMqLxQKLxQKDwQDdblfWenV1hevra3Q6Hez3exmndXl5ibOzM7x48QLFYhHxeBxerxcWiwXT6RSj0Qg+nw8OhwO1Wg2LxQLr9Rq9Xk8+p9PpIJ1Ow+/3IxwOIxwOw+12y/VwOBwHhT7qmC69yIdrMZL0mfixYBroHwR6eTErAJkA4+9pBOgtL5dLTKdTdLtd3N/fo1arodPpYDqdYrvdSpieSCQQjUYRDocRCoUQCATg8XjEsFAzHQgEkE6ncXp6KvRGuVxGs9lEu93G27dvcXNzg2AwiFQqhVevXuHy8hLn5+dIp9MIBoMyyRs49BJJp6jViupaNpsNttvtBzpm/n+9Xgs33mw2RYWier8OhwMvX75ENptFPp8XWoPnIRAIiMabiU+/349sNotgMIhCoYBOp4Nms4larYZWq4VSqYSrqytEIhGcnJzIVzabhcfjkbXpa1ITmOo1VIt9TPzYMA30DwLVMLFHhq6W4Pc0yiy8oJ6ZvDHpjFAohFQqhUKhgEwmg2g0KhIyVgiqtITNZoPP50M8Hkc6nUa/30etVkMsFsP19TVsNpsY/0ajgcFgIAk1SviohvB4PAdl1Tx2/owJRnVzUI8FgFT8bbdbrFYrjEYj1Ot13N/fo9Fo4P7+XiSCy+USPp8P6XRaqJh8Po9EIoFYLPaBdA743agy4en1eoXSmEwmKJVKsNvtWK/XWCwW6Pf7GI1GwlnzKx6Py0anrku9Zg/1IDHxY8M00D8I1LAX+LC5ET3PzWaDXq+HRqOBRqNxkPyzWq1wuVzI5/MIBAKIRCJiMNVEl1GlHABRdZBTdrlcMnk7Ho8jk8lIwrHdbos3O5vN0O12hastFotIp9MyqVsteAH+6I3BIhB+tkp3kM5h8rLRaKBcLksCcDAYYD6fA4BEBclkEtlsFtlsFul0Wjxmj8cjx0Dvlp+pVlvyc71erxynz+dDvV5Hp9PBeDzGdDpFuVzGdDpFv9+XpGk4HJbo4VjSVI8ITPz4MA30DwK1gxxwaKDX67UUmkwmkwNtb7PZxGQygd1uRzabFY85mUwiEAiITIxfarm3Udkyf26z2US1EIlEkE6ncXZ2hlarJTK229tb1Go11Go1DAYD1Ot15HI5dDodXFxcIJfLiTRP9dpVWkOlAgDIWlVlyf39Pd6+fYurqyuUSiUMh0Ps93tEIhFZ7/n5OQqFAmKx2AEf7nQ6P2gApW6CKh/On3PNLpcLiUQCnU4HtVpNNkXKEVmRORqNDhQfpHiMGjPpfT9M/NgwDfQPAnp3qldpsVgOquLG47EkAMvlMtrtNmazGVwuF6LRKAqFgiQA4/G4JL6AQ+UAqQOG46Q31A2CxpQIBAIIhUKIRCKIRCKIRqOSHCyVShiNRmi325JI7Ha7KBaL4mGGQiH4fD5Eo1FpWsTjobGiwZ5MJuj3+wdqlJubG1QqFUwmE3g8HoRCIZyenqJYLOL09BTn5+fIZrNiHB+iFbhWnhfVaPK1LpcLbrcb4XAYkUgEwWBQqg/7/T4mkwlWqxV6vR7m8zk6nY6cl0gkItEDoxbTGP81YRroHwQ0zPRemRSbTCao1Wqo1+toNptoNBoYj8dYLpdwOBySrGJCLBQKwev1wuVyHRhY3Vip1Yb8nfpzGjQWvTgcDrjdbkQiEbjdbiSTSZyfn+P8/Bx3d3d48+YNyuUyhsMhGo0G3rx5g2QyiUKhINK8bDYLm82G9XoNm80mZdWkXVarFebzOcrlMt6+fYtKpYLb21s0Gg1Mp1M4HA7k83lcXl7i5OQEL168QCKREEPIyj+uYbPZYL/fw+VyATAet6UaZt3D5sbBf91uNwqFAobDoVRl1ut13N3diVImHA4jl8vh73//O6LRqNBGamLS7Ovx14FpoH8Q0Ktk6M/CCVVN0O120e/34XQ6EQqFEIvFkM1mRZMcCAQOknDAYT9o1dg4HA4xFA+1JrVareIBsnd0MBjEZrORXh2RSAROpxMejwflchmVSgXT6VQka/P5HPP5XHjb6XSKVquFyWQCp9OJdrsNq9WK5XIpXvPd3Z3w3avVSiRzxWIRL168kERgMBg8MMqqkVW5ZZ0+UhOSVJdst1vZHFUKgtWWlCTO53Pht+12OzabjSRP2ffEbrcjHA4jmUwiHo9LVSKTkibF8deAZf8tNEUw8afBhBi9M8raBoMBptMpVqsVrFYrgsEgwuGwSOb4/1AoBI/HY9i/2KjJvpqQUw2XDlVRoRo/9o6eTCZSLEJJHnt9sMfHfr+H1+tFOBxGOp2GxWJBtVrFYDBANBrFP/7xD/j9fqFG+v0+ZrMZdrsd3G43EokE0uk00uk0UqkUMpkMksmkeN9qAyfdC+YajLTX+nrVDevY+VPbtQ6HQzSbTVSrVdRqNbTbbQyHQywWC+z3+wNFDBOXpHtcLpepgf4LwPSgvyOQwtB5T3Kv4/FYONe7uzspuGBrzEgkgkKhIAkpcswModXxVWqnuY95ascMlnrcRsbN4XBIIjIcDiOTyaBYLOLs7Ax3d3e4vr5GtVpFt9vFYDAQKeBms8FsNpPWp6QPqMygkiIej0v1Xz6fRzKZRCQSEU9UlyNy7cBhMQzLsx/yZfQKyGM0BD+TyVefz4dYLIZ0Oi3RAxs1sXMg5Y/L5RL7/V4StqaB/vFhGujvBKpR1r3W9XotXeTevHmDN2/eoFKpYLPZIB6PI5lMIpfLSdFFJBIRL4xGxEg695AXrfLMjylL1gst+PdOpxMA4Ha74fF44PP5xKMPBoNIp9PCnddqNUwmE/R6PakqnE6n0o95s9nI3+RyORQKBZyeniKZTCIWi0nizWq1YrvdHgwhMCqf1o3yxzaqYxy1+j7qxup0OmG32+HxeOD1emX9TCZyw200GgdTa/x+/4NyPBM/Dswr/B1BNxZ88FerFer1Ot68eYP/+q//wuvXrzGZTCQBxsRYKpWSBCB7aOh8qd6/WP08/v4pvSDoMaprMNIv08umNM3v90uxC6v+rq+v8dtvv8kkl9lsBgAYj8eIRqPCqf+v//W/8Msvv0ikwKIXp9N5wCnrpdO6zvgpHqrRtTE6fzS06u9tNhuCwaBw1ZQaVqtVbDYbaXW6Xq+x3++RzWaRTCYffWwmvl+YBvo7gp6kAn43DEyOkXvu9XoHoTqr2cjLstcDaQ2CygUmyD52LI+hP4wKaFTPlZ+jfqbFYoHP5xN+3OVyYbVaYTgcwm63y3GuVisAwGKxwHQ6lWQj9cv83uv1ip5Y1SoT6hpUXfWnqCWMeGl1Q2PEoBt0XpfdbidJwu12K1w16Y1kMilzEE38+DAN9HcI3aCwjHk+n8NqtcLr9YpWuVQqYTab4f7+HqlUSkL+bDaLcDgsSgVVrQF8ONlapzMeqyLge6t/e8yw0yhSiTIej9HtdtFut9HtdjEcDqUbHA2w3W4XHttisWA4HOLm5gaLxQKpVAonJydSlUjeV6WJdE/ZSOP8sc1KvyaE0YRznaLie1MTTdXNzc0NqtUqqtUqxuOx6MqZM1BllSZ+XJgG+juCET9Kb3I+n2O73cLj8SCRSEgln8ViwXg8Fk9sNpuh3+9jPp+LtI6etNrfgjhWQfeUY1aneqvQDSGrAOkRdzqdg4ktVqsV0WhUJHeLxQJ2u10aL7FD3HQ6RbVaxWg0wnA4RLvdFh6axpwe9bG+F39WwqZ7yDx36oRwSiPZq4OVhs1mU1q8OhwOhEIhoZ1ULtsUYP34MA30d4SHVBK73U44zEAgIIm29Xothmo4HKLb7aJSqaDRaBxUDYZCoYOyYn6e2hxI96afesxGLVFpnBeLBcbjMQaDgTRvYqUjjVEoFEKhUIDVasVoNJLiE7YETSaTcLlcIjdkr4/b29uDPhuZTAaRSEQKU9Tj0znzP4Nj52m/38sx0mtuNBpot9sYj8dYLBbYbrfwer0oFouyafFcqRuJiR8bpoH+xqEXfajQvT1Vtkbju9vtpHPb7e0t7u/v0el00Ol00O12MRqNcHp6ikwmg/V6DZfLJQ3l+aUrHZ7KzerSPb6HOlqLpd70IqkJ5qbDkulQKAQA0r/D4/Egm83i4uICp6encLvdaDabuLq6ksnj5XIZoVAItVoNp6enmE6nyGazUixCLbS6zk81fnoClUaVtM1+v5fRWuoEl1ardSARjEajUtzCQpZutyvX+1hUYuLHgmmgvwPoobfuyertOD0eD4LBILLZLFwuFwKBAGw2GzabDUajkVAIlUpFkm/NZhOxWAzBYFB6R1D6phqDpyg4jq2ByhMa5X6/j263KxvHeDyWXh/hcBipVArRaBQOhwOz2Qzj8Rh+v1865XFIQD6fF0NORch2uxXVBzeCXq8nbUVZtBIOhw1la0+hEYwULkz6cTo4i2kajYb0oqZs0O12IxgMIhqNSn9pr9crUcRsNjvYNE38+DAN9HeEYw8luVSWX1O5QVqAiohUKoXz83MZANtut3F7e4tSqSTyLr6mUChIKbLqXX5qaK3SBjTOpVJJRky1Wi2Mx2NYLBaEw2FpPZrJZBAOh+FwOLBcLtHpdOB2uwFAJsHQC7fb7YhGo0gmk8hkMiiVSnj//r107et2u7i7u0O5XIbf78fl5SVevnyJly9f4vz8HJFI5APj9ylrVQ01x2px4vl//ud/4v7+Xnh1m82GaDQqsw6TySSi0Sji8bhUHDYaDUmequ/72ASmie8XpoH+jmDkzfHBBX5vtbnZbD5QW3i9XjidTkQiESSTSVQqFammazab4tUtl0vpDT0ej8XQcWo3e3ToBSyqlE6lCdQk5nq9luNjL43b21vpmdHr9QBAtMzsNJfJZBAMBrHf7zEcDjEejz9QkDCBxoZM9PrZnCmdTuP29lbam1JbbbPZpC3pbDaTbnbsREe53nq9FomeGknofaH5u/V6LT01WFjDfijv37/HYDDAZrORCs9UKoWzszOcnZ2JusZut2OxWKDVah30nQYgRTamguPHh2mgvwPoRSTEsYIL9W/0qjVqj30+HzKZDNrttpQWUzVRr9dxfX2NQqGAFy9e4PT0FIlEAsFg8MAwqEUXenJR/Z6d5khjtFot6a5H6RzpiUQicTBklVTLZrP5QGGiQu0cx+b6XLNqqMvlMsrlsniw7969k8G2hUJBemKnUinEYjHh46m+UBUt6rGoOublconBYCAd69hrgzSLx+ORtSaTSSmoUdfLzUP16I/dByZ+XJgG+i8E1ZsOh8PIZrMYDoeo1+t4//49Xr9+LX2ih8MhJpOJeILswEZelC041d7J6oahDgmYz+di+OlJ0lixsx77MdPLp/yPbTafYpQsFov0sWbSNJFISPk3Pemrqyvp79Hr9dBqtdBqtVAsFjGZTDCbzRCNRqUSkRuE2rGOOnRGB8vlEuPxGM1mUya4MErZ7XZIJpNIpVLI5/MyOcbv90t150ObkIm/HkwD/RcCR1q5XC7ppez3+6UPBFuBUoO7Wq2kp0en05HhsZzTR49a1zOTY+71epL4Gw6H6Pf7GI/H2Gw2cLlc0rw/EAjg9PRUdNmU/DGU57E/tfSa6yUtEwqFZL0sAS+XyzKXkNRDv99HvV5HKpUSg8pj9fv9B02lqMkejUYYjUbo9/siEex0OhgMBlitVggGgwgGgzg9Pf1A7qfzyBaLRaITE39tmAb6Lwq1Ei0cDkvYfXl5iUqlgmq1Ki1Lr66ucHNzIxO7z87OcHp6ipOTk4NCF/LNo9EI1WoVpVIJ9/f3KJfLWK1WsFgs0pc5k8kgnU4jGo2K0oT8r6qm+JRwXpX0qa1EKWFj4jEWi6FYLArtwYrFer2Od+/eIRQKIZ1O49WrVzg5OcHp6enBcFpuRGoPalb/LRYLiVjovXMwAlUybNxk1IrVhAnANNB/Kaily/QC6V1yJBNVBDQidrtduGJ+TSYTDAYDdLtdGSjL8nImAGnkSWeQVonH48jn8zIhJRKJHDSg1zl2tfybHew+BqMKQRpB0iYcuRWLxWS9nMRdqVRkwCurMGm88/m8bCrr9Rr9fh+9Xg+VSgWlUgmdTkfGanHmIQ1zJpMRz93pdErZOXBYFm7CBGEa6L8QaOj0UUzAH3P0rFarqBno+bGRPhNdb9++xe3trVAA5Iy3261wuYPBAIvFAjabTRrNq9OySW0YecxGFYuqauKx0Lvm6VNgSFdw81A5aqpLxuMx/vu//xu3t7e4urpCLpdDOp1GMBjEdrsVKmM6nUqTp0KhgEwmI/ptzhqkXNCIrtF5fBMmANNA/6VAI8DmRfq0aOCPakS3241QKIREIiEcrNfrxc3NDRqNhlS+dbtdVKtVeL1eAMBsNpOmTWxGXywWxfjFYjHphaEnxNRQn8dFPGXEE9ejD9Dlmvnz/f735vecpE2OnaXv1FA3Gg3hz1utlqgtrFYrFosFFosFPB6P9N4+PT1FoVBAPB6H3+8/kOypRlhtIqU3kzK71ZkATAP9lwPlW3rRicrZkiJgMpHGhRWKLHJhPww29eFrI5GIjGriTD0mFzk1m/iY0f3U1p8qp6t3kNPPh91uh8vlgsfjkX85QTyTyaBSqaDZbEqyczQaiYaZum2O1GLUwZ7WHL6rbobH1m56ziZ0mAb6B8SxMNkojNY1tvprnU7nB83kGdb/+uuvqFQq6PV6mM1m8Hg8yGQyODk5QbFYPGhpqo6Z0rvjGXXLUw2qrvd+DHQKR/WaOSlb99b3+73IEP1+PzKZDF69eoVyuYzr62uhdljMY7fbkc1m8Y9//AOnp6eIx+MHk8apodY/Qz82/s7oexN/bZgG+geDLnkzetiNZF16Hwq1OpBJrUAggHg8jlQqhWazKcoMFmbYbDYUi0X8/e9/RyaTQTQahc/n+6jna/R7o2KXx8rsjBpLHeN91e8564+GOhaLIZfLIRQKwev1She6yWSCfr8Pq9WKYrGIy8tLnJ+fIxqNPlgKr6pKPrZeU2ZnAjANtIlHgkacHO5yucT5+blI69QGRFRn0GP+VvEx2oRrTqVSmM1mUsgyHA6lh0YsFpMBvCZMfG6YBtrEg1A9cnLTbrcbPp8PqVQKk8lE2mAyScZey5/CHX9pfOz4rFYr/H6/dMkLh8MIBoNYLBbwer1CaXCUlQkTnxNmTamJo9C5UxozJtaoxOD3HEVFfa+qoviW8RDnq69X7e6nvuZb3oRMfL8wDbQJQxxLHgJ/GGy1B4XaLOh7SnI9lExVX8Mvbjrb7VbmOJraZRPPBZPiMGEIXQ5m5E2rc/WMtMffeq9ilb4BjJUs+rqMNiDTOJt4LpgetIkPoMva9GIKtZRaVVjQoKn4XkN/NYIwqvAzksqZMPG5YRpoE4+CbqB0o/wjepE0vupEbtWD1jXWJkx8bpgUh4kPoHuFHHiqFpboQwL4f704xEiT/C3hMVI74FBHreuyf9QNysTXh2mgvxPoI5aAQ25Ybwz0kIdrlARTf6f+XKU1dB7a6PXqz/6susGIWuGUEeqxuXE8pnzciH55KBl67Jj4Xnqfj4+tVy1bVze0Y59Dfp9/y+vPcn194spD6zTxfcI00N8pdMOoG2QjY3EsGcbfGXHIwOGGYHQMRoqHpxo+/fjU91G9dKN5fFy3msjTBwl87Lgfe2z8XqU7nroR6cZdf391PSyW4QbEzYjvYWTgH7rOJr4vmAb6G4f6AOvDSfnz/X4vD/F6vRbvyijJ91AfDrW8+0vjGG3Cn6mGV01U0nDpKguj99DPw9eAatB1+R4A2VjUwiBVf8330CkW9b0B0zj/KDAN9DeOjxkSPqic/8fBpgz/9aSW7gkaGa2vVf1nRI3we/bJMGruT4PFIhlVYUIvVP0MtWnSl16nTm/QIOvr5XFTzkjN+Wq1kihCpzf0KIj3gRENYuL7gGmgv3Go3hQfWvVhUz1Hm80Gj8cjc/dY0acbAN1o6wbvaxpnQu8NTXDCttoeVU/kPSZKUHsxf0moPLJOHek0h1q9yFmS3IBUZQnfQ10rjTN5ahPfJ0wD/R1ANzLqQ6l6Y7vdDuv1Wno0z+dzrFYrMfBsdkQO04ij/ZqelhHfzJ+TtlmtVlgsFliv13Lcm80G6/VaPEyXy/WgN240XutLQfXuCSNKZrvdSue86XSK1Wolr6cXrdNY6rq4eZla7e8bpoH+xsEHlp6iblj4YG42G0wmE5kuDUDGSvn9/g96E/NvdSP9NTlaI6UJj5czCbm+6XSK+XwOi8WCwWCAwWCA2WyGzWYjf6/++5CK5UtCp2Z0D5jGeT6fYzAYoFqt4v7+HvV6HaPRCHa7XTYo4MME7reyThOfB6aB/sbBh1jt10xdMr0sTvno9/vodDqwWCxYr9fSZS0ej39gqFXvip/xNR9mnZuloSK3Ph6P0Ww2ZQTVcDjEYrHAbrdDs9lEpVJBvV5HJBIBALjdbmngpA8GAL5+Ek1PDqrrnc/nGA6HqFQqMiSg3W5js9nA4XBgOBxiMBjAbrfLRHUO/+V7fe31mfg8MA30Nw49479arTCbzTAejzEejzEYDHBzc4NSqYR2u41+v4/dbife5Gg0kpFMyWQSoVAIHo9HOOpvrYhEDe+HwyHG4zH6/b4Y4devX+Pu7g6TyURe3+v18O7dOwSDQcxmM5meHQgEEIlEZGP61gwYN6T1eo3lconhcIh+v49ut4tWq4VqtYo3b96g0WhgsVhIt8D7+3vYbDakUimZxh4MBuF2uz+YZv4trNPEp8M00N846O3S25pOp2i1WqjVaqjX66jVanjz5g3a7baMntput6jX67i7u8Ovv/6KbDaL09NT/Pzzz/jnP/+JQCAAAPD5fHA4HPJZXzv0p3FeLpfo9/uoVquoVCoolUoyabvdbmM6nWK9XstU8M1mg9vbWywWC7x+/RqFQgGvXr1CJpPB6empjN5S1/q1jJdOJe12O8znc7TbbZTLZdzf3+P29havX7/GcDhEs9nEer2WWYnL5RL7/R7v3r1DsVjEyckJ0uk0CoUCkskk3G73waZrGunvG6aBfkYYqQnURJCa2NGLLFSveb1eYzweS2jbaDRQLpdRrVbR6XSwWq0QDofh8/mwWCzEw55MJhgMBgAgsrvFYoF0Oi2DTWnkaLyOFXcQqgZZbbkJGI+VopJANY7675kA45TwTqcj67y/v8fd3R1qtRoGgwE2m41M4XY6nRItLJdLrFYrNJtNmbTdarUkyqBH7fF44PF4hALRjZeuSeZ1YBUjrw+TskZUkfq36vuq653P55jNZhiNRuj1esI1V6tV2XjX6zXcbjei0SgCgQB8Pp/MUhwMBnJMs9lMaKBgMCjzH9Xrql9Do/vzmEbbKPdh4svANNDPAL0lpZ6Yo0FWS7dp+FS+lA9fr9dDrVbD3d0dms0mut0uJpMJNpsNvF6vTM52u90AIB5orVZDq9XCaDRCtVpFq9XC9fU1crkcXr58icvLSxSLRcTjcfj9fjidTkONMflu3ZunBExVl9BoU6tLNQHfS5XPcfOZz+fo9Xqo1+viMddqNTSbTfT7fSyXSwnpE4kEkskkkskkAoEAdrudGPNGo4Fer4fJZILXr1/j9vYWV1dXyOfzKBaLKBQKyOVySKfTcp7VDUVVeajHqvO7eltVrl09d0ZFMgBksyWFQa+5Uqmg0+lgOp1iv98jGo3C7/cjmUwinU4jFouJB93v9zEYDDCdTlEqldBsNnFzc4NoNIpUKiWUlnpd1fuSa1SPHcBBElmX7HHtppH+sjAN9DPCSHFBGGXf+QCRg53NZuj3+6jX6zJZut1uY7FYyJTtVCqFZDKJ09NThEIhOBwObDYb9Pt9lEol3NzciAc6Go3Es+b7T6dT5HI58TA51ZpGSX8gVcPK/+sVbUZSNr3Kj1QGFRilUgnlclkMdKPRwGg0wn6/RzgcRiaTQTabxeXlJVKplPCv+/1e1sp1NptNtNttDAYDSZxyEnmv18NoNEIikUAoFILP54PL5ZJkm36d1Ot1zJM06smhng9yzFRmtFotlMtl3N3doVQqoVqtot/vY7vdwul0IhKJ4PT0FKlUCicnJ8jlcojFYnA6nZhOp2g0Gmg2m6hWq0L5DAYDdLtd9Pv9g+tMDp5rZLL5oSIl/d7VPW7TSH85mAb6GWD0IOvelOpZ0vOkYmEymaDX62EwGKDdbotnOJ1O4XK5EAwGEQqFkEgkxFPK5XIIBoNioPlghsNhxONxVCoVNBoN9Pt9bDYb4TZ7vR4qlQpSqRQymQwSiQRisZh4Xmplnhq206vW+1GQ/lALRtS1A394kc1mE7e3t+JJtlotDAYDjEYjbLdbRCIRRCIRZLNZGUZ7enqKSCQiyU4acL/fj2g0ikKhgHq9jlKphFarhW63i+VyiUqlguFwKFSCOuA2kUggEokcVPWpG4++Rt2w6YZLVaNsNhvM53Px8OktV6tVNJtNjMdjbDYbeDyeg2tKA53NZuV6sJQ/EAggHA4jFAqh2Wyi0+mg3+9jvV5jMBhguVwKbRKNRpFMJpFIJBCPxxEKhT6Y4K5vKiat8e3ANNDPACPDrHpZOse82WywXC7FE2q326jVauh2u2g2mzJFOhAIIJlMitcci8UQCoXg9Xrh8XiEothsNrBYLHC73UilUri4uECn00G9Xsft7S1qtRoajQbq9ToajQaur68Rj8dxfn6OYrGIs7MzpNNpBAIBBAKBow/psf7IXLdaUs2fMUQvl8t48+YN/ud//gd3d3dotVqYz+ew2+0IBALI5/M4PT0VaiKdTiMSiSAYDIonSINqt9uF6pnP5+h0OsLRU0PcarVwf3+Pm5sbXF1dIZVK4Z///KdQRXa7HT6fT45X3ZjUjYjrUK+lWrVH+orXdj6fo9ls4urqCu/evcOvv/6KSqUiBjUUCiGdTiObzR5QMNw0uFHyszwej2zSyWRS7pd6vX4QJdTrdTgcDgQCARSLRZyfnwst5fV6P9iEAHwQCenX1DTWXx6mgX4GqB6jUbKFP1+tVlgulwfJona7LV7RaDQSPTP5yEKhgGw2i3g8jmAwCJfLJeXPfH8+mDSui8UC8Xgc0WgUoVAIkUgEXq9XEm/kM8kFj0YjDAYD8eY8Hg9sNpt8FvteUH+r6pbJq3ONHIu1XC4xHo/R7XZRrVZxe3uLd+/e4ebmBu12WyoAo9EoisUiLi8vhSPPZDJyzCq3rcLr9SIYDErCNB6PI5PJIBaL4ebmBk6nE5vNBt1uF71eD+v1GjabTc79aDRCKpWC3+8XQ00ZopobUBOjFotFtNYWyx/tQZkEHI/H6HQ6uLu7w+vXr/H+/XvUajWMx2Px/AuFAi4uLnB2doaTkxPk83lEo1E4nU74/X5DRQa5/0gkIhFUKBSShK/VakW328VisZAeHsvlEsvlEpPJRLhpj8cja1TLx/V72TTMXw+mgX4G6H0k9F4IqgHv9/u4v79HqVRCvV7HcDjEer2G0+mEz+dDKpVCOp0WA8TqQI/HI1l8Vs/pvShosO12Ozwej/DM6XQa5+fnaLVaqNfrohzg9zc3N+LB/vLLLygWi4hEIpJsAiCG2YhDV7FcLtHpdNDpdEQux7WORiPsdjvEYjHkcjnk83lkMhkUi0Wk02lRJHi93oNEo7oJ6Ou2WCyi0vB6vQiFQigUCnj58qUk5Or1Osbj8UGCrVgs4uLiAhcXF8jn84jH42K0WCavVmOqRo3f0ziTU7++vsb19bV85nA4hM/nw8nJiUgAT09PJTogdeN2u+Wa8n6id67STVarFW63G5FIBDabTbjrXq+HVqsl1FitVsO7d+/Qbrdxd3eHQqEg8kNuBmqvF91QG0VIJr4MTAP9DFB7EateMz1JysAWiwVKpRKurq5QKpXQ7/ex3+8RCoUQj8eRTCaFF/Z6veL16GoLnePl5/I1DN/dbrdwu6lUStQPsVgMLpcL79+/R7PZPPDop9MphsPhgdfucDjEM9P7gqzXayk5p8yP/CsTlo1GA7PZDA6HQ/jRly9f4uzsTJKBoVDowBiSN9VlicAh56smwcLhsFAf+XweJycnKBQKuLq6QqVSwd3dnRhqJhM7nQ6azabIEIPBIPx+v2ivaSTpMU+nU/R6PSwWC5EJMkK4vr5GuVyWBKDX6xXtMiOEXC6HQCAgfD83Pp0G0zlhVebodDqFk6auWqV59vu9SDR1CWYmk0E0GpUoyel0SsGLzqmbBvrLwzTQzwAjDpqSOSoLaBDIBY/HYzgcDlEssPAgFoshEAiIrpU6WNUg6x3cVIWI6s07nU7s93u4XC643W6pKPT7/fD7/QgGgyiXy6IMqNVqUkSRzWaRz+claUUjTc8OgGiSm80mBoOB6HnL5bLQN/Sayb2+ePFCDGcqlRJD43K55D0J9XujXsj6OXA6nXA6nQfrDIVCCAaD4qFXq1XZiG5ubtDpdESKSE64UChgNpsJX83ryaIhUi+NRgO1Wg2lUkkoquVyCa/XK8m6n376SZQZ5PlV1Yx6D+l6ea5T3ZhUmoVrpw7a7XZLNSXzDoPBAJ1OB5PJBNVqVSI0bpQ+nw8APqhKNPF1YBroT4Sq5SV0b5bd5djPl6Fnu91Gu91GpVKRIgOv14tEIoFCoYBisShFJF6vVwyzkTJC52ONFAZqb2G+xuFwSLGHz+dDOBxGIpGQROLt7a2EyVQ/1Go1nJycCOXBxOZisRCOWX393d2dqBbYVY+0DXlmUig0yvQiebxGk1F0vbJ6TdQwXTfWpHoCgYBIC3mMLJWnwqJcLqNcLuP09BTj8RhWqxWdTgfj8VjWOxwOcX9/j8VigdFoJDK/VquF/X4vhjmbzeLs7Az5fB6vXr1CIpGA3++Xqr9j8jyjKEylkYz4cZ4zGv5gMCibAVsCUEvP61ur1ZDP53F+fo5YLIbNZnOQ3zCSTR57Hkx8XpgG+hOhjlUiJ0qJG/D7Q0Wd73Q6xXQ6RbvdRqvVkmIKVooxcUcZWbFYRCAQ+OAB5Puqk0TUn+ugd0XwWFVe1el0HvQapgcbCoVwd3eHarUqNIcqAYxEIrBYLGKUGRUwudZoNFCpVNDtdrFarQ6ig9PTU5yfn+P8/BwnJyeIx+MPVrwde/B1g6GfF9UD5fszhGdYHw6HEYvFEA6HReHCpOF2uxW6JhAICF3T7XYxHo8xnU7x+vVr1Go1ub7z+RwAJEKgKubi4gLZbBa5XE7ohGN9UI7lLgDjak11/SpIbS0WC9mgWDJOb3q9XqPdbmO5XErfllQqhUgkgnA4LIlHlVbToUtITXw+WPY6eWniUdhsNgdVdcDvD8RsNoPdbsd2u5V+ErVaTSRQ0+kUu90OLpcLhUJBDAQlZFQRqD2NPxdUg6XTJOQuWYKscse1Wu3A2KpKDnrOk8kE+/1elAfUdDudTmQyGWQyGVxcXKBYLCKZTEqyk/TNczRtOqaeYdk7G08Nh0Ohm+7u7sQT7vf7mM/n2O128Hg8wjmzEGS9Xou6xOPxwOfzIRAIHGy0qs6aeQA1uage63MaNxrg4XAoTZl4XVltut1uEQgEEIvFZCNlpSkjObXt7UPn2cTngWmgPxGUaelcYb/fPyjPZgEGexe7XC74fD5EIhHk83kkEgmpalNVEoSRt/xnoNIdOmetVjIyhGfBw/X1tVT4UWtrtVoxm82EpmEk4ff7peAlk8ng8vISJycnuLi4QCqVkp4SqvpC1R1/ThgZPpX6obFmlR8pnuvra0lodjodWSMrAlerFSwWixg0FvqwjP709PRAHkgpnpoAPFYc8rlBWSAVPyyvZ6EQryvv3e12i1AohFwuh7OzM5yenoqyRaVl9PNpGujPD5Pi+EToIZ2aCLy5ucG7d++k+9pmsxEpWSqVkgKTYDAo7SLZvEfll9Wk2Oc8ZvW41f8zIqC+2WazSTKRniG55evra9FRTyYTaRwEQCr6fv75Z5yenkoCMB6Pw+PxyHvz81RJ2eeGbkj4M37pQ1nVIpBisYhyuYzffvsNNzc3Uh7PVqekpi4uLvDTTz/h/PxcCk7YS8Ptdhu2OtWN80PX5s+CdJy6VnW98XhcOOnb21tRf7BrYrfbhcViEV7a5Ju/HEwD/RnBbnGlUgn/+te/cH19jclkIoUmPp9PKgHD4bAUCpAfVRvuEM/xIBzzfngMNCCsYFOLX3w+HywWi/SEoFepGjufz3eQ8GQhBWkbI8/9OegcI+NsdB547EyqkaflkIPJZILhcChJUZ4TctjZbBYXFxd48eKFNHQilWFECRh59M8J1Wvn/+12u5SPM0nMtXLjZbvT/X6Pk5MTnJ+fy/XXz6++AZn4PDAN9GcCPV6qNVj8Qa0qO5CNx+OD6SYM9YEPC1w+981uZBh0hcextZGzVfXPqgSM5dGUe5Hm8fv9AP4wCiyweY4I4SEYrdFozbyG1Kuv12vpk0Gag+/FDXa324l3PZvNpJmVzjE/p5f8EHRJol70w2rWyWRy0EiLmxKpj8Vigc1mc1AUZOJ5YRroJ+Ihrk3lM5fLpVR6ORwO9Pt93N7eYrPZYDgcSrJQncDN9weebzag6inrTYDUBCK5ysVigXa7LRtOo9GQPtQWiwU+n0+8RMoBl8slbm9vMZ1OUalUUCwWcXp6iouLCySTSXi9XjkGVU73HOtUDYkRrcAvXjdOb+F6u90uZrMZPB6PNFQKBALYbDaSM2i323j79i3G4zGy2SzG47Hwz9QVq8ei6tTVe+m5DB43Q92oTiYT0aqzb0m5XJYiIiarmRxcrVYydkvnnc1U1vPANNBPgH5TGlEF/HK5XEin00in03C5XJhOp9hsNqjValLVNRqNEIvFhAKgoTYa8PpcUNUErHSkR8UhAewPohZeZDIZAL8XRUynUwBAMBhENBrFfr/HYrGQAhBWJo7HY2mdScqHRRXPsVYj+ReNlTolfD6fC43RarVEJzwej7Hb7aRBEwt8FouFbCperxdWq1WoAcryut2uVOkFg0ExdsCHVNZze6RWq1X6cTAKIkXFLofNZlPojHw+j2QyKT1LuH69OdZD5930rj8PTAP9iXiI3ySX6Xa78dNPPyEcDkuRA2fOTSYTlMtlxGIx6WbGRFo4HBa+VvW4/ixUSoO8K8GJHOPxWFqcsl3nbDbDbrc7KLxgBzi3243BYACLxYJCoYB//OMfcDqdB21S1WEBLF9nVSL7QeiNgT7Xeo30uTTQLGenUWYPac7/44aTy+WwWCxEJz2fz4W7TSaT2O126PV6kmhj57x4PC7qDpbKs2e3juc0aPv9710Eu92ubLaUf7I9qc1mQyKREE59sVjg+voa9XrdsDe46TF/GZgG+onQHyQ1dFQbvnu9XsTjcVxeXiIajSKdTqPT6aBSqaDZbGIymaDf74s3zQGp5DHV8JKd44yoFRohvUeFGk7rsjq+x3a7Fc9qOp1KX2G252TBhsVikbLhQqGAWCwmr5/P5xLuJ5NJ/Pzzz/D7/Wg0GggGg6hUKqhUKhiNRtKEnx302DmPzYLYa4SeJoCDgg59JBjXr4bZalMh/pwd9SwWixSf8PObzaasV9WoB4NBMaz5fF50z+TX7XY7wuEwcrkcHA4H2u02bm9vZVNSFR9q7wsOGuA6jSr1uJEeK7rhudAjOX0oAvMG7BGitphlocput4Pb7Za1JBIJnJycYD6fy+AIqot0iaDRpmJ6zp8XpoF+Ao4lmlRjqMrGWCXIZunRaFRKqjl7b7FYYDqd4u7uDt1uF5VKRcY6RaNRqXJjX4ljD4CegDrm4aiGnMUL3W5Xxk21220Mh0MxuqFQSKoLU6mUNPdpNpvCP1MB4XK5EIvFpEydGuFEIiGe5Xw+x3A4lJ4d9Xpd+h9T4ZJIJKTa7iGoEYFuzFgxSZDOGI1GqFQq0nOk2+1iNBphs9kgEAjIdYrH4/J9LBaTpKDL5ZJug1xfKBSSuYHxeFwqC9nZjptZOByWvhfsfREIBA4M4LHchjqWSr/GupqCSUtuhnQKms0mer2eGF/KPCORCJLJpDSpSqfT8nfcLPXci2mIvwxMA/0MoGdKb4/NesLhsIynGg6HMp6JFECr1cLd3Z3oiNl6c7PZSJUaS26BPx4Stork9+q/wIdDA5i5H41GaDabuL+/l7aYvV4PNptNDBO7r9FIU5XBoaU0huyFbLPZROMdjUaRz+eF1mF/i2q1KhsU6QAa/5OTE6xWKySTyQPNNFURuiFWe2/QUKueJPuhLBYLMTpv377F7e2t9Ey22+2IxWLIZrN4+fIlstnswWAAHgc3tcViId6k3++XTYjeJ+kdNigaDofodruw2+2oVCrS15stP2mk9ZamvG4sNDmWl1DXqo4So6f873//WwY/bDYb+P1+oV7UKTp0BDwej5Ssq/23j20gJp4PpoF+BuieBqdYOBwORKNRbDYbTCaTg4ffZrNJF7l+vy/DUNl9jN3QIpHIQS8HtdJQT4TRw1KN6Ha7lUnXbK1ZrVbRaDSwXq+l4xs3h/PzcxQKBZGU2e12KfdWDYZqFMlN+3w+RKNRZDIZjMdjKdIJBAK4v78/6JrHRCINNyvXKEmkBls1GLokkf/SULMMfTweC9dcq9XEw7VYLDI+iqXN7NXs9XrlPPL68DyqDftdLpcUpLBNLCMC9rKo1WrSQY59WEg5cFpMOByW/hcsK1eNtHpPqVQOKRxVKscpKxz8UK/XMZ1OYbVaEYlEZK3sv82kLT159ZrSs9evt4kvA9NAPwNUTwj4IynFZIvNZoPH45GWoicnJ8KHspMa+yf/z//8j5RMv3jxApeXl8hms/IgG5WCH3uoV6sVyuWyNOYnnUGP8OTkRNpPsn8ECxho4Enh6Bl9tWybRozHwCpJFkfkcjkZ03R7e4tKpYJarYbb21tYLBaEw2FcXFxIj+iTkxPZzJicpFetQ9X2drtdkZDRSNJQMZqJx+OIxWIH1Z2qqkI1Vuo6VV5cXS+vLbnmYrEoiVKWVjebTZRKJfz666+Ix+PSuJ8d79SKS65RpzFUzp0JXtJUlAeSZvH7/chkMrJ5pFIpUQ1RSaP2lyZXDxy2GuAaTXw5mAb6GaDK7fh/1aNmoyFym6vVSjhPKjiYoOGDN5vNJJnX7/el45g6uoiGi5+lzjqkF1kul0VGxjCWQ2jz+Tzy+bxUOrrdbklQ8oHlFBc19DbysnRttV5lmMvlkM1mRQdOwz8ajVCv16VfBPtn93o9mSzDL9I9/FtKBHmO2E6Tkrnlcim8OikNcsLhcPhg/NMxCSULblSjxXNDDxSAzJBMJBJIpVLCa/P3VJF0u11JPI5GI3Q6HWQyGaTTaTGeTCbyWEihcegDhwZwKg6TlNSpc42qaoYFNtwE9KpOo1am6/X6g2k2Jp4XpoF+BuiaaKOCBBotaqb5f5fLJeOtcrmcGJj5fC69Pd6/fy8Tn9lAn/P0OJNutVpJqS650E6nIzykw+EQz5GzCrlB0Ds34rNV6Z/Oc/P3x/6lcVPVKfRmE4mE8NP1el3Wy/4QbETEXtk0epwSw/l/HAzA5j/s5cwGTjSU4XBYNiaO1jpW0PKQvIwGXVU36Dp2Rk4sWkqlUuLVs0qPa725uZE+INzI1GTier2W9rW9Xg+dTkcoDc6wtNvtsumwrwj7hrB4hslE/b406jmuOhomvixMA/1MeOhm1h989aFmD4hoNIqTkxOp8KLygMZWrXSjLjkajYqhmU6nqNfr0oyeySpOM2FoTUNA4+5wOCQ5pipSVO6XX0ZDBPT1GZ0HRhDUBCcSCdFGc5ZfqVQ6KBqp1Wq4v79Hs9lEoVCQkuRgMCjDYFl0QQ039b3xeByJRAKnp6dSKEN6iHSUkTRRL0U3MlqqTp30gFFpNRtisUtcoVBAqVTC3d2dDAtgoph0SCaTwWg0wmw2k7Fnm81G2gbU63WZXjMajWC1WhEMBmXzZqGMz+eTAihO1eF1UBOtPGa18912u5XNRi9fN/H8MA30M0FN8OjeNPBh2S+9aXpa1KYySUbtLPXJq9UKjUZDhrIOBgNJ9litVozHY5nuMRqNsFgsxDvn0NizszPhs1XtMY+PUGVeRg+1uh6V2jCSJPLckA5xuVzisXNzogKEdAwrGJnsoqdcr9cRDAax3+8xGo2ksGY8HovyhW1duRkx0tDlamrijz9X/z22Hv5M1Wjr94DFYhGZJOWHHDMWCAQQCoXEKLMHdaVSwXQ6xWQyQbvdFt7YarVKX+d+v4/pdCp9nCmXI0XCRKW+Dv1flb7RFT/qWkwVx5eHaaCfAUYPswre7Gz6rxo0hsxUfXD6x8nJCX7++Wfpi8FpJ3d3d3j37h3+/e9/S0jrdDpFBwsAgUAAqVQKyWQS5+fnMpCWhlGvFFN5ZVa96cUhqoelapHJz+qGSh3HpP6OCUd68JFIBLlcDj/99BNarRYqlYr0LG6327i/v0en08H9/b1MN1f7mLCX8YsXL2RYLAthOOILOEx42Wy2g+o+dRDuQ8UYaoJQLxTSh66qm5rD4ZD+3/F4HK9evRIZYqlUQrlcRqVSERni27dv4ff7ZcO2WCxYrVbikYfDYfGaqfJxOBxwuVzSH8bouujr4fdG11FXBpn4Mnh2A61e0L/K7qvf8EYPBY3fsXPCh4NNa1jE0e12RRLlcDhERzwcDjEajeB2u8VDZGMfGvjLy0ucnZ2JBE5PPqnHq2pw1eQXf8+GOeSVmTzUJ32r6zGC+t6cjxiLxbBYLESjy42nXC4D+H06CCkBFomQMmHf6pcvXyKZTCKXyyESiXwQIejXSL82RtdL97bVhCLPi9E61d/ToyYPH4lEsN/vZWhDJBIRbp0Jv8lkIgNqA4EAzs7O4PV6xWNOpVKiCNILfGhwj91nRvy6Tneo1Ymmgf6yMD3or4iPbVh6Qo6NechpFgoF9Ho93N3dSeEFpV7xeBy5XE5kW/Sa2eaUigXAOBmmcrCPfSg/9QHWNc3kqIPBoPS8SKVS6HQ6ePXqFer1Ot69e4dOpwO32y0cNjXM6jgtbmb6uf6czsJT3kvfsLl2Dg1mA/1cLof7+3u5rpRDulwu4ZfT6bToysPhsMjlPsc6/yrO1LeOL2qg9YfXvAk+DtWboRqBvC07ziUSCXntYrFAIBBAJpPBL7/8gsvLS4RCIXg8Hukap8rhvlXPiF6mw+GA3+9HMpnEbDZDPp/H1dXVgcY3l8uJRjyTyUgJuh6mG3HmX2ttPAaVEmHXu0QiIR3lgsGgUDy9Xg8+nw+ZTAavXr0SPp3RlJqUPUbPmPi+YHrQ3wHUB4+TuNWJH+v1GqlUCpPJBPP5XKRV1PnS81YrxdT3NNJrf401qt+rShEmNwOBABwOB6bTKeLxOAaDAcLhsEzOpvesDqE12nhoGL9G0stoeoyaSFS5bIvl98nw7FW9Xq+lZQBlhkbFOiZ+HHwVD1rPKJs7/XHoXp9KR9BYs9yYYS7Lhr1e70F4Ty9cfW+ja/I1roeRbE3lPvk7NvfhGllwoqoz9IjA6BzqGuAvBd3DNTrvKicfDodlZuB0OpXCJI7UYuGISofpyUlTGvf94otvv3/FpOHnApNxKldL79LpdEohBD1rj8cjmmYAB56ZKiP7Fh5gtU0o8GGijtw6uWmqXCjVY+EL1Ri6JpnvAXw8cfacMEoi6koJVZPNhC45dZ/PJ8ZZvRf0zYbJzO12+2AXRBPfNr5KfKQbadOTPo6PbWiqikKVv7GMVzVS/L1ecGKk9f3S10I3MKrUTz2+1Wp1MA2FMxLZ85lGW/073egZJQ2/NNRzrUc1TAqz//R6vZZ16v0w9A3ISDJn4vvFV/Ogv/YD8j2CvKkaptNQ8Xv1YWZzI1Wr/JC3/DWviZHHrHLF6nr5ehpies6qN8l/j3HQX/v+U4tB1LwAcHgd2HR/sVhguVzC4/F80FFPf1++h1Fy1MT3ha+q4jCN9cfxkHdL7bHRAFjgj2IMo4f2mLf8rVwL1bunMeOGo+qR1TUe0+saUR1fK0l47Jh048xrqkstjdp+Ghnpb2ETMvHn8VUoDiNv4Xu7mY55LvprdBrhU6CGwrrh0nsjGyWK+POnhrvH1njMK33ob58Ko3PGtenFEx/rsnaMPnkK1Nd/DkniQ/eEngymZFDNQej3wufAsY3tMe+v89/f2/P8reLZDbTRTv/QjWV0cT+Hp/05DMixB1P16nQY8bzHcOx80BDr0rFjG4DuMfPY1HP71PXrBkrt1fAx1cTH1mj0cyMulbysOv5JVW2omueHqBy93PxjUA3mQ5vU58Kxa2qURDQ6n596b+vXUW05qt5DD32G6b1/Xnz99P03imNeov5w6N4M8McDxrCcfDAfLrX50J89xuc0FB97b33d+vqe+/i+FIwMpb5J/khQaSW1bP+Y8uVHuMbfKr4LlftDu/XH/uZTQ9lj3sJDRkfnDfkznX74lBv6cxm7PxPaq1B5cN3TUn9vFA19jwZNpxaMNuXvGVwTJZmqFl3vrWJ6yV8O36SBfmy4rHqhx8J8o/dVOdvHHgeh0gz6JsAbV500ovLFz+VRPuU9P/W1+jk7Fm7r1ITRRve9Pdw6xXHMo/6e1mQEPQIEDvtDG0VFpvf8vPhmKY6PJaSMDN5DN4vR6x7ilPXXG20OuvHR2zPSI6HuVjdqj4H+uuc09A99rv5z3TAZPdT6Or/XB1uPjPS1/ghUzrFrdiyH8r2v93vBN2mgH2NojR4Ko3D6KQ+P0WuNPsOIh1SNMeVQ/L9uuJ+Kx24kXwpGw2KNSow/dj6/l4fciNrQ1/29e8/Ah9dGvafV4bEfi05NfD58sxTHQzSEnqB5yKs5pm449jsdH+MZ9c9kpZ6eUFF7BX/qTaw/QM/5MBipUtTzquuIjUJhld7Rz7XukX3LD7ZqhNX1Aw8rkr4nqPkRNTrkz40GEBjRV/r3Jv4cvlkDDTx8oVUDYCSZOnbzPPQ5emhn9K9qXHTaYjqdynip+XyO8XiM4XCIyWQCt9t9MIhV/7zH4iHv5TF46sNjFJWoFYzL5RLz+Ry73Q6TyURmBaqd2Y5tlt/Lg7zf/661ns1mmEwmGI/H2G63mE6nWC6XBw38v3fwunIw7XQ6hcPhwGQywWg0kkEP30v0873jmzTQj8FTPZePeZ9GN5zR++sGe7fbiaEaDofo9XoYDAbo9XqwWq1oNpsIh8Nwu93SfY5/92cf6C9BcRglX/nF9Xa7XZlo0uv1MB6PpfRabYf5PRllYrvdYjKZyDXtdDoyyNXv96Pf7yMUCsFut8Pj8Xztw/1T2O/3WCwWmEwm6Ha7MrTX6XSi0WggHA4jFArB5/PJ6008L77oyKvH4hitoYdVD1U5GWWkjQZhqt8bJUeMvHB6VPQW6S23Wi20222Znr1er1EqleBwOLDZbGSoq8vlEl7P6XR+0Dxf/+xjJcEqrWJ03vT18W82m80Bj6pGAXytem7ZlGi5XGI6naLf76PT6WA+n0ty1GKxyHrtdjvS6TSi0Sj8fr+0RFWLStSQmrTQMQnip1b+qetX16eeb/VcspQcANbrtUREk8kENzc3Mhl9MplgtVrB5XLh+voaVqsVs9kMXq9XOu3p55Hr5GcfU78cizaObcZ8X3LGetRyrKSdv2OTKV7bwWCATqeDm5sb9Pt9+V2pVILX64XL5cJisYDf75cZj2oiXD/fOkd/bDalCWN8kx70Q5yv/prH4GNUBg2uarQe8rDX6zXG4zE6nQ663S76/b54WMPhEA6HA+FwGBaLBZVKBZPJBLVaDYlEAqlUSubscQCo6k0bee0qJ081wTF+8GORhb7R6V+60dztdpjNZhiNRuj1emi1Wmg0Gmi321gul/D5fAcb4PX1NQaDgQypTSaTiMfjMi+QnrV6vB+rVDPiwz92vY/RVapBA/DBJrXZbLBYLNDtdlGr1VCv19Hv99FoNNBoNDCbzbDdbrFYLNBut/Hvf/8b/X4fiUQCiUQCuVwOmUzmYBgv33u1Wh300tD5e/04PwYjfp/X4SGjTmw2G4xGI4xGI/T7fbRaLXQ6HTQaDfme/U6azSYsFgsGgwHi8ThisRjS6TSSyaT0HjcyuGz7qt4j32Mk9bXwTRroj+EpF5de07FSaUL1bnSoE6zpObdaLXmAe70eptMp1us1ACCZTMrNz/C4VqshGo0in8+jUCggk8nIg+x2uz/wRNRkjW501TWRRnjMOVE9Kp4DNaqg2kRtbblcLjEYDMQw0zhPJhM4nU5kMhk5R3wtH/ZYLCazAhOJhMxEJD9tNGX62Ob8KQU+6qajGmIaHdVg0zBPJhN0Oh1UKhXc39+jVquh0+lIibnb7YbX65Vz2Wg00O12ZRr5eDzGarVCIpE4iJa4Jv2YeO54XdTN6jHr43VT16ve36rnqhru7XaL0WiEZrMp17ZarYrDsVgsAAChUEjep91uo9/vw+v1IhaLIZ/P4/z8XAbzclM6NlJNzRmZBvpxeFYD/Wc4Kj3E+zM4FkbyQbFY/hg3pP6eN9hisZCEX7/fR7/fR7PZRL/fx3Q6labo4XAYPp8PXq8Xm81GOFoa8H6/j+12K3RIt9tFPB5HKpVCLBaTxuq6EaEB5r9qB7fHeErqedztdh/Mr+M54ueq6+12u2i32/JwLpdLWCwWxGIxBINB+P1+uN1ubDYb9Ho9VKtV9Pt9oX+YOKTHFY/HEQ6HDwYKqP2bjaIHHudj7wOVPlE9U/49pZCkoSaTiay12WyKB9nr9TCbzbBer+H3+xEKhWToLpPCg8EA4/EYvV5PNuVer4d8Po9MJoNYLIZQKASv1wuPx/NBLkS/R58CfaPmNVSjMV5TtqFlUnc0GqHVaqFer6PdbqPb7cpGBADxeByRSAShUAhWqxXj8RiDwQDz+RyLxQKNRkMooHa7jUQigWg0ikgkAr/fL9N89AnjetRg0hwP41kMtP4gfcoD9rH3fOzNbPTg8+ZQX8MbiTcz8PuDTE+jXq/j7u4O19fXaDQa6PV6sNlsiEQiyGQyMv+PngQALJdLeRDK5TKq1SparRZKpRJ2ux3S6TRevHiBv//977BYLHA4HHC5XAAgOmoj/lXvCb3ZbB51Lj4Gzr7j8VYqFdze3qLVamE2m8HpdCKRSODk5ASFQkGmZ7tcLux2OwwGAzSbTdTrdfG0a7Ua3r9/D6/Xi3Q6jbOzM1xcXODk5ASpVEo2JfLoKkcL/Dn5FvlxldZQaazFYiH0xf39PW5ubnB7eyuhvdfrRTQaxYsXL4SeikQicDqdB/dFs9mUa1utVvH69Wtks1kZZMu1ktLSOX91g9LvzYegRlm8J3SahANpAUgiu1wu4/3797i5uUGz2cR0OoXVakU4HEYmk0Eul0M2m0UikUAwGITFYsFoNEKn00Gz2UStVkOj0ZBp8oFAAMlkEsViEefn5ygWixJB0PHRufXP0Yvmr4DPbqCPGec/+36f433U5IxOHdBAqA3SF4sFRqMRarWa3JT0rBaLBcLhsNAWJycnyGazCIVCYmSZaIpGowgEAiKz2263GA6HaLfbcDgckmTKZrMyV5BeiOrVr9frA/5STdA9BurryYkySbRer4VHr1QqqFQqksVfLpcySTybzeLk5AQnJyeIxWLweDwyGy8SiSAej8s0aqfTifV6LZHEfD4Xr6vf7yOXyyEej8soJ07xplHlMT+V3lAr/9TCEm5As9kM8/kcg8EA7XYb1WoV9/f3EuKv12sEAgEJ41+8eIF0Oo1MJoNQKCQe9GQyQSgUQigUknFjjUYD/X4f9XodFotF7oHBYIBoNCrjyRwOxweDBtTN+DHX1CjRxvtit9thuVxiNpthuVx+QN3c3d1JHsFqtSIajaJQKODk5AQXFxdIp9MIBoNyL8/nc0n80jter9fieY/HY0wmE5k0z+iB9zO9ad7vJsXxOHw2A30sw/wp0BNGf8Y4GzV6AQ4VIKrXst1uMZvN0Gw2US6XUSqVUKvV0O12sd1u4XK5ZGhpLpdDoVBANpuVRBg1oqq3QLWGz+dDJBJBOp2W8HI6neLq6gqNRgOJREK4aXprNOxGx6yer8eeV9Xgc630fGmkWq0WJpMJ9vs93G43stkskskk0um0fFGhQdqFnhrnA9rtdhlkG4vF0O120ev1hLO9vr5GMpnE6ekpcrkcLi4ukEwmDxr26Gt7rNelhvuq17zb7TAej1Eul1Gv12XTZYi/Xq/h8Xjkup6cnCCTyUhSl4aYGwanpHs8HkSjUeRyOfHEqYaYzWZotVpIpVKIx+PI5/OIxWKIRqMHWnHVw3/K9TS6H4DfHY3ZbIZ+v4/379/LplutVsXB8Hg8krTOZrM4PT2V68t7WaUAuQn5fD65rtVqVeg+Pifv379HNptFLpdDsViUNTOCMI3z4/FsHPTn9qRVPPUCGyVOaFT4tVwusVqtJAF4d3eHq6sr3N3dYTQaYbvdIhAIIB6PS6jOUC4QCAiXqh4jDZbD4YDH40EgEEA4HEYikUC9XofNZsNgMMBoNMJ4PBY1yHg8xnQ6lWx5NBqVBAwfGHpbTwkV9/u9eMzkmXu9Hmq1Gm5vb3F7eyvcosvlQjweR6FQECOaTCaFT6UnRFitVvF+6SlFo1Gk02mkUilUKhXc3d2hXq9jOByK90pen9x3OBwW79tut8vnqOOuPgYaZBZd8N/hcIhqtYqrqyuUSiWUSiX0+32sVisAQDAYlDD98vISxWIR0Wj0wNsFIMdht9sRDofh8XiQTCaRy+XEw7y7u0Oz2cRoNMJ0OkWv10MgEMBoNEImk5HzwrXSG9YlgI+5pnw9IyHex51OB61WC//zP/8jm1K/3wfwe/Ivk8ng9PQUhUIB+XweuVxOIjc1J8P8BzdPTo5PJBJIp9NCdVSrVaG1Go0G6vU6ut0uRqPRAc2jykxNY/0wvigH/RTonoHuXTzFy1DfR5dVkc4YDAaSJKrVauJtDAYDuFwuRKNRZDIZFAoFMVqJRELCN9Xgq0oMhuvq5GmPxwOfzwer1Sq83mAwwHK5FH1xp9NBOByWBz+ZTCIajSIYDH6QtX8sdrudJIj4ufV6HdVqFbVaDYPBAKvVCn6/H4lEAoVCARcXFygUCkgkEh94kOq55bVR9d2hUEhCXE6lTiQSaLVaaLVaGA6HEkWMx2PUajXh87lW8pifAlb7Ubddq9VQKpVwf3+PVquF8XgMm82GaDQqihN6zvl8Xq6veg/qmz2vKwD4/X7JHfj9fkQiEQn/l8sl2u02FosFqtUqksmkeJnqxqd6/x+D+hoW1HDDa7VaqFQqqNfruLm5wXA4xGazQTQaRTQalc/O5/MSIcViMUOZKa8vuXI6HJw27vf74ff7EQwGxUOfz+eo1WqYz+cYDofodDooFAqSEGfBy6de278KnsVAqzfYpyb3PtdxqPyeKjnabrcHnOjt7a14VUyc7HY7hMNhMcjkmalhZoi73W4/aCjDtatG2263ixbY7/cjk8lgOBxKcqlUKqFcLuPu7g7v37+H3W5HJpPBixcvxKtTK9ZUJYp6blVDouqZ1+s1+v0+qtUqbm5ucHd3h1qthl6vh+VyiVAohHQ6jWKxiEKhIOFuMBiE2+0Wz+eYwkY933zQfT4f8vm8rHc6naLb7eL29havX7/G9fW1hODJZBInJyfivWazWez3eznX9IqPQVW/kPtttVq4v7/H9fU1bm5uUK/XJSJKpVJybU9PT5HJZBAIBOD1esWLVBNxukRMz2fY7XZEo1G43W4kk0m8fPlSdMXk9O/u7kQVkk6ncXl5iV9++QWnp6cHzoORPM0oAciv2WyGdruNer2OcrmM+/t73N/fo16vYzwew+fzIZvN4vLyEpeXl5IvoT6duQT1PlLvYV5TNY/B66KupdPpoN1u4//+3/8rCiDmNZirubi4kA2QtId+D5ue9e/4bAZaP6GfeoKPeQ9G8iv+ayTV0T0RerKz2Uw8tn6/j263i263i/v7e+HSWCUWCoWQTCZxcXGB8/NzFAoFxGKxgwdGf3hUGCVx7Ha7SPGYWGMyxePxCB9Jz4sP4Hw+B/B74pH8IENu/svPU2kbGiNyzYwM6OnMZjNRo2SzWRSLRVxcXCCXyyEYDCIUCslx6d6j0XVRzz2PiQ/xarXCbDZDLBaTpKDVasXNzQ3m87lUrvEa0fsNh8NCfahGUvXsNpsNptMpZrMZFouFeG3VavVA0zwcDkUSWSwWxWCdnp4KL6yG3qoKwuj66vcjde2MFshfM5HK4ibywDTy4/EYuVxOlBM2m02oF1Zi0nhbrVaRB7Ismy0GmDspl8vodrtYrVaSyH7x4gVevnyJ09NT0aSrfP+x50hfP887VUfBYBCRSATRaFSSxOv1Gjc3NyiXyyLFW6/XmM/n4lVnMhnJZZDCI63Fe1o/v8ee9x8V32yhykNG+iHjoPOyqtescsyUkJErnE6nwimenZ0hn88jlUohFAohGo2KxvkxhvljUP+WBjWVSsHlciEWi6FQKIgnT9qFlYuFQgG5XA65XA7pdPogrKYsT73BVRkZpX6j0UgSYuTU+RWLxUTL6vF44HK5DMPdx0LVIpO/JNfKxGmxWBRPq9/v4/r6GuVyWThsNWEXiUSwXC5hs9kkacVNjXx+rVaT6KBarcpG53K58OLFC5FEMiJiNZzD4XgybaRfV64Z+N2wUpZHnrpYLAqlxMrM6XSKUqmEVColNMvPP//8geqGxol8PWmEcrkspejdbhfz+Rw2m020ydRkUz7HDZL3iPreT12vmmuhN8zrks/nRa5JSuv9+/eo1+t4+/atXFte33g8Li0BeFxGG+RT78HvGd+sgQaOd5d7zMXhg8Zdm+XK3W5XjHOpVJIHxOPxIBKJoFAo4OXLlzg7O0MqlTroN3BMHvSpBoyv44McDAaRTCaFpyPtUa/XMZvNUKvVxBthWXksFgMAjMdj8R7X6zWcTqf0UahWq7i9vRUP0mazIRQKIZVK4eLiQkLOSCQinrlRD+A/+2DQ62IS0ePxIBgMIpfLCb2jcv9q8ylGPIlEQvTLk8kEANBoNET2Rg/y/v4e/X4f4/EYTqcTsVgMuVwOJycnOD8/RzqdFm+V3ptRv46nXkv9XKlJ4lgsJonfUCiEUqmEdruN+XwuyVmum1K/7XYra53NZrBY/mgf0O/3USqVJEoYDofY7/fw+/1IpVLCpZ+cnIiTQbrKqD3AU6+lCm6YjBDD4TBSqRSy2Syy2eyBM0SevNlsyle/3xe1B/uZqP1bjn3ujw7L/nPKKz4TjIozHuux8uGgWoFeilqaXa/XJRnncDgQDAbFezk5OUGxWBSpkZoUMyq9NqJeHruB6Hpdekfj8Vi8Z8rx2IhpPB4LL6smdlqtFvr9PmazGQBI5dpqtZJ+C9QzU53BtVKPzLXq8i39AXmqp3UsH6HSGSw5brfbqFQqKJfLYrTsdjuCwaAkt3a7HcrlMlqtFtxuN16+fAm/349eryebF9tkkldn1EGDwYIiVX2jllz/GYWBqjhhYo0JaWrAyRfz2vb7fWnb6nK5xPv1er2YzWbyWpvNhkKhAIfDceCBr1YreL1eSSqTw4/FYkJnsKWASg+pNOBTIyP+jZEogOsdj8eyVlJrqpQTgDgmmUwG+Xz+IHGpSvN0B+mvYKy/SQNtlAgyMgxGxlDV906nU6n+u729xc3NjdzQVqsVsVhMKtvy+Tzi8fiBnpnyKj5gRgmxP2OgjbrKkYpZLBZSmjsajcQLvr6+RrVaxWw2E8rAYrFIYQ09aPVYyIky3C0Wizg7O5OCEq/XK94P8EcySB2BpD4g6gP+GPC86ZNYAIiXz/4fVLDc3Nzgt99+w7t371Cv1zGZTGCxWJDJZLDf/97qdDabiTEDgMFggMViAavVilAoJFTB5eUl0um0lJhz8+JxqCG1un49CfuxNaqv1c8bjbbaPW4ymRzIHG9ubiRKYoI1EAgAgJSQk5qyWCyYzWZimBOJBM7Pz/Hy5UuJEJiQZoJX3SzU3h/Epxg8o2Qm8EfXOjWCnU6ncm35ValUsFwusd/vEQwGkc/ncXl5iZ9++gkvX75EKpUSyoRRrNGG8qPSHt8kxaHvysc8Z6Of7XY76UbWarXw+vVredArlQq22+1BeP/zzz/j4uICmUxGHmCqM4x6BfyZsFB/Hz0RQqgbA/B7FZeaSLFYLMIlU2dLw7zZbA7C9EAggEgkgnw+j9PTU9mMstms8Nd6ox7gQ3pJN85P2YjYU0R9P37RgyW/v91upX82eWqn04lSqYRer4e7uzssl0t5qJ1Op3Dqm80GwWAQmUwGxWIRr169wn/8x3/g/PwckUhEIgQ1mapeRyOu87H9IlR6xCg5zP9brVa4XC6R4ZHyULX0tVpNjFmz2cR6vcZisZABARaLRZKRoVBI1Bk//fSTJHjD4bBI2PTEKtdmFB09Fer9oBppdb0OhwOBQAD7/V68+UAgINeYkVOz2cRsNpONh+/Nv9EVUvrnmwb6C+GpJ1q96VhaXCqVcH19jf/8z//Eb7/9hnq9jtVqhUKhgH/+85/45ZdfcH5+LppbVWpkFLbp5cbHEpRPhZrUZCJN/z3bl1KPnc/npTjg3bt3aLVa0shms9nAarWKlvn09BT/+Mc/8Pe//x0nJydS3ccCCX09OoVjFLWoib/HXivdK9V/Rw+TksRUKgWv1yvqA/aOoHyLbT9p8DweDxKJBH755Rf885//xMuXL6U8myXLugzSSIWhrucpJcnHaCF1Q6f6Qo0obDYb4vE4fD6fSPMqlQrev3+P169fS7KYXfK4qfHcvHz5Ei9evMBPP/0k0jlKBHkvqcZLvab8/in37UPnSf2d+nu1D7jf70culxM65uzsDKVSCW/evMHd3Z0kiTebDXw+H4LBoER532Cw/+z4Zg20kZF8DDabDSaTCarVKt69eydVY9PpVORKwWBQEjZUZ6gyJjZu5/eqd/m5dmp6lrrnYfSQ0wipWmAmyjgMYLlcihdtt9vFO2HVVywWQywWk8IKrkU3Uion/hCeYryMXqvq0lWVx36/F1UKIwx6k6RiLBaL9EzheaJ0kRsQry29ZjWsB/CBV0/o1+FT1qheO3XztVgOVRmMGFilSEmixWLBcDiU3i+MCne7HZxOp9AnTqdTvFEaMRpm9dyqEZIRHfGp1Ib6t7pR1p8Tdf2MFnw+H9xuNwBIcU273ZakfbfbleEIH6uY/VGN9zdpoAndSB/jnNXXA5BkDDPG9Fr2+71k+qvV6kEVoNvtlhtZv3nVMP1zajBVA2n0QPE46FnSUDFhREmValjVntKLxUJagLJtJDlcNezl5xqt9xjl8dR1HoP+GfyeG1C73Zbm8YPBQDZPyuvUys3RaIT7+3u4XC5sNhspLmJCUPccjY5FPWbdkH1sjerf8P2NEqN6e1VeY260bHBktVrhdrvli0aZuYl2u427uzvZ0GazmfT8UL3nx6iPHgsjmuTYfXJsM+DP2V2PfdNVQ8z+4owKjRKRPyKloeObNtDA8cIVwughohe9WCxgs9ng8XikyYvD4ZBmPUwmZjIZrNdrSR6RC1STKp9KX+hJMf78WEKKXzTKfGjZ/U5tBTocDqUIZLFYiIdCiZLD4cB8Pkez2YTNZsNkMsF8PhdFBItQ6Jmr9I7u+ekPpvo7fm90XY6dF/XvGfozgTabzdDtdqWfA3tMbzYboXnG47GM3GIUxEIQAFIMMZ/PpZlVMBgU2eSx5JhRMvhj19joZ/p5U7+YHOZmrKodqDhiP5RYLIblcinXUo0u5vM5yuWy9FWhHG8+n3/QOU+lzoyStUbXRv+5ek31devvqd4rXKeaHKWjxAKx1WolEr3dbodAIHBwXxjdez+q16zimzfQwPGHhBdfT+6wraTFYpGKPafTiWw2C5/Ph9lshk6ng8VigVarhWQyiVqtJiOa+MAz+20UvhkZMP5Of51+05NvVb0s3dvgBGlOKGm32zJyiXI6j8cjkiu+P/suk5dlBRs97k6ng3g8jmw2K3pr9rxQPcxjHpe+noc8TP1hUo2V+hoqV9i8iT1CWNwwm81gtVqRTCal6pGtQb1eL168eAGfzydSwtVqhXK5LMU9LF3P5/Oi5lA7tanHo0sf1eP+2Pp0z9LotXa7HavV6kDZwMZR3W5XEr52ux3JZFI0xY1GQ8ZOUWrIqrxGo4HRaCRtAziKiv9S661SW3xudKOrH7e+wajrMdrY1IiAf8uJ6KxD4LCKTqcjfTvYCsDj8WC73UqOhIYd+CNXwWujzuL8Ub3p78JAP4SPhc8ulwterxeZTAY///wznE4n7u7uRGv7/v17OJ1OaTH58uVLXFxcIJvNHvBmwGEpNW8a/l7nIFXjxdfrYa/e/Q7Awbw79pG4u7sTz8pisUhRDbuhpVIpUTLE43G8fPkS8XgcXq8X4/FYHoper4e3b98iFotJSTdHFtFrUZNp6jFxTWro/JBBUr1HNazXuVBVUtjr9fD+/Xv8+uuvuLm5kbwBy+EDgQCy2SxqtZqoGZLJJP6//+//QyKRQLPZlPJuVk1eXV0hk8ng5cuX+OWXX6R8OhwOyzVTcwy65HG/3x+0kNW9a/4dKQq1oMnIE+eaST2xMIcRAnX5uVxOqJrRaCTTSqxWK05PT0UHrWr7SdtxqAJVHfl8/oOISXc49O/VjUmnhGjg9WHF6rppQFerlfRfqVQquL6+loIVthmgJDKZTIqKA4Dw039lfPcG2gjqjup0OhEIBFAsFvHzzz/D4/GIN+F0OtFutzGbzVCpVA6GZ56enkpDF5Y+qx6m2mjdyJNQjRGNtMo7MrTl39BQsUKMo4jK5bJ0BVMbyReLRZycnEifin//+9+YzWbSAY9zAGezGRqNBnw+H+x2O/r9PobDIa6vrw3Lx9mEn1I/1SCr69O79qmvUc+Jeq7UB5te1XA4FB6SIS+9X2qcWdYeCASwXC6x2WxQqVSkrwc3GsrSOD293W5jMBhgMBjg7u4O+/0e8/kc3W5XDD6TbDw/6karRgy6h6YbLcrJ1MpLgu1dWVAyHA6la2K9XsdgMMBut4PX60UoFJJyf4/Hg93u90k13AQcDgdevnyJaDSKVqslCe79fi+tPVkGzrV2u11pccoGRXrUyc3X6PiN1q7Ok9SpHN7LfJ5YUMPSe25GXG86ncbLly9ht9ul2Gg2m8n5/FG948fghzPQRvym3W6XXgHJZFIkSkwWNhoN3N7eyo30/v17EcxfXl6Kl8kmNnqlmZE3qYe/evKRxwVAmvtUq1Xc3d2hXC5LsySWbbM3MZvvsG2k3W7HeDwWz4jvzajB6XRKBzH2ZKZhePPmDW5ubsTgUxNOQ62+n26kaGyPqVtUGkjlP9lFkJw6h+6yd/J6vRbdNqs72Q8bAFqt1kHnNeCPUvlAIIB0Oo3T01ORq5VKJUmmvn//HtVqVRQ8Z2dnMnCBkQlDf1XLTDrKiHM3yjMwf8DzQl1+s9kUPfdwOJShCOz3QuVJIBBAKBSCzWYTGkSlJSKRiFQK5nI56ZanDiCYTCb47bffcHV1hbdv3yKfz+Pi4gKvXr3C6ekpYrGYKFy4Dk7sOZZUNDLaqhqHib/pdCrRAftQUwa63+8lB8K2BhwbN5lMpLSd5/VzJuW/R/xQBtoozCaYgEgmk4jH4xJmplIp3N/fS/lws9mUvr3z+RyTyQTT6RSTyUQajjOrroeKeoGCzi0DELqDMjF6VGzww6Y3lFX5fD7RM3PihZrMXC6XB+W7ACQxyv4eAISPjEQi8Pl82Gw2KJfL6Pf7kkVXm/DQG2c1GhNTKt1Do6F6T/o5YJtTNdwlp84+DPx8ABIhsLkPezIDvyf+2FtD9XaZGKVSY71eS1TA61upVKQMnLQPE2s8B/S86ZXqo7d0Pla9pnwNKR2OE6OiiBwyB0CQ8mJhDTckSgMpn1TleNwQeW3dbrc0u8rlcqjX69K5j5OA2EqW/Uw49LVYLEorA3Vw77FikGPPlToUYblcyjllw6tKpSIes9vtlklE7EWdyWREHtnpdNDpdA7mGH5MXvej44cx0EZctOrZsY8yK5L2+714nUwGJpPJgwY2bNfI8JsVeNTZsgDCSL6l39z8l+Euu+qx2xyTYizzZR8CNp1RKQgaTNU7V40GK/DcbrdMP6Gyg8lDPuTsj7xYLFAqlaTUOpPJSKKJ5e9UQBgl0MjZcq2qQWMCkBQEk0SMEABIslKda8hz7HA4JOmkKzBoVFi8wUQYaQsafE51YeJxvV7LAOBSqYRCoYBisYhisShd8/heukfJ9ar9k9WyeK6XMx57vR663a58LjXb9CQTiYQMZKDSiJ63nqcglcIOeZRVspw/FovJ+3EwAafP393diVSTE064aavtXLlGXWlkBA5F4BAI5krK5bKU3vt8PoRCIWmlwM8lfcg1UHmkOgLMA/xV8UMYaCOFgJ7ZpTxJNZherxepVEqqmy4vL4UGIPdLj4thZKFQkFFBbLrDohCVf1ZvdADiNau9qK+urmR6S6/Xk+x1LpfD6enpgcqCRRrcEFSjfMzLUENvTjhhB7lkMonz83MJQynbYz+IcDgsdAGTpvS+1ZFFxzxpelYsoKnVanj37p0kPOn5s9T55ORESnqpoFFHa9H4qwk8tSGR2k+D7S/ZVjOVSuH8/FzazLJxP1tf0uu8uLjAdDrFZrORa6EmTXVjqRpmdfguBwWQSur3+yKDVA0oJ6nwuqqtNtX31u9nNR8A/E7xUKnBFq0nJyd48eIFWq0WfvvtN5kX2Ov1UC6X8e7dO+TzeZyfn0u+hedZ3fzVz1ULq3gNqIji4F11E+T1ZUc9lqDz+jJSUBOtjBS45r86vnsDbZSgAj70XJllZ5KKBptTJfb7vezwak/kUqkkUjd6vYlEAo1GQ4w0PT16NGpyjbQBxxHxIVETgcPhEAAk/ONDQwPt9/sPOEIaRNUw6IqR9XqN9Xp90JeDLSE9Ho8MIyD1EQ6HcXt7i1arhcVigU6nI54RvSN2z6MigOGxngylB6kWITCD32g0MJ/P4Xa7hUvlhsR+wHrTJnVKCq8j9bE0Gvw5zzk3JeYeSAVwE/B6vbJxTCYTNBoNoST6/b6MZyJNxL9RvTsAMoSA03nYIrXX60lxDRschcNhSdZxGC3pG/V60jCqBotf/BkpEr01wHa7lRFeiUQCvV5PqvYsFosYaibwxuOxOAytVkuuL6MRdaoM76nFYiEyULYNrVarkk/gZhSNRnF6eioDESgbNEr88f5m0yxeQ5OD/sGhJm7Ui04PgQ+46nWR7njx4oX0ZOZNyDaYNzc3MrePHfEKhQKi0ah8JrWqlEPRU+UMQmbl6a2y1SJDP44UWq1WEsrrRksNtQn2W1bLflWOmBw1APn8fD6PV69eodPp4O7uDqVSSaoWr66uxDNjAu7s7AzxePxgCCj5V5Yp04Nkm1TqXbPZrAwcZUvMUCh0MM1E3XD1B5WGiWvjuaBihEZL54i9Xi9yuRzcbrd8Pr0+aszfvn2LUqmERCKBfD6PQqGAy8tL2bxZpgxA+r7QGFO/3el0RHvv9XpFc57JZCRC4ExKbrqkptRrqXZwU68hX6s6GzwP/DtuoKRRTk5OcHZ2JtFDs9kU6uX169eS5+DIMd6HjJRI3XC0FhPaNMosoqFiihscNyKj2ZLqetT1P5So/KvhuzfQunRNDfv1G1p/+HXOmAbN5/MhEokITxYKhRAMBrHf/zEyi0UFo9FIPOxer3cww2+320mbSA4sZR/c7XYLn8+HaDR6MJ6eMii1/SePlWvRvWL99wxV1XJtNanF8+Hz+cSbjkQiiEQiGA6H8nBbLBbxDBkF0FvsdrsHhR92u11aSzI6oPZ6NBoBgAyRZSP3dDot3pqRbFHvJKdeT6MHWOW+VXDz4PecOM5Nh5Opq9UqOp0OJpPJQdXbfD5HOByWqR8qpcUp5TTQLFlmziOZTB5svCplcqwwSKURdNpOXbf+96px52ew9wwbD8ViMZlXWKlUpN/FcrmUDYcKGw60ZQTH8nvOPaxWq3Ivs2c3I5Wff/5ZuG2/3y/FVEYKJyP9uJG08a+I795Aq9A5Ov13+u/1n6nyKiZeqJYIBoPSU5n8IkN/Nti/v7+XsUY+n0/kVVQJsCKOUjn+m0qlkEqlDoyVmoQzMjr68es/Vx8E9Wfq/7lOJmZYNs5kKpOh6rCAm5sb9Pt93NzcSHVeIpGA2+0WD2s4HGI8HkuSK5PJHHhz8XhcpnZ7vd4PJreoBlr9/0PJooceZl0eR853v9+LsiCdTqNer4tUjaoHDhMIBAKo1WpIp9MH06hppJbLJXa7Hdxut6yNVEM8HkckEjm4tg9BdTYeut5G/1fB86pWmqo8dT6fR61WO9CLq/dyNpuVboAApIqVdB8Tntx4SavQSKtqo4dUGTrPrstW/8r4oQz0n4FqBFRvizRDMBgUSqNWq+H9+/cS4rHMtl6vw+/3o16vi4FmTxC+Fx8MTvegMdR7RKi618/tSeg3PZUBnLrBXsXJZBKnp6e4v7+X0H8wGIjqpF6v4/7+HolE4qCfM8N2r9cr01v4nmyHqSYan8NTeowHxnMeCoWQyWRwdnYmxonVpqyAs1qt6PV6iMfjwkfb7XZp4MRoiBJBdRgC1QlfM2znoFzOoSwUCjJNvtlsolKp4N27d+h2u9IWoFarSZJaLVHf7XZi6HO5nKxX7Q7JjYGeMWF6xU+DaaD/H/Twmt9brVZRLtDI0PONxWISGtPDnE6nkgRjcobyMepVqf9MpVIHXCrwYZ+P54aq9KCSwOv1ikSNNA8rFDmuiDpmFtiok53ZPyKRSMg6KRmkx2xU9PC5vaWPGWny9Gy0FA6HZQ00tiy4oGRuNBqJEoZUEPlpeo+U6ZEKUfMeXwOkPyivBCAjtVQqLxqNHkx14TxIVvxRoskiE3V4MaMGXXZK6NfbNNSPg2mg/x/UBvS6AVFbgDIpFgqFJLHGhAmLTJrNJqxWqyQQf/rpJ9ETU59LXu4Yx2pUMPC5YCTXUhNxPAZ2jqMR+umnn9BqtXB7e4urqyu8efNGik4Wi4X0VGCZOddrtVqFLlLlgUYJzs+Bx3CYpBF0jp78fyQSwcnJiWh73759i/fv36PT6UjPbSaSLy4uhJv2er3iXZNfZYTyrRgli8UiER0AabD1888/4/b2FuVyWQZecLoLufSzszNRLlFhRAko9dvr9dpwQrqa8zHxOJgGGpAHSe/TS/DGokH1er0i3VILSPhQttttbLdbeDweMeLpdBqRSETegw+sEYf4nEkSvVMbuU61Uo0PMF/DDYmlxfQO2Vui1+tJpRhL5NnrwuVyydpUblnlIp/Lu9SLhdTvuWaqWljsQp5WjQKKxSLsdjvm87lou9UmXGdnZ4hEIqIiUWkbXT73GA76c8OI97VYLFIiHwqFREbHrnKRSESKtPb7PdLpNF68eIFXr14hm81K4pHXVa8yBT5MCB7zqE0ch2mg8UcIaKTNVH/P7/mv2pNjvV5L8oSNfPx+v4S/1EnrGXijY+FnP4eR1tUcRp3XVKUEAFEsMNmUTqcxm81wf38vU8ZVNQhLxNXCC74v1/7cD+tjPGidetArQrmRqr1bqO6gYoHDANT2pXwPda1q97cvDXVT5rHxnKsJWrvdjng8LtPgqZm2Wq04Pz+XgiW117Qq3zTaCI2oQ7WwycTDMA30/8OxHhp6NRWh0h4sQkgmk2i32zIgk+OmVG6OD+pDGfnnvHHVh/PYZ6o9kdV5cmpoTM4yGo1ivV4fyLn48OqZe1WR8ly882PAc6BWH6qqAZXq4iZMbpkDa71er2jV1WhIXS+NlhqVfQ2jZOS9qvSWuiFzsxmNRkJjuFwuaXPADUmNBLhe1VM3WqupzHg6TAOtwejmMZI7qd8zY80kmzpfjtVYehJQ9/CMwvHngC5j0j9T197qxpxeJR9kluxycgencKuyOSNv1mi9X/rBVc+FLu9T10ttPHXjpCq43oc6G6ob4HPw7Y+ByvvzWPS1854k1cPry/uaXLNa6aluZkb6ZhX6OdF71pgwxl/CQBsZPSODYRSCH7vRGBqSv9ZLrFmGrHKQ9LRYZq6/J7/XP/vY8R/7/UObjBGFov6repZq+KpSIYwE1FJzFscY0SZGk8qPbRCfCx97T6NzrHrUeqGTxWKR/iLz+RwAZNal+l4qXWZ0XT7XWp9i2IyuuboBqT261T4vLH23Wq3SnY/vp19D/pxfOu9t9NlG6/hSjsr3gh/eQBtJnIwenI9xwirUMVvqjaeqP3Q+UuUk9c86ZoA/RgOoXKl6LOr3Rh7dsVDbKBSmN6nymE6nUzYfDh1gJaHqrT32cz4Fqten/xw4zvHrMHqd0TVS+36om5D6s8duCo+FbgT1a/oUg//Q8anFWWq/GlJaAKSlqOppG5079T5/KtSNke9ltBH8lWBqXr5j6Ab4rwAj3v4Yl/894zHa6R9hnSrd8aNcu88J00B/RzDyjnUv0ijp9yNBX5dRlPKjwYgS+pH0xMeu21/N+TDCj3OV/2IwojCMjLNquH4EA/YxmuZHxV/RWP0V16zDNNDfOI4l/HRu0ggP8e7fM4w2J/78R4MR7/yjGa6H8iZ/dZgG+jvCMW/5RzK+Jn7HsSQof/ejGLAfaS3PAdNAf4dQjTOTSXqi5THSwu8N6tqOff0oUDdifVjDx9Q93wuOecu6DPCvjL/26r8TGD2IapbfqHuY0f9/BOibkmq0fqQpHKph/lEnjegbq3ptf8T1fgpMA/2N45iHwX//ajew2r7T6OtHOhfqxqMbrB9lnccMtLrmH2Wtn4JvtlDl2DTjhzhYjlyazWYitmcF1G63w2KxwGKxkHFO+ucZFWqoeM4bxUgqp4eArPriazabDWaz2cFwUa55v99LpZvRZ+nFFQ+FmSwYUI/tKedCr7ZT/zU631wLP5ud1pbLJebzORaLhRROsAJuPp9LX202dTI6Tr0I4tgxfMoajxWs6AUl5Jf5GUZ9YDgYlpWL8/lcqlQ5wYUDZ/WyafWz1L4gx475KWtVj1cvKlELSz5Wyq0nsNklcLVaYbVaYbFYAID8jB0E2TZB7/uh4lhPkO+xSvGbNdDHjIj+M1aucQR8t9uVse/8cjqdmM/nGI1GmE6nB5M8VCPAz1D/BZ4vEadvCurDpOqcVaOoHud4PEatVpPG+ZwfyHFT8/n8oMRcPY/6+6rgg3bMgH8K53usIk5/H66R1WrA7xsvJ2a3222Zlj0cDjEYDNBut9FoNKSSUS8tNzoOvRLvc27MRmtVDZhaRq7TU7yXF4sFxuOxTDjhlJP1eo1ms4l8Pi+9UNQRafwsvf/GQ93j/ozh0htD8f2OtTjl8ela/ul0KkMROp0O2u22dH/knE+OZ+Pa9GNmywH9/H/PEcc3a6DVm1n9mdorgGW2m81G5v/VajVUKhUZAz+dTmGz2dBut9HtdjEcDqW5Ef/l9/RA9Q5fzxE687jVaSr8udqjmWGe2vuCm1G9Xsfbt2/x22+/oVarYTgcwm63o9vtot1uI5PJIBqNSqtQtodUW2DyZtbnAqrn3OjYn5J9P7YB6JuiuumqnjNnPzabTdze3soEm3a7DYfDgaurK3i9XpmBqPZ25vuroTOv80Olyuo6H9PkSN9ojQyUujGqHibvY/6fPbY5PZ7j1YbDIcLhMKrVKpLJJGw2m4yxOtb6k+vVr5cRPfaY68k16Pet7jSt1+uDz9CjMfZwWa/XWK1WMoy2Uqng/v4erVYLbrcb8/kcsVgMbrdb2gy4XK4PIrv9fo/lcnkwZovnVu37/b0Z6m/SQPMmZgN83dugoVosFpjNZrLzcsZavV7HarWCy+WSm6DZbOLNmzewWq1IpVIyBDYYDEpIbNTPl59nRIF8jnXqnqz68HL92+1WPGNOFe/3+6hWq3j37h0qlYpM+dhut+h0Ori+vobL5cJyuZQxTmwqz8kmau+QY1THQ8f+GOhhtLpW1fAtl0t5kOhB0mtutVoy0PVf//oX2u02drsdXC4X1us17u7usN/vxbMuFAoH0z70ZJPeu0T1svRQ/alQNx6dL1aNs3ovM4SfTCYy37LdbqNer+Pu7g7lchn9fh/T6RSbzQZv377FZrNBt9uV/szxePxgkou6+XGz+hgN89TryTXqFA7XeMwgLpdLTKdTuaf7/T7K5TKur69xfX2NRqMhm+1yuUSz2YTNZsN4PEav15NJ4ZzkwvWx/7j6mUbH9z3hmzTQ+glVjQEf3tFohHa7jVarhfv7e9RqNfT7fcxmM6xWK3g8HhQKBZmmXalUMBwOcX9/j0KhILMB8/k8ttutzI/Tm8B8Kif5MVgsFpkMrXqy6mdz95/P5xIdVKtVGUlUrVbR6XQwm81gsVhkhFGz2RQjfnNzg2QyiUKhgGKxiGQyid1uB6/Xe/BZuhH5HJ6z0d/qGyDfi57ParXCZDJBq9VCpVLB3d0dbm9vcX9/j2aziU6nc9DiFADK5TJqtRqurq5QLBbx6tUrvHr1SnoY+3y+D477GA1xbJP+GIw4ZSNaSfX4mC9YLBYYDoeo1Wq4v79HqVRCuVzGcDjEaDTCYrGQDYz3+P39PX777TfkcjkUCgW8fPlSRo35/f6DlqDqv/q1Vb39x7ZDPcb56lSk+nvey5vNRuYd1mo13N3dyXitRqMhEa/f75fxY+PxGPf392g0GvD7/YjFYjJxPB6Pw2I5nOiidt2jo6efg+8F36SBVttV8qICv3fUIlfVarVQKpVkInG325WxS9xhHQ4HxuOx0Bvj8Ri3t7cYjUbodrsYDAaYTCYYj8cy8YS7shrC6e02P+c6gcOm6fwM8sn0IulN8eGt1+sYDofY7XZwu93IZDLwer3C1y6XS3Q6HUwmE3Q6HfT7fQyHQxSLRZl6wsb6DBufEgJ+Kr2h/r3KQTIiYqhbLpdxd3eH+/t7VCoVtNttTCYTmY8YDodht9slghoMBmLs6JEOBgNMp1PEYjEZ/Kv2quY1Vg3KQ17mY9drsVgOEp0ErzOjOl7b4XCITqeDSqUim02z2cR2u5WJ8k6nE5vNBuPxGOPxGIPBAPP5HMPhEL1eD+PxGMPhECcnJxIhkp/+2LE+RWus5x+O8fUqdcPrMpvNMBqN0Gg00Gg0UCqVZI4ncwg+nw+JRAKpVEqiIEYZXPtoNMJkMpFnl4OKeQ+rX7pn/73hmzTQRuHXcrnEaDRCvV6XScvlchmz2UwyvMlkUiYU86ZWvU8atfl8jlKphMFggEajgVQqJXwtx8fz77+ErEn33FarFQaDAbrdLqrVqhipUqmEbreL+XyO/X6PZDKJWCwmE5aDwSDW6zV6vR56vZ54YN1uVxKolUoF8Xgc2WwWqVQK8XgcoVDogAag0XxMW9SnrFH1oGkI2Tu71+uJYb6+vpbNdzweY7PZIBgMIpVKoVAoIJVKIRqNwuFwYDabodFooFqtYjgcYrVaoV6vY7lcCqeZyWRkujgfejVxakRpfEpYrBsuNSri91Sc8N6rVCqo1WqyiY5GI6xWK5lOw5FpgUAAu91OqK1Wq3UQHdIRqVarODk5QS6XQzKZRCgUgt/vN/SO9Y3oMZuuer70a6r+jtw3k/PMi5BjrtVqsobNZgO/349IJIJMJoN8Pi8zPDn7cjQayUbc7/fl/CUSiYPnwO/3IxgMSoSoOlXP/Rw/B75JA82wS5VQDYdDVCoVXF9f4+7uTualeTwexONx5PN5nJycoFAoCB/HZAW9SBq5Uql0wFd7vV4Ui0WkUimcnJzg9PQUmUwG4XBYhp4Cn9bj9iGoGXaGgMvlEuPxGPV6Hc1mE2/fvsW///1vNBoNtFotWCwWGeB6cnKC8/NzZLNZJJNJBAIBbDYbmbR9f3+P29tb9Ho9OQflchmRSEQmjheLRaTTaaxWK/j9fknAEPpN/dTwX+VDVePP2X6TyUQ2zOvra7x//x5XV1fiUXk8HqRSKRnO++rVKxl0So693W6jVCrJg898BK95Op3GycnJwXo5qkoda2XkTX/qA62fJ97HDO/r9Tpub29xe3srBhYAXC4XwuEwTk9PkU6nUSgURMWw3+/R7/dxe3uLUqmE29tboQXq9Tp6vR6azSaazSbOz89xdnaGVCqFdDotUSEVTH9mbUYJRz3i3e12cs9xAy2VSri7u5OIlx5zNBpFoVDA6ekpisUistmsDB12Op0SJTUaDdzf30sSsdlsolariWN1dnYmzgcAeDweWev3qpH/Jg00wz+GM6Q0yuWy8K6Uy0UiEZyenuLFixdiWAOBwAHvtFqtZL5aNBpFMBjE/f29vFej0RBPjDf4yckJ8vm8eOPkPD+nkeYNTUPFcJWbBw1PrVbDYrGQOXg0zjQ49CB8Ph+22y0SiQQymYx4EmqSbTqdYj6fi4Sr0WiIN51Op8VbU1UQwJ/riqcaPBpmhvXNZlPWTI6dapRQKIRkMnmw1rOzMxk/5Xa7sd1ukUqlJHK6u7uTczccDjEej2U6tephMrnm9/vh8XgkB/FnPK5jRms2m6HT6cgauU7mTRaLhdzLyWQS2WwWp6enKBQKyOfziEajcLlc2O12yGazCIVCYsCCwaC893w+R6/XE83/cDiUzS0cDsvG5vP5HqQ+nrpWgvmh2Wz2AadO2qbb7WK1WsHhcCAajSKVSiGbzeLi4gJnZ2dinElZ0LBOJhOJfLihttttzOdz1Go18a7j8TharRby+bxEEFSAfI/4Jg30fD6X5B8vLjlIq/X3wZbZbBbZbBbxeByFQkEoCq/X+8HNp9IU5Gt/+eUX1Go1Mfq//vorBoMByuUy3r59i2w2ixcvXuBvf/sbXrx4gXQ6feBNfw5YrVYxHqQybm9vhYfkw+b3+3FyciKGKpfLCQ8bCARkzQylfT6feMOJRAKz2Qztdhvv3r2TjYlJuNevXyORSODk5AT/+Mc/8PLlSxSLRZFtAX8uUaomaZi9J9VCj7lWq2E8HmO5XAKAXFNuuKRiIpHIAWfO9+U1DQaDKBQKsiHRc+NGUC6X8euvv4qh/z//5/8gl8shFArBarUaFjA9ZZ36hkZ9b7PZxNXVFa6urnBzc4NyuYx2u43VaoVQKIRCoSBfvLZ+v18MjMViEdmax+NBLpeD1+tFJpPBP//5TzQaDZTLZVQqFTQaDQwGA/z73//G27dv4fF4JGF6enp64MTomuHHrtMIzCFMJhP0ej3813/9F96/f4+bmxvUajWMRiNJTheLRRSLRRQKBWSzWQQCAXGguIHw2m42G+GTg8EgTk9PEY/HcXFxIc8Mo4ebmxv4fD6kUimcn5/j1atXePnyJXK5HBwOx187SfhQxZL6GlUlwBOl7ryz2UweJhpn8sY2mw2hUEi4yLOzM/Em9MnZarKGUiMatN1uh9lsJt4iea56vY5+v49Wq4Xlcine3nQ6xfn5uVAnLpdL5FtGCT7gMJvPDYNjhFgVt9/v5eGiR0VOcjqdwmKxIBaLycPFm009bq6X3p9aCp1IJBAIBDCbzcR74ia23W7RaDTQ7/cxn8+xXC5hs9mwXq8xHo+RTCZlajWvK5MwAOTz6GkzoaWee2q2AUgkxDCclEa1WsVoNAIAeL1eoavOz88l4RUOh+Hz+eSzVM6eU8b3+7143Ny8a7UagsEg7u7uYLFY0O12MZlMUCqVMJlM4HQ6MZlMEIvF5B6iN61ueOTjea1JE1DHrnKdvLaseux2uyiVSnjz5g1ubm7w7t07jMdjWCwWBINBpNNpnJ2d4eXLl7i4uJCNRtXn83zzvuJU7VgshsVigXQ6jWQyiWg0ilAoJJsS9eNWqxWj0Ugi0m63Kx643+8Xg6iON9tsNkIN8Fozqcqv3W4na53NZvLsNBoN/N//+39RLpclOnU4HAiFQkin07i4uBAKJpPJwO12y3OlRjH8TD6/vB+XyyVisZgkujmqq9frod/vy2bGaziZTBAKhSQydDgc8Pv9AP4obuH32+1Wzvu3YMg/m4E2SuwZlYLqlVMWy+9lnuRH6/U6rq+vxViuVit4vV65CTOZjISzNJh+v1/oB113q+og1ZuNSSKr1SrvweRjq9XCbDYTqROPLZfLSTidzWbh9/s/KGlVvXWVf6XhZJg/GAzw/v17XF9f4+bmBs1mE5PJBNvtFk6nU9aZTCYlianSFjQifD/1OLgurpcVWPQ+A4EAYrHYgafe6/Xwr3/9C/V6Hel0WsJsboI0kCweIWeue9l6YdF6vZZquJubG/Hg2+02ZrMZXC4XstmsXE9yiOl0WigIlV7S7zNuSoSq0nC5XAgEAshms0LxsMp0Op3iP//zP3F9fY10Oi0eHZNTfID5mWoRD3MGRnJQGmXSGcx7qEoj6pYZJahRESOfh6ohWbDBzYLXlxtcoVBAs9lEu92WhBoTkdfX10gmkyIx5bknjaeWy6tr1jlmbsDcBOr1uuQB+P1yuYTT6ZT7l7kSNSpiMl79PF12qm4UfI44bZwTxxOJBLLZLJrNpjgCv/32G5rNJhKJBHK5nKw1Go0eSFxV2kS95t8CnsVAqxIq/SbmBV6v13Kjk1pg9v7NmzcHXkYqlcLLly9xdnaGdDotvBIvLE+wDiNtsVoEw/JReuXkfFXdLTcJ3oTMkG82GyQSCeFBF4vFB/pLANJPgR7HbDZDr9dDtVrFf/3Xf0khAj06epCXl5fiQdJzYNJD1+qqBkq/sfgw818mVXO5HCqVCm5ubnB9fY1KpSKyPpZO0wvL5XJyY3u9XvH++SCp/zIZpkrdGIr++9//xvX1NZrNpoT3xWIR5+fnOD8/F3kYDSQ91afyhzabDT6fDx6PB7FYDIVCAYPBAPV6Hff397i7u5NCkG63e6CgmEwmcs65OTgcDjFKapQE/CH9ZI8QKm/K5bJsRqryhptAoVDAxcWFaJe5AT7Vc7PZbGJYfT4f0um08O1MLL9580Y4YB4XacPBYHBAmfl8Pni93oPoVtUXU8bIPJH6zNze3gqvvlqtEIlEUCwWcXl5iYuLC+TzeYliWf1IB8KouhX4sI+LqptnojgcDiOXy+Hk5ERowkajIbK8VquFfr+Pfr+PYrEobRBUJ0elRZ+jKO1T8awctBqKApAHmBVTDLlo/BqNhmR3A4EAIpEIcrkczs7O8OLFCxQKBeEhj5Wp6pzasZNtsVhEF0uJTyKRkERiNBpFuVwWLfFwOJRkXqPRQLvdlgSO1+uVm1f1Kqnf5N9Sz0wao1Qqyc3MjYg8IY0zvQx6/Aw9H1Ja6OdBLX/2er0Ih8MIBoPw+/3w+/0IhUJIJBLifcznc0nEsmQ8n8+jUCggmUzC6XRitVoJZcWQeLVaSUKMvDf5YHpV/X5f6JdisYhffvlFDFU0GhUtOrPvx5rWPwSbzSbVkgAQDAYRCoUQDAalgrRarcLpdKLb7WKxWOD+/l40ukyYkjYIh8OYTqdCJdGI0rmgkWbCmRwzrzvD82AwiIuLCymyoEfHY33qRsRrziIfj8cDAHIPk9Ky2+3wer0SqY1GI6GyVKUL5Yu5XA7T6VSuMe+n2Wwm9zkT92oeR014ptNpcTRevHiBYrF4ECGQMlLpOSMYqU3UaJiRg0rXBINBuZ97vR6m0ykqlQoGgwGazaZ48Ly+kUjk4J7jPfQt4LMZaDUM0iuzGBrxdYvFAu12WzzVRqMheki73Y4XL16IUchkMsI3kUPSb2SjwanqpgD8UZSgcnn812azyU3jcDgkLKa6gAUTtVoN//3f/w2r1YpwOCwyt0KhgEAgIF3G2GmNfSQYXlYqFZFI9Xq9AzpD5SHT6bR4byrvq3LdqldBL0f/uS4X4xe9rmg0CrfbjVwuh/F4LDw4C2KazSaur6/h9XqRy+XEE0okErBYLMLTc9PgJrTZbFCtVoXSqNVqWC6XsFj+kAienZ3h/Pxckj70IOnJ6Drip4SdRufBbreLbDIYDErIS4+a1Nb19fWBjPHk5ASXl5eYzWYSJTFSmkwmqFarsNlsqFaruLq6QrVaRaPREE48nU5L1SqpBXqqVFOQLlKbeD0WKpXG583hcCAYDAL4PYFKmWEul8P79++FG379+jXevXuHYDCIfD6Pn3/+GYlEApPJRAz4er2G0+mUZCcLoHgv02Ner9fwer2iIPrb3/52QKGoqgz12NX16kk8roe5G9WeqK8Hfqe2SNXk83kMh0M0Gg3c3t7i7du3kkTldcnn87i4uMDFxYUooQKBwEGfj28Bz0JxqDzkZrORFqCsJGq321IpRg0ojV4sFsOrV69QLBaRy+UOGqUwFAL+ePD0JJ2asFH1jzw+fWfke6heJgsEGLIyIUe+nJyeKlcLh8NYLBaS9Fqv1+j3+7i7u8NoNBJOkB45PycajYoRuLy8FEmUUTMa/V9VU6xHK+o50MGEH6VOVJNwI1RbOvKaMWE6Go3Ei65UKuKhOBwOdLtdXF9fw2azCf/a6XQknEwkEjg9PZUkUT6fRywWk0SPTh8YRUmPeXDomfE9ydO63W74fD6JGHhdaSQajQYmkwkGg4FEP/P5HBaLRWSYzE8Av+tsu90uLBaL6Jp7vR5msxnC4TDi8TjOz8/x8uVLoXDoQdLr1e/FpygNjKJFnjen04loNCpqDRashEIhhMNhuN1ulEolqUDk30ciEYzHY9jtdlFfLJdLUWPwmWBUNBqNYLFYEA6HxeidnJzg1atXEgGSMlG95YdEBVy7WmkL/JHH0c8bn29SeKTJyKur9wSj9pubG6FAWHmrPnvfSpLQsn9q/GgA1WNWbzBqkNk+kB4VM72z2UwMMz0WehgsR2aGWc8e62W0umepd6TTb35119ZpELVIhmE+RfGs6qvX65LUczgccLvd2O/3Yow3m40kbLxerzzUTNLRm4pEIhJOk/ekF8kbWtV0q5uRevxG54C/16+Vkbxqu92KDpud1Ohdqq0uSZNYrVYxvqvVSq5jMpmUnhqU/KmhcyaTQSKREINBz1ndeOkxqQZa3Ug/Bl579bU6l7nZbGS91BHzvmT7Vq43FotJARGjJB4jrxWjCW7uxWIRJycn4mioPTK4Lt046VHDx6A6Ifp9oDsy3Hh6vZ7o39nPhfz7eDyGzWZDJBKB1WoVY0bFiN1ul74gjEqCwSBisZhEvIwUwuEwQqEQPB7Pwf1rxOMbwcjh03vk6K+heoP0Ex0K1lDw+rIIbDqdisyR/VsKhYLkLphI/Jr4bB60GmYDkJM0mUwkGfX69Wvc3t4Kz+n3+yXcvby8FKG6qjhQjTNwqA4xUoTwNYTqSepNXXSjr36OSnfwIWXyiJ4mDXWv1xO+jnJBtlFcr9fSeYvhXy6XQ7FYRD6fF4+GWma9WEJdzzHagnI/o7Xrxlp/D5UeoncXj8cPVDNqAogl6DRU3MwASH9mPrTkIcldMyKix8xzrEYD+vHp5+AxMLpXdM+cyWEmTZlIJMVDNQK76bGlwHK5lPJ0GinSJiyqefnypeiN6cUydFaTYbpa4amhtX6tgT9yLuq1ttlscn+RduH9xyiWahP2q6H0kj22G42GJMRJmxSLRZyensrGS06X1I3ep1o9TqNn1ej68f/6z1Rnha9R7Q85akaqoVBI+rxQOsougUx8ApCWEY/t1vjc+GwGWr/B2LOYBRL//d//jaurK3Q6HQC/G4NMJoNXr16JYoESJ+BDWZ4Rz6xSGITRTWv0f/XiqzeR+nNdwkTlCLXXyWQSNzc3YrzY/0JVqjidTrjdbkQiEZydnUk5K8Mpcs3qMTzEuepeg+41G3nUx/5eh91uF6+BGe5AICCyMHrUNzc3Urmmyu3ImdPA//zzzzg/P5fogBVi1Laq1/Ghh/Exx270OrVTm75Rc3Mg9UGppc/nQyAQkARbtVrFv/71L2nOQ0PNyImvOz09xU8//SQUDqMENqQC/tDB83jUe5rH9GeMtH7+VPBeZpN/qjXYHY49SlioRcPFaMNqtSIQCCAcDiMcDqNYLOJvf/sbzs/PJU9ESoF0of5MGR2z7oyo1/4Y5XPs/OgRF6kebhbk/fksc72dTgd3d3fSiMvr9f5YBtqI+6X0rNVq4e3bt/jXv/6FcrmMzWYjRRP5fB5nZ2fSP8Pn80n/DFWXqHvNql5ShREFQOjhkX7T2Gy2D0Yt6WGiy+VCJpOBz+cT7zISiUjf6V6vh/l8fvA5VqsVPp8PmUxGKqiYOKGOkx4wexgY8cn8V/cgVBrnId5ZPQ/qeVPPsfp+FPOrYSx5291uh9FoJJsw+zhTLZBIJKSQ6OzsTLLkzJQ/RDHpVJN6jz2VE9QTxPwso/flwxyJRGRDphKiXq8LF8/xU6w8JPf6t7/9Df/xH/8hFA43K1Xfq69Pv78+hfPUaUX1/Y02On7PZv/chFnoZbfbpSSbE3nW67UYXOZMeG0LhYIk8Gmc1c8yeh6PedM6jIy0fq+r54AiA+BDipNVwKToqJ9mEU+/35eIOBaLSSL4a+OzGGjVK1G5QqfTKRImyrZIX/DhpuSOu5rVapXudLq+Vw//VVkMX6M+3EYGTH8dj199f6OKR9VTtFh+r+aiN6IeO/thUOrFEJ7rnU6nmM1mMkNPneyhevPqcfF7/WbVw0f950bRBa8PvTm18lBPuKpVXDQ2DOdDoZBo2fl7ngNudrPZDOPxWLxxVVOrUzQ8dvVYja7rU6EaQXXdKtRzxuvMHMRmszmollSvLYuGqKXl/cGoS9fnqxz6sahBv+4PwcjAqRue/t6qLJL3OZO/pKuoaPJ4PNJb3WazIZFISDTACkJGE1S2qMlq3QjrTpZe4KWvSz1uI9rPqAiOr9GPQf1cJn/VPAfwh8Z7Op1KbulbwLN50Lz4vGhOpxPJZFLkNr1eD//zP/+DdruNYrGIFy9e4KeffkI2m0UkEhHjwKo1enXAHydcVTrovKV+0fRwVz1mPnzqjaNKn6zW3/t/sB8vezswYdhoNETvSn6L5eAulwuz2QyvX7+W9pIvXrzA5eUlTk9PRb+pJsr0B069WYw8Tb5O9QyNKBKeTyYe9ffQo4zlcilJJVZZUmrl8/kkWnA4HPB4PNjvf08K39/fS+7h/Pwcf/vb30RqFgqFDvosGN1L+oaqPtxP0aeqRpXvo59X3q9qQyVdakhVDgDxMoPBoGT8p9Mprq6uMB6PcXFxgdlsJgVVakGGaijV4zIaFPFYqOtQN1z+jlGZem7tdrt0ASRFx2vLYh0+s/v970UclLCt12vc3NxIP5WLiwu8ePFCyrbD4fDBhquec/W6U3ap98jQPWP9ehqtX31/dQNSN0O2LGXLU17fu7s79Hq9g2t7bNjy18Bnl9nxBKs3IEtuvV4vYrEYrFarhFCtVks8MavVivl8LsUfLCThl250aVT1C6uHVcd2WNUAGHnYnJrNsJZTSlhlR2UDS005AMDlciESiSASicDn82G9Xku3LR43EzAcR8VEki7xMSpgMLpRea51HlO/0VSKSD1n9IqY5GQzeepcWVVot9uRSqXgdrvh8Xgwn8/h9XoRDAZhsVgOEqTValU8MI7rUuVt6ny5j4EP3lP00EZGj8ae55+e4HA4FHUD5XT9fh/7/R6JREKMKr3LdDotVAadCWreHQ6HzNJjnoHRlHoNVUUHj41fj9mI1HtETQ7yd7zPqSVmdScbVrHfDQvExuMxHA4HksmkRETj8Rg+nw+Xl5dIJBJi6NbrNVqt1sG9M5lMRE/Ma2tUHWnU2lVdv+6EGBlLXYmkRz/c0NUiIrUHN5U6u91OoiBWFjMB/C3gsxeqqP/njUY+7+TkBBcXF3A4HCJdY7VVpVLBYrHAzc2N3PzsRUFeUA8LVfmNbpCNLrbqoeoPBd+P/2fIQ8lZu91Gr9eTJukMB9PptPB5HNXEBCjLeq1Wq0h72BKSxTpUO5C7VKV2+kainlv1nBt9qWsj6FWonhx/z02ERoprZf8IAFKN5/f7MZ1O4fP5MBwOpQcENbeLxULGU61WK7x7905aqLK3CPupUHdtxF3q632scVYr1Pgg694rm/t0u100m03U6/WD6j+LxSJSwGQyiXK5LGoGjlM7OzsTL5oyNmqG2ZBIb3Ortsw8ZpyfCl5XNdLgz/n+y+VS+oSzipVdBHe7nSSy/X6/5I7u7u6kwOfVq1c4PT2V3io0ePP5XPTf5XJZnt10Oi0bFKMrnVYzWqvRPXvs/tedEDX6Vasdq9Wq2BrmEfb7vSQ2B4OBDA2gF/7DGehjsFh+b/EZCoVwdnaG//2//zd8Pp+Q8mzYQ2+tVCqh0+kgmUzKw7Jer6X/BjPvRjusfjGNilgA45vg/2/vzJvaSnY2/hiCwfsKBkLWyd2q7vf/MPedmiSEzfuKd/D7R+qnyJ1jQmYgOBmrKgWxjc/p091q6dEjSZJZtlQiI/XXl3GczWYWvYf/SUT44uJC0+lUqVTKakD8+9//VqFQsKwmX6u42Wwql8tZURvKTWJlYnGFYw0PHyk6qWMVvsezwdLFyoAj+unTJ7VaLc1mM43HY0uFJwWa1OfxeGyBTgos0UXcVyMk9ZtC9dSiAOPEe/AF9BkD8j2Wc/i3KGXwR1pGkTlJ4waq6tF26ejoyOhk+XxezWZTvV5Pe3t7KpVKev36tU5OTpRMJq2eDO3VsMpbrdZSC6eDg4OlVmOhkolSSHeN0R8+/K2HF/m92+2qWq1aXZSPHz+q0+lYlUfGmU6nNRwO9f79e0viyOVyevXqlf7zn/8oHo+r3W5bIhKKD+ivVqvp4ODA/nY2m1kwUtJX0Noq2OIuHD7KGKQS3Xw+12AwsGQaKJOk9C8WCyUSCSs1sFgsdHl5qU6n85fKzT6WPKqC5kQnQp5Op1Uul63WBbQdFBhJEoD0dFKgHgQ1gX1hGenrgAE/wSAlLVmOfgF4F5j27z5xAdcevJV7pvLa4eGhdnZ2DJf1wcNsNmu8Z1zdfD5vCoGMNaASan7A8gCfJjHE32toLa+CNPx7/n2ux3gprtNsNtVut3Vzc6NEImFF5FEyuLC9Xk/pdFr9fn+pxsfz589trsFpT09PrRAT7jEBYsp9Yr1R7tN3dJe+v5uNj4lwPfpZktVJAg7lbBlDuVw25XxwcKDDw0Pj7XOAJBIJ4xRDIWTOU6mUta6iDRcH/mg0WqqFQqYba/TPHET+GcEI4tpkCuIdMd7t7W1rd0a1t1evXikej5ulicLyZX7he1OjxO9dknmABin/6fngwC3+fu9S0l5WfQ6IhevRbYX92+12tVgsjGJHjZ+3b99a/RySrX5ZBR3lhvhOvr7mM2UkSUc9OTmxYBRFdeg9dnZ2pv39fb19+1bv3r0z7M6nezLhoQsfKjTuy98jMMnt7a0VQvq///s/q1kwHA5tM1KnGI4rr89mM52dnS3hX2CCBNCoEVAoFPT27VuDEig4w4Hw6dMny6qsVCo6OTkxVoAvh+ix4yhII8pj4D06hRMk+t///mfPnJoKlUrFSnCenJws1Qbhe30A1we6oBWmUikdHx/rX//6l5Vspbob7mez2bTSpvv7+0vBWsbg5+k+ijr0Ngjunp+f68OHD9YkYDwe2/1SqwIPBg4zz92Xs4VSCIRHIlMqlbJO8hwABN4oItVut5esc1hNfg7vqyR4PljKrH0CnhcXF5Yx2O/3lyzIsGAQSUqz2cz4+xg4xIgWi4Vh8HgZv/32m61lrhd2yKFmzatXrwx3DxlfXsJ1TIYg1rdnL3EY9Xo9a4dHuWI8PHod7u/vW0E0EsTwKjw3f13gDemRLOjQJfcMCtKi4ZqSN18ul63uRTwet81LkK5arWp7e9twYYKOBKuiigpJX2/oEM4gAOgre338+FH1et2YGeDEdGnATZU+u2zUI2Bx+4OJyeYwKpfLWiwW6vf7+uOPP6w91+XlpbVnarfbSiQS9vz6/b7VUYhKjUZpRI1T+lLylCCgdwHp0Viv17W1tWVF5P2m2t/fX+ISj8djC7AxRr+pUDrpdNqw/EajYW2qdnZ2DPZAUYKBp9NpqzDGobDq0F0lGAPj8djgDLq/w3Xt9/tWqhKO+qtXr5Z6URIoph4HzxUFAV0LTjRQHvxpoAyUNBZmiJX6+hy+fvf3yGw2M8vXe4B4oLe3t0aRpAkERYLAXqlT7pUjhpZvRICCZq58PIEDnABcp9OxQ2QwGHzVCYjAeFh7xktoVLHPmN9Wq2XYOnW3p9OpJU0dHx9bs2F+clAMBoOlbNYQx39qedAgIT9Di8q7m2BjLHIqq8Gxjcfjymaz6na7VsMVBgD59BQZIoPp6OhoieXh74ff+T9KHIXAQUBNgk6no/F4rEwmY99Pp29c8Ww2q+3tbas34SETJj5KaXF/cGspsXl0dGTuJzgntXpPT0+X8G5P3/I823Bxe6wZjLnb7Vq7KwrXj0Yj7ezs6MWLF3YQMV7YNH5efZDHc4fxkvz8e1iGLtzlcllv3rwx93MwGOj29tbqQvi59cXkv6fdGHN7dXVlDYbr9brBK8lkcqlwPM0CgB2oH4EyhprI8wTTpiYFFjXvLxYLZTIZnZycLFVX83U8yDr99OmTcrmcQWYETe8jWM4oraurK/3+++96//69GRixWMx6VjKnJKaEtW4IkE2n06WytjwHIAl/gKD4KZtKVmWr1TJW02QyMeuaJsBeaUrRbCXE49Y+wNtoNKz2NnAVqeh0pwFeAZIBpgqtcc8RXxflLD2CBc2gfaupsD6A/6z0ZXKwJovFosbj8ZI1QM0LKlDhslHgBUUvLacsS18CYtwTEV4K40A5whqi4wgT7FtMedpQFH1I0pKiYsw+qYbMJqAPrkU7KFoWkVrc6/WWuLjUy8aDQDmwgH0dX7BPOsP88ccf6nQ6S6Uky+WyDg4OjHXia4N4ZevnjHGE8xpi4kAAZBlyCND9ggAxNC8SBRgr80d9h62tL/U7fB0QLCoK5BDcpfFCv9/XYrGw+i+UEqVGMfVBfAF5xkjijb+fxWKxdOj6cVM8H4u6XC7bXHIwsoY9K4jnidLDivfBbg5E5pZkkU6no/fv3xtcNRwOLdMRz8A3XfAdvr23e9ec8iz8WuBZwfsvFAo6OTkxpge0RVgfWOowg9hvzC/3w30AGcKdHo1GVkqUQLTnqnt8+dWrV5Z7EfLRwyD7twKTTyUPikFH4bvh4paWT0t/am5vb1u+PJXBSBFGmXU6HUsvprSj9HmxUgsgl8stKWif1YZ1SqCIIM5isbAMOaAIXDe+12+gKAUdbqBVk82CjsVixhelUD2uYz6fN0VKqdbLy0urOlcsFo2+5esfEKABGmKsjUbDgrDUn8CqgBZF/z+UPgdtSIHjZzj2KA8GHB6FBgbKvMKAyGazarfbGgwGmk6narVa2tr6XAaVnnI8m1QqZesKd5dNi2KgWDuKmZ50lDx9+fKllf/0dai9ePgobJQQi8XMqg+NDhQZxglzTGoxQURabwFjkSRxfX1tQVbfnAIPFHYEY4UOyZifPXtmWGulUtGbN28MdmEts4793GFI3EXt9M/Fe8rMbyKRMMiGhhDpdFqZTMYCiZLUbDbNcPKQFsp0Z2fHgn8cupTrBdKo1WpWcoDA68HBwVL7MnRBqG98DkW4XtdJ1rKrNxPPSQ9trd1um2sIhQkst9PpqFgsWjF5H+QYjUZWyYq+ab7caSqV0n//+19zM+Gs+sXyGBPn625wuoMTVioV628HRxevodls6uDgwFxsrDVgF79haalFI1xKnb548UIvX75cspjBQf9MRttdEuJ6HMRkXrIBuWfaFdXrdWNekPhzdHSkxWJhafJ4Uefn5/r9998Nwmm1WvZsqB6IS+2D1N6KDD28KCbBfcfrrVGKFG1tbenw8FDlctnofiQ8jcdjtdttS5yhRjHtoThAmP9ut6uzszOdn5+r0+ksMRVOTk50eHhoXGQgMazIx1ZCsdiXxraZTEaHh4dWN52Sn3iLNACgYBP7L5FIWMML366McsXEBTh0OYjwSGkTh6EWQpE/i6ylgvYbGauSySMjr16va2dnx1oOQbgHD2232/b/0WhkkwxjAuwVC/K3334zPJJeZ9xLlLv3EOJdRXBMLI9CoaCbmxtzSZPJpN33bDaz9NTxeGy8bP5PiczLy0tzqefzuZLJpI6Pj3VycqJ//OMf1s0Ei4rF+xg4XOhWMl7aNJHAgvKk1CdBUyAMAjuxWMzc3VarZYwB3wE+k8lYG7G3b99aUIwC8mE9BumLZ/BngkXhWgnxeJQs1xuPx2bR+pK1k8lEOzs7VpOaQBrle4mbwDEfj8e6vb21wk0wb6Bqegw5av0+xlwD0aRSKdtjMEagUg4GAy0WC2snRjei0WhkJRI8bQ5IcjAYWLlYGjhTsIrvDmv5/IzKWVpTBe03iPQFEgG+8NXGBoOBwQBYygQLcAcptA6/OplMWr1eukdXKpWl1uz++o89zqjFg1VHCnWxWNTbt2+XPAeP16K4eBYoKqAMX58ZT4NgJ+67TwN/KPEHW2iphs93b29PlUrFaHpYhgSa8KBoCMCzAMfFG6L7erlcXmoOQMDTZxlG3aufnz8rUdg0HGUfl2A9l8tla6sF44b1DJOENcw/1gcJQmSiso59p5pwT/nXHks85VT6PL8HBwfa29uz+aWsKY0xGo2GQWtwuGu1mvU6TCaT1hQAgwqPlxiWbxDATz8f6xQE/JaspYKWlrOivCXDyYhVzSKGRw0e2W63jT5H3WICEvQAJHiSzWYNF/Yp5UzsQ7v8SGih+Q2NtQOFkAOH1GqwR4JPzWZT9XrdSmFKsroKdLrwTUpDdzd07R96nD7uEMU4AetGkRYKBat9wsalIwheAokfzJ1PugDO2N/fX2L4oLCiMMhwI3uO+bck9LJWYbj+gPKWZjqdtqAftTKgHwL3VKtVDYdDO0ShuHHwkiwDbOML5q9K5mJ+HlpC1o//nZrqdE0C3iLRhCAqMM9sNrNUdHo8Hh8fWxkIH9BelUL/s8paKmjPdggXOkEJ6UsauXeXE4mEbm9vjaY2nU7NQiHwR+0LWvNQqc5Tx/h+HxjktceQMODmxwuJ3mPW1MGo1+uaTqd6//69ms2m4vG4jo+Prc7A8+fPLdhJMkWYwfWYVoV/ht6i8e/7z3BPlOvkH40Pbm5ujMdMKdPj42OzmH3tC3BIP6dc0zMj7rr3PyPhQRR6g4wXr8U/J8ZJgSnfKIDMUyxmEk3wFKCQ+fuPYk1FBXMfY/5RyF44POCNk71Juj8B4sFgoPF4rO3tbYOmsJrJKM5ms0okEl8xP/zYfjZII5S1VNAoIm+9Ri0gIscEnHDvqAUxm8307NkzHRwcWFuto6MjC7yA7d3efmkw6r/bHxDfk8l2X/EuV7iwvEL218dCgscaj8etL+B0OlWxWLQGtKRp+81AxB22SeiGP4b4OYwq5uM9Fe4LGIIkClg8t7e3lhi0vb2tYrGof/7zn3r37p0FxHhGQFVhj8P7KqM/Y32F1nOIS4feBK9JXw5jkq/ArPEMx+OxksmkXrx4oXfv3i11ok4kEpEKKqwAGN4bPx9TkUV5pD4OQZwpFouZt0DAPJPJWKEmIByejQ9or/IANwr6ESQKCwxPfF8T2heLj8fjarValmxAh4+TkxPDnVn4vjyhL5QSXv+xKDir3OBVASrPCpA+W5nT6VTNZtOsiHQ6rZOTE717907ZbFbZbHYp6Bpeg/vwG+ehJbTS/LjCMqnheH3bMbp9AAtIsn6CFDRi3lEIJHP4xKi7lK4/NL43DhEFbYTv3RV49AoWBeUhGeqTU4hrf39/iWHkx8oY5vP5El9bWp4Hbxw8BrQVHlDemwlhS5hTKF9aUMGb93GTUAlHzdcqw+NngjzWUkGvAvmlZTYAEgZAJBldDY5vNptd6uoBRrcqpdYfAF4pPrREWZR3ZVXBTGFBQmUqlUoaj8dGU4KJQsBF+lL1y2eFhfLQh1FUsNdf12dw8ZnwWfMdBDOpr7C1tRXJd/XfFwbJ+Petw4hr3ldBR31XOK/eS/AQCwFLn3jDGqUcgg90wlSQvubzhveEhxh6o1GY+0MqrhDS8YcDWaeSzAqOx+MGUdIrMZlMWqNhsh59JjDPCfGlHvyh8DNb1GupoJFvWSMeBgg/i1Xs3Xu4vqFb5LFA6ftLW/4VuS9kgqvuAy7S5xofsDgoe0qpUp9cI2npoPnWs/XXDT//PRvZ45BR1wyftbd2vWLx4yaY67NVPRa5CrZZNbbwPr21h5fyZ+SuZ4wV6D8TQmp7e3vWhFiSJdQA4YSlO6MSp6KuE1rSj7HWV7GBWIPeCJtOp3aQ+NomeE3EIGDBSLL5l74u3n+XJ8M1fxZ5HHrCD5JvnfqhRRqe5tLddZPX6bT19xnlPfC7H2P4Hj+/d1yr8P/7yreuuer90AJd9flQKd/nmg9x339VVlm94eESZYmvGvN9rxNe60dKeO9hKYgwJrNqPa/bHn0M+akV9H3lPkr8Z5e73Lqo/29kIxtZf/nlFfQqxfQrKOVQvJIO/21kI+sqq4J5G1lzDPqxJXQhf2bxwTYfPfey2QAbWXfxe3JjXPwNLGjp25P9qyiuVVzQjWxkIz+n/K0t6L+DbNzHjfyssjEy/gYW9H3cpF9FeT00i2EjG3ls+ZUocY8hfxsL+u800VHUq42y3sjPIhvs+Ys8qAUdppCGCSEh79G/F37P97z+Pfe16prf+n4SJ6jrEOK9YYpp2B4o/P5VCnMVXn5fK+O+CvmuZxx+D0kyd13HJ3eEEpWNty5BoLuuH/Jyw8+yFu57nXUY67fuwyfshAWlPFc5/F7/O/P9Z9lEqxKN7ivfc70wKLluhsyDNo0l042UXEp3hmm3ZAtRFCesIucVePgA+f2+LnzUIlmVFBGlgMLx0S+OlGn/nv8OaoT4tOXw+70yDA+3VZlw4Wv++Ybk/VUZY6sOgKhnvL29rdlspsXiSzskfud9nxzDHPt78oqM6/jN/yMzN72s2sDhgULhJu6beSeDk/GGlRD9dfjbMNvvR0nU+o8ykmKxmGXb+n3LexgpPhMwbPHmE0+iJOrZfOtz3zPOsPJkOE5/PZ89ylpcJ3m0prGe7sX/fSlFxC/w2WxmCjB8UFHK5SEXus9UCi1if6++pxkbjr/3ncz9YvYHildMUUrRP5PH2MirFq//nc4epNnS/8//DRuU+r7UweC5MA6uOZ/Pv8qAeyrFjDAfnpYY3htj9XVEfGdrv8G9lxE1h369/EjxCjRq3fEen+VAJoWeYkY+I1f6UlfDKzee0VNZo1FKlvn1NWl80wZKQTB/k8nk0Zt13FceVEGHdXD9ZM9mMw0GA/V6va+asErL5T3D0ze0vvj8Q4ovvXkf5egXpL8fLOvJZGLdXIbDobVZiqrXGyoH//pDKmq+M1SM4WalGhxj8/Piu3tQr3ixWCx1A/FWJvUspOXCUL7i2lO6lqvcaTY0Bw4dw8fjsWKxmDW3XVWIKLyGtLo+xWOLV1ih5+Z/orgY53g8XprryWSi+Xy+1P2ctbLKW/uRsuq5r4KnUMbX19fWvHc2mymRSKwN1PGgXb39YmeyWcDj8di68dJm3beVD2GQ0IoNlf9DinddQ4UY4mvhQcIhBGzjO2v7zs3UJw6fkX92/llyT6FS/6uyyvX29+GtfW9p3N7eLjWlpSXRdDpVIpFQoVDQcDi0TSwtex1cMzxon9La4h6iXru5udF0OtVwODSF7BvVDofDJWsr6kD1z/apPIZV3mfUPmN8o9HIfjLfdF/3XmJUhTzgzbvkMeb8LojSv+bXN3M7GAxsjWM8roM8qAUdns5bW59bESWTSWvPVKvVrHA87dl9nePwwYQW82O4/qusZo+V+tdubm7MmhiPx6pWq+r3+9ra+tzphFZFtIrPZDLWtBW3GAvE30P486HHGqWcw0XNZ4AlOCTm87l136aBJ1bl7e2tOp2OqtWq9dijJCaQVlTZyae0tryESgq4jQamtNtizbKRaVpL554Q7omCrp5KopSzJBsn3kKn01Gv17NORJT47HQ6Oj8/VzweVz6ftyYBxFmi5nfVvD6WF3yXh80+ns/n9m8ymajVamk0Gtmhsre3t1TW9KnlwTFoHgxtbXK5nI6OjjSfzyVJtVpNNzc3arfbyuVy1vCROrd0wZC+lBEMFeRjbOioYF5UcfXFYqHBYGDdxemZV61WFYvFlM/nNZlMFI/HNRwOdXZ2ptlsZjWaaW5JFwkkyop+jEUSwiq8FgV7zOdzTadTjcdjGyv9HxuNhiTZATudTlWr1SRJ/X5fhULB/qXT6a86YHCNKI/iKYSDFwiHhryDwUBXV1fqdDrKZDJ69eqVJCmTyWg2m6larWo2mymdTiudTlvtZpT0U48LiVLONFWm6e5oNFKtVlO9XtdisdD+/r5BGLRVG4/HyufzSqfTyufztn8pD+rjDsiPOoBDeNTvY+JBg8FA7Xbbxv3p0yeNx2NlMhkVCgWrp/5Y9d+/Vx78LrC4sKLK5bLevXunvb09a/7ZbDa1tbWlfD6vV69e6fnz59rf35f0uc4rcIOnqXkrx+OjDy0hJuwPCRZ0rVbT2dmZLi4uVK/Xzc3f2tpSoVCwJq/T6VRnZ2e6vLxUKpWyBq6MF4jH05qkx3eHozDvcOwoZ7otf/z4UWdnZ2q329bIM5PJmDvIwdXtdnV1daV8Pq/Dw0O9fPlSJycnVog9rGG8DpglcwDW3Gw2VavVzHK+vr7W7e2t9vf3bZ0C3VxdXalWqymXy+ng4MCsMVpRMdantp797xgevV5PrVbL/jUaDWuyHI/H9fbtW0kyHLpWq6lWqymRSKhUKun58+d6/fr1UilfWCphoDjKO31MiAPBE5xOp5rNZraW6/W66vW6+v2+bm9vVS6X9fLlS71+/VqlUknxePxB7+3PyoMp6BDDBbLI5XL67bfflMvldHp6qsvLSwsWzmYzxWIxjUYjtVotFQoFFYtFc5+wqsN+gY8l3qpE6eDmginX63VbqGxeSdalOJVKKZPJWCuqZrOpXq+nTqez5DZ3u13rSEz3iCir60cpLh8II3DSbrfV6XTUaDR0cXGhVqul+XxuXahfvnxph+hsNlOz2VSj0TD8cjAYmCWaSqWUz+fNW4IZ8JQKbDqdmrs7nU7NumIcnU5Hk8lEqVTKukonk0kLiqK4xuOxer2eJBmmSQeUVCplcM9Tuc0ozNlspslkYt3uu92uut2ueQqDwUDb29vWxDWfz2tvb0/D4VAXFxf2XFBqxF9Yy8SW6KnoA8Xcx2MKLA1+xxvq9/vq9XpmbFxeXqrdbqvf7+vZs2fWNu3169c6Pj62hhfrIA+ioKPwRP6/u7urcrmsvb09ZbNZvXr1Sq1WS1dXV2q32xqNRnr//r1OT0+VTCZVLpf1+vVrFYtFC1CFXUQeQ0IXkAXdarV0eXmpRqNhirnf7+vm5kbxeNygi0qlosPDQyWTSXP5/SagnTwu5N7enkqlkvb39/X8+XMdHR2Z9f3YCzqMahMYIk5QrVaXvAOw6Ewmo2KxaB2kK5XKkrvcbrdNsTWbTU0mE52enurs7EzZbFaVSkVHR0eqVCoqlUrWENYzOn6kECdot9s2L8wteDPdpOPxuMrlslKplObzuTFYCBaiBAaDgZrNph1IxWJRxWLRlJ3vIfijhLXMAdRoNFSv19Xr9TSZTGwtVyoV6wuYSqUsRjQej1UoFOzvObiZZwLEBwcHOjo60v7+vo6Pj5cC/j9izND7wJf7/b4ajYYuLy91dXWlVqul4XCom5sb7ezsWIfwo6MjHR0dqVgsWtf7dZEHUdDeAvITQeNL+JSFQsHwzFQqpbOzMzuRvUVyc3NjJ/toNLKgBLQeb2WGmzuKHRDS+bz4w4VTF0t3MBioXq/r/Pxc1WrVrGFJSiaTKhaLOjg40OHhoQ4PD836DyGCdrutq6srXVxcqFarqdfrGe43GAzMah0Oh+Yax+PxJWXt3UioX1CFsPb9IYZV6xMKws0ym83MqhoOh2o2m2q1Wrq4uLDA52g00rNnz5TJZFSpVHRycqLj42OzJpH5fK5isahSqaRarabd3V17Xn5+sdJHo5FZmXhJIaQVFejxzyFqPv1YEZ4X7j0bmEMTL6Hdbms6nWp3d9cUbKFQsEbDKCwgDLyD0WhksAjY5vX1tY2Xjut0k2es3vhgfL4noR+jLyXrjQg+G65nvouA9vX1tTqdjlqtls3zcDjU1taWEomE8vm8WY+eZUWiEl4hMZerqyudn5+rXq9rOBwao4U1z99gUXtqXhhr8bCXj5F4eHFVgJn/4w0RMxkMBmYInp2dqdVqGUWS8aKYDw4OrOFw2GD3qeVBaXb+p13AdaBeLBZLwYTd3V3l83l1Oh2zSEajkS4uLtRut1WtVs3KpOV6Op1eGSX3CjkqwBhu7PBesajA45rNptrttnq9nmGLxWJxyWLY399XuVxWLpczN5bvvbm5MZgG2CaTyajdbttYB4OBPn78qFarZQquWCyqXC6rUCh8RfnxG9Bjxj6TkbGFZHv+DhbCcDhc2rAoqevra83ncwvyZrNZs5z39/dVKpWs+7L/buAamn8WCgULKl5fX1vQtNvt6uLiwr6zXC4rn88by2VVok4UqyZcg/4Z+IAV3F6gKmCn0WhkBzJeXjabVaFQMEgmn89/lZjie+Wh1Okh2Ov1TDE3Gg1Tjtls1jwHntFdB5Jf2+EYo+bW7wMf7Gw0Gmq1Wkb5hKvPAUmwvlgsGovBQzI0WL69vdXOzo4dYAQKu92uHbpnZ2eq1Wq6urpSuVzWwcGBSqWSHU4+rsN4ovYyBxGHTJitKC0nQs1mMwtks56x9IEyisWiMpmMwZGHh4cql8tmFHkD4ZdT0PcRNg2bO5fL6eTkRL1ezyCERqOhRqNhQYmLiwvt7+/r9evXevHihW5vb5VKpexElpbpSz646CeY9/ykhkGxfr+vWq2m09NTffz4UdVqVePx2KiCWMsoLDoN+5TuEIuHloTCOj4+Nnf4w4cParVa6nQ6ZqmXSiW9ePHCeNXQf/gda8OP2VvUXoFFBf9IT8aCPD8/14cPH3RxcWEubyKRsEPi+PhYlUpFuVzOFGjUWLe2tpaUViaT0dHRkbmZ1WrVsL92u63t7W2b/36/rxcvXpgH4gOPofgxRik1r8A4uLDqsJQbjYa63a6Gw6EWi88Zc6lUyhRVoVBQNps1VhHryR++W1tbFkja3d3V7u6uMpmMJpOJWW8ceP1+X+12W6lUSpPJxLpUh1aytzDDDEe/rhmft6R92QTiCUBr79+/V7PZ1PX1tWKxmLLZrA4ODmysKE8UMWP2Hhd7By8CBdftdtVsNlWtVs3LhIZZKpXUbrf1/Plz8zAlfUXLC+fMr91wzr23wb/ZbGbB+4uLC3369Mks+1gsplQqZdAahl4ymVzyaPzhznysg5L+4VwSXJp4PK50Oi1JmkwmKhaLFiyDd4mb2Gw2LcljNBoplUrZA+ZEZ8JxYVnUofXJPYQZU1hVtVpNl5eXajabGo/H2tnZMcv26OhIz58/txPYKxK/aUJYgnRSFDuBC0l2WDWbTXMh2YhQmrDCscBDKhObNyzOhLCBOYTAIwn+NRoNDYdD7ezsGN2Iw+jFixcqlUra29v7Jk7M3GIhzmYzGwMK/urqypTFYDDQ5eWlxuOxbm5udH19bfOKW+zdThQIh3NU4SrmGY66h85QWP1+X/P53BRiJpNRqVQyjwiaXPjdUa45uGcymbTnzBrlICNADNwlyaA0mC3sCekLvBEqCJ5BqKg5hObz+dKBBIQzHA6thAKGxsnJiVHkUM7e64i6LuwsnjEYO54t3daBE2DE+CQnHzjl8+G1/FwD9bEGUMgwqkajkUajkTqdjsVNWq2WeUSwa54/f740v97AYzz+QFoH5Sz9YAXtFxW1GbBECoWCtre3lywvAhEEY05PT9Vut80tI6iB68kigAaG9clm5rVYLGbKCleoWq1ayudkMlE+n9eLFy9ULpfNRYPrSlTej8fj4dKyy+lTn0lmSKfTevPmjY6OjvT69WtjfLCZLy8v1e12baylUsmCkIyHg4gNHlpkBLtw4YfDoU5PTw3WAP/e2tqyIIm3IMEjcW99ZmPomvv3eZ2DCZyzVCrpzZs3FqjiHjqdjm5ubtRqtZTL5ZbgLF9gy1s1/pre6uHg9YwblNR0OtVisTBoDbhhb2/POMxesfL9cIFDbm9oAfI3Ozs7FvAtlUrq9/vq9/saj8daLBa6vr62IHIqlbJn7a1DFFdoYXpvkDn2HF+P+Y/HY83ncztwk8mkcrmccrmcJWN4TyWKtx2lsPyz39raUiaT0bNnz5TP5/Xy5Us7eIEGibtcXV0pm80a15gAe2hchPPq95UPeOJxcxBdX1/r5ubmq73LeKm54S1mv4afik10lzyJBb21tWX0Jlxj3KZ0Oq3b21tzE2u1mqrVqmVrYQHCa8zlchqPx0ZTIyEm3EBYNnCWcTsJRrKBY7GYMpmMuYGVSsUging8vlQ4x7tZ4djChe2t3Xg8bllLuKMs1lqtpna7vUT9QhlD0fPZW0AhfgOxiLHaoLvhBnLo3d7e2qGTz+dt4+D6Ya36IKTfnFhd3jPxY+Z9n6EFppvL5ZTJZAyjBUNk/sBQSSNfLBYajUZ2+PpnjlIGB8VihndP+jnJU/l83oJiHPDMSaikVkEtoWXN3HuMOplMWvo7DA8ORcoBYPUyvwSId3Z2NJvN7DnyvRgaQFUEILkGgV3GS4AeCAePzK+dcMxRY4saO3EkLHMwdoLdPH/WMAoUQ4pgXjKZVDKZtHn1FD7WPPue9PN+v696vW5rmWA2Bs3+/r4ODg4MzsBQuyvI7BX1usgPVdB+U4VlF73ikmTKAWuTE5INilWCAgc/3N3dlfRFOWCtexiDYMJgMDBLnsAHP70i8RMcYlWMhd/D4EdoUeMaM0YsYMafyWSWNpon2PMPaw/LBRocz5gDiO9otVqWvgssAGfbW8pg6p6P7YO/oaWIhIo5hAKY39B1xaJDuUCBIjgbj8cNTgIyIbWc71osFhqPx0bv89AYFDJcagJbWMo+Ay70Pr7H1fXPwsMTPC+gFLj9/jCZTqdm4cMfTiQSSqfTprg9nMKBzqHLHBPslGR4OPAAKfdAZRxEft2ugnPueibe4gyr/LGWC4XCUt0S1ibBSw6Ocrlse9t/Lyn1rVbL1gaFm2Bl+MM/kUjYQQTn3geeQ4las+skP1xBe4UUdTJ7JUZ0tVgsmtsKJNHtdo35AbY4HA6VzWZt0bKQu92uKbL5fG4K6+bmxpIufISXjYvF7PEqT4aPUsLSsksWKu1QGCvJG/l8XtPpVJ1OxyhgMANYmIlEQoPBwOiHYH6eTrW9vW3PBAUQi8UM4y2VSksBIpRDGKRCoaN4Qhcwyv1dZZV4JU1gjvHCRyZoijVNFD6TyUjSkoUIDokVzrwOh0PNZjPt7u4a7k9QF6zUB1tXbV7uf9UmDmEsSUu4NP+w3FHS0Pyg5AEFjMdjXV9f22cWi4VZhxzUsVjM+Mjz+XyJy8xajsJ5Gae/t5A9EYV5R401hNH8a1jVeE35fN7opOxf5rTT6Wh3d3eJJdXtdq2WDRYzENhoNFK1WtVgMDA8nPgQMKCvERKWg/X3f9e8rpOsRcJ5OOEsJk5/Hi7KhDoWWEssbKAQeMckHSwWnzO/CA7MZjMraoNSJmCCFektcA9ToLBWuUkhrOG9BiR8jbHyXVgFPjjo65RwyFAljyw/+OXn5+emmNmEYK3wt8vlcuRBFOXm8RzC4uaheKUUYsVhwBbviOAaAWLGure3p16vp8ViYRbYbDYzz6fVaplLzHoAc4VtQGKNxzuhtoWYtmdFMDd3Hax3BUt9XIL5JcgFrMUaxNoEM0YRxWIxs67r9bqazaa63a52d3fVbrctFgHUQRAa7jHPkHUVrlXmxCsuP79I1PMI5xvxhx3FwfBcuCfGvLOzYyn0QB/UNqnX67avp9OpJCmbzUqSPTfmHOonAcuogmuMN+qAiVLS6wRz/FAFHRYg8bist878A/aWHNSsVCqlSqViGVzNZtMmtdFo6OrqSqenp3YCUx5yPB4bzooLROEisDQfvfeBECy/0NrySkladhc99ckT9KPcRZ94In2GP7LZrFnVvm5ttVo1qth8PrfEEjwFmCLz+dx41VjMIc/VM0DCOQkr7vl79wptVVDJWyoe5/RF/Xmuu7u7NrfHx8dWaQxeK2nGBHMZ+/X1tWX5Eezb399XpVIxJRWFMdMVhFhC6Cn48YS/RymwqML9XmEtFosl9x2l6ucXj5B17VOTYSik02m1223t7e0ZVx52jw9welx8Mpl8xf4IuxlFGRUe5uK7oqC68Jn4deDXGHGm4+Nj4+BjEeMBnZ+f6/LyUtfX17ZWr6+vjbMME8OXhPAwFWMIocaoNHu/b8OA4V1e1Y+UJ7Wgox5aePp510yS9vb2JMkypHxUFu7j1taWisWier3eEt7pEy5Q0lC6ojDUKIUc5Qaugi5W/V3U30QtCDwI3N3RaKR2u20WN5xTIuks6MlkIkmqVCpmLcOMCBslhPf2rXoRfrPeR6KeA5a6f42NhvInYAaDBHYOgTVSckkiIe0etkulUrGDkfXjD0h/YHpO7rfuPXxeURIWsedvWLsoAP4vfaaaAgtAA8TL88otnU5re3vblDIxEk+XCwWjI5yDqLGEns5dzyN8z4tPaed6npLI3ovH46rValaulcAqhab29vaWvFyC9gSZfbwkvO9vWcKr5nydZC0gjvtI1OYg/XZ7e1upVErlctnqPUCvisfjppjJvcdS8/jct677V+75r3ze498oFQKnLFRc+MViYTUvDg8Prf4DBZxWbeCnkLvwXA4glC9JPlDnqCOxvb2tcrls1QFRUnDLPQ/9LuUSdT8PPb6o1/w9AUXAaEqn0xoOhwZNwVbKZDJ68+aNXr58aWVcCQKGCRd3HSiPrYjuMmqYj3Q6rZOTE+XzeVUqFTM4arWaBoOB8fIPDw/NwMjlcktMF2/VR8VHfnaJLe4C09ZYPM6Hi+pz8IEAEomEpe+CM/tKaiH+tm4SBjYInsBMoSDThw8fNJ/PjWJEQSNgCs+QWUcJU7i9K07EfjQaLZWJ3N7etgSifD6/xE7AaoxSzt/L0nhoiYLEJFnWa1iHG/x5NpsZBFSpVCxBy1PIwjjAU/F6o+IYYUDVZ0D6BhfUNIHFU6lUluhyPLMwYWddajg/pPzUCjpc5L4wDIElaHOwFFjUfiHj8q6jeM6xP1A8FDAcDnV5eWm1P6DNkZnmF/O6SogHesWFooa1AJuFYCCHLs/HQxpRSniVxfUjJSq5iXsjYAbbgwDi7e2teYTeS/B4v0+JfkocNQpeCPdcaOnD+ydehGdMnIjxhhj/OsznY8lPq6B9VlXUYoSG5ZVT1ASuuxvku4f7oJsP6hDJD4M50tdlVNd9vF7J+Pnym9mn1HuXXlq2SFeN9S52xo+SENKJet3fn1e8q+CDsHbHOito6WtmSehNeKYJ+1haPtx+RaXs5adV0J5NEGby+UkLrRP/2Z9FYfmNGbXwfTYhiTk+y5Hn4gsdraOEVlUUNAGNjvHiNdHRxvcEvOs60tMp6HDL+UPGQ3Z4AiHLAijEs2/C737q9b0qQBdCHdQkkb5QL70i9saJF09/5Xt/RWX90ypoxCtpTl1vSfgJR6IskHXFoO8rnqIn/XkGwlPJKis4/Azvh38XHtLrOs7QQIiScB6j3r8LQ/fe02KxeJK1fdchGMJ0/jCJsrq/9ZyiPJFfRdbXnPqGeCsjKktK+nKqrjuV5i65z/npYY2oBe4t6XUNFEYdJiFWKX22svwBjOsb/s19r/WUskr5+LGEKfX8vGsMPlaxjuLvLzxQQw4zXuFdntW6zOdjyE+roO+K0PvPeGhglWWy7hO8ynIMXwvfv8syWUe56yBlDkko8WNahWlGQQlPLVHWf5TnsMoCjfp7fv+Z5js8bFZh71HFwO76vl9NfmoFvQp/+5b1ELWh13WCv7VBw9+jPr/uDI67JFQ2XkEjUYfyus7ptw6R8LP3GcOq71jH8XtZZXBEHVLha6u+51eTnx6D3shGNrKRX1V+TrNqIxvZyEb+BrJR0BvZyEY2sqayUdAb2chGNrKmslHQG9nIRjayprJR0BvZyEY2sqayUdAb2chGNrKmslHQG9nIRjaypvL/eY24rv9TuQwAAAAASUVORK5CYII=",
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} | null | null |
MA093 | PM094 | 上一问中,红色木块垒在第几层的概率最大? | 第1层 | 第1层 | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 上一问中,红色木块垒在第几层的概率最大? | 093 | {
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"path": "PM094.png"
} | null | null |
MA096 | PM096 | 图片上半部分的展开图属于下半部分中5个立方体中的哪个?用英文字母回答我 | A | A | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | multi_choice | 图片上半部分的展开图属于下半部分中5个立方体中的哪个?用英文字母回答我 | 096 | {
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",
"path": "PM096.png"
} | null | null |
MA097 | PM097 | 如图可抽象得到长度相等,角度相等的平面图形,从该平面图形的所有顶点中任意取出4个构成四边形,其中梯形的个数为多少? | 24 | 24 | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 如图可抽象得到长度相等,角度相等的平面图形,从该平面图形的所有顶点中任意取出4个构成四边形,其中梯形的个数为多少? | 097 | {
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",
"path": "PM097.png"
} | null | null |
MA098 | PM098 | 求数列\(\left \{ x_{n} \right \} \)的前\(m+ k\)项的和。 | \(2^{m+ k} - 1\) | \(2^{m+ k} - 1\) | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 求数列\(\left \{ x_{n} \right \} \)的前\(m+ k\)项的和。 | 098 | {
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",
"path": "PM098.png"
} | null | null |
MA099 | PM099 | 如图所示,在四面体\(ABCD\)中,已知棱\(AC\)的长为\(\sqrt{2}\),其余各棱长都为\(1\),则二面角\(A-CD-B\)的余弦值为多少? | \(\frac{\sqrt{3}}{3}\) | \(\frac{\sqrt{3}}{3}\) | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | open_ended | 如图所示,在四面体\(ABCD\)中,已知棱\(AC\)的长为\(\sqrt{2}\),其余各棱长都为\(1\),则二面角\(A-CD-B\)的余弦值为多少? | 099 | {
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",
"path": "PM099.png"
} | null | null |
MA100 | PM100_1;PM100_2 | 如图,正六边形ABCDEF中,\(\overrightarrow{BA} +\overrightarrow{CD} +\overrightarrow{EF} \)=?
请从图2的选项中选出正确答案。 | D | D | 高中数学 | 图像综合能力 | 数学 | 高中数学 | ori | multi_choice | 如图,正六边形ABCDEF中,\(\overrightarrow{BA} +\overrightarrow{CD} +\overrightarrow{EF} \)=?
请从图2的选项中选出正确答案。 | 100 | {
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",
"path": "PM100_2.png"
} | null |
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