data_id
int32
3M
4.59M
name
stringlengths
1
32
description
stringlengths
0
75
uploaded
int32
1.56B
1.56B
created
int64
947M
2.9B
gamestyle
int32
0
4
theme
int32
0
9
difficulty
int32
0
3
tag1
int32
0
15
tag2
int32
0
15
game_version
int32
0
1
world_record
int32
-1
6M
upload_time
int32
199
500k
upload_attempts
int32
1
1.54k
num_comments
int32
0
121k
clear_condition
int64
0
4.29B
clear_condition_magnitude
int32
0
999
timer
int32
10
500
autoscroll_speed
int32
0
2
clears
int32
0
1.8M
attempts
int32
1
30.1M
clear_rate
float64
0
100
plays
int32
1
2.57M
versus_matches
int32
0
23.6k
coop_matches
int32
0
70.9k
likes
int32
0
565k
boos
int32
0
37.9k
unique_players_and_versus
int32
0
1.3M
weekly_likes
int32
0
641
weekly_plays
int32
0
4.02k
uploader_pid
stringlengths
14
20
first_completer_pid
stringlengths
2
20
record_holder_pid
stringlengths
2
20
level_data
unknown
unk2
int32
0
1
unk3
unknown
unk9
int32
1
3
unk10
int32
1
4
unk11
int32
1
2
unk12
int32
1
4
3,000,497
Burn It Down Again!
Timing and patterns!
1,561,659,729
1,561,662,900
3
2
3
6
8
1
73,285
88,268
11
4
0
0
300
0
5
807
0.619579
109
0
2
5
4
102
0
0
13118909886962974478
14757529295435782559
15851102106332003836
"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"
0
"o0KIA9slIVUU/WgTvOTSTcEDzXoRo74T8ifu0ssE2pz25q/2qzuyInoN7dfBEQt3"
1
1
1
1
3,000,498
Sliding with On/Off-Switch
1,561,659,723
1,561,666,740
2
6
1
3
6
0
20,415
32,616
1
275
3,346,433,512
7
300
0
5,611
15,922
35.240548
6,618
694
175
1,695
162
6,511
0
0
14019166081324324759
9641439575413305320
10736700854787952395
"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"
1
"00mSqBEjl041TaLHK97T9SnR/Z4YC/ukQ6CHTaIQrDZPw4IcLVVF5Sk5MkvM9H77"
1
1
1
1
3,000,500
たくさんのコインをとれ!
1,561,659,734
1,561,692,000
3
0
1
8
8
1
8,058
24,763
4
1
4,116,396,131
13
300
0
35
207
16.908213
52
6
4
2
6
56
0
0
15915225568592290845
11367624968304838710
17271394961333264215
"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"
0
"UnLmXvOSkPxm2AgVcj9J3uA4KVg7lNGI4/4cGj9WE3DjQcxtLPAFxo7pKbNAEFmQ"
1
1
1
1
3,000,501
On&Off Forest Creek
My first course.
1,561,659,743
1,561,666,140
3
9
1
1
6
1
77,500
110,839
1
88
0
0
300
0
1,213
5,627
21.55678
1,983
37
27
474
38
1,919
0
0
6559330063882318596
11446857956273223305
9327851441407237714
"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"
0
"pOenh0nRKxK874Lqd2UwH9vTXz6d/A9GJDES3UZyENtnq78Jpb4pj+aWEH0nKJ7M"
1
1
1
1
3,000,502
Ghosthouse-Run
time 120 sec
1,561,659,781
1,561,666,440
3
5
2
3
6
1
35,718
56,524
1
4
0
0
120
0
47
750
6.266667
133
4
4
12
3
133
0
0
1293565128452383153
5435731222627002132
17048958539927252279
"eJzt2sluHNd6B/DDSRTn5qhmc55k0ZaswYPs9qXsxE6yJQIEd3N3QYBkkURAboA8ht8gyyyy6QfJgg+QXV5Ab3Dzr5Ypt+LiKW0uLhz8fsDnU6yv6tQZi82WZ+b+Y+bfSin/M39vb221jM38FFOJ//rvUh79578/LD+ZKr9uf/jt35S/Kn9f/rn8S/n9uPzXHP1deVL+Okf/9IG1/L78Q/nH3HVcnpcX5VnKpo6//aO2/I9j7qfy9b1SRv9ncpc6Jvv59M/Ho9lSfhxff2/mu/yniean35Y/jL2+X8rN+Pr7s635ldw/PjM1NZn/5Kf8KGtztHB3vrn/2fLd+Tdrqb9XqT/t783+Mj9XtsZX3KxnjFaaM7PTbe0fbU7mn/0i/2wn/V++O3+9ezt+7z9/diL/bPru/Kjfna/V3+RvOu5/PVPPt43fZH7UkX8zV+9/V/66I197fpOvtb/J1/rf5LvG76Zlfb53f0e+bX1P5n9c6hi/xY7xq+Sb9tfGdzx/HffX2jdev5X+jZ/fUX/b++G99dmRb95R1fmb72h/R77t/fbe/HXka/WP109Hvta/8fqvjM94/1TyN3s/748fJvKLt+/fw5/3X1u+uf+2/3fdf9v+u+6/XR933X+7vu7Kt63Pe7f978g3z28bn9v86/16vnl+2/xNPr+Wb57f9n6cfH4t3zy/7f03+fxavnl+2/tv8vm1/M3x7e/Pmfc+P/wwkX87/nfn347v3fm343d3/u343J1/2/+7829//7bnm/Fte3/+bmL82vb37ybnp2X9TN7f9v6dvL/t98tt/sdB+++3288/12epf22cn/6u3H+Xf3n7+ebi3eeP5Pu/yPdOMz+rv6z/3eevjnzz/Fr+zQfkex35t+vv7nzb+E22rytf+3za9L+W731Avvb8Jl/rX5Ovjc+oI3/dMb7XHeM76mjfqKN/Tb7t/TzZv6582/6ZzLd9/pjM1/4+GY9vR77t9/N741PJj8e3I9/2++O9+au0b7y/OvK18WnytfFt8rX5edOxf6476r/uaN+oY35HHfN73TE+1x39G3Wsv1HH+nnzAfNXWx9vOtbHePw78rW/36878uP9Xal//H6s5HsfkO+qv+3z0Xvv7476u/pXy/c+4Pm1/JuO/Pj91ZFv+/v4vfdXR77t88N749/y+e+9+avkRx358fxU8m8+IF9r33j/VPo33n+V8Rm/Pzvytfm57siPOuZ31DG/o475HXXM76hjfq87xve6Y3yvO8b3umN8rx+1f//1bvw78j9e1vPPPq7nbzryrz+p53uP6/lRR/76SUf/PyBf3T9POvbPk47986Rj/zzpeD89rtffjG8t38xPLf+sI9+sj2r/HnWs74786KPu+2v7/01Hvml/Ld/0v5a/6cg341/9/fO44/3VkW/Wd7X/Hflex/i+flhfn02+tj6bfHV8HtZ/fzf5rvbVPl80+drnl2Z8q59vOvLN/Nbyzfqo5Z915Jv1Wf38+aiev+7IN/Nf+/w86sg39Vc/f3fkm/7V8s341PI3Hflmfqp/fz7u6H9Hvtl/1f535H/8tKN9H3Ws34588/1U+/dbZ+X2+dX339PufPX5T+v7s8nX9n+Tr66Pp/W/75p89e+fx7d/v24ttv37ZK/f/v3M1O38bbd//3Obv9mp56+32r+/m5qY/7b2707sv1q+2V+1fLM/avlmfGr5Zn23zd/k/bV88/xavml/Ld/0v5Zv3g+1fPN+qfXv5mn7/JSJ/Xu9dne+97x9/m/z1y/a19e7+j9r//7vNn/zefv3Q++e/2X79y/vnv+y/fuXd8//qv37oXf1z971/w+cjK9o3j21fPPZuZYvAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPxqzU+tlPtTr8pCYjGxlFhOrEytltWUa1PLpZdYz3UbObeZc1tNTC+XrZnEbI7nVsrWvVdlYy7Xzeb6xOrMSllJfjnl8vRKWcr1i4mV6dSZ6OXcesqNlJs5vznzqmzmvs25nEud6/l5NbmNlGuJXuqaL6vlfklbE4uJpZK6U64kVhNriV5iPbGR2ExmK1fszq+W3XspU/fubI7Tpt08ezf92c112/MLZWd+sTxI2Z//vvRzbT996acd/Ty7P71a+ul/P3U9yPU7Kbeb+3JuO/Vsp77ttH079W/n3p2MxU6OH6SOB6njwb2V8iDtf5BrH2Qsd/LcnRzvzKRsxm/xsGwtHZSt5cRKYjWxlugdlP79q9Jf2Cz9xZRLKZdTrqRcTawleldlayfXbie2EpuJjcR67t0ZLve3N0p/K9dt5r6NxHqu302+n3iQGBws7+58UwY7S2Uv5f7OQtnfWin7m8tlf+NV2V9/VfYSg/WMVcrdnNvdTGxlPLdzPrG3vVz2cs9ezu8lP9hYKYPNRFNPL7GWulZTriSWU+dSysWUCynv596M2X7GaDCf+xP7WU/78zmXMd3P+O9nrPYzbvuZz72M+yDlIGtwkHUzSH4wm58z1oOM+17GfS9jupfze8nvZY5204ZBL8e9nFtLrCZWEmnL3lLOpy17Cynvp19pz27atZtzu0uJXLOba3dzzyB9GOT+3cRgJc9bTuSaQa4d5J5B7n+4+W15uJFYT/R2ysO1lKuJlcRyfl5KubhdHi6kvJ+Yz7l7KecSszk/k3I6MfVDeZh1dpH+nqc8S59Pc3ySOE4c5dxh4iDHhxmbg6ypg/T3IP0+yHgcZBwOMh4HGc/DjOVRyuPESY5P51fKWcrz/HyR44tcd5HrLzJuF7n/IvVcZNzOM8ZnidMcn+QZxzk+ShxmXx5mPR/mOYe57zBzd5Q6jhMnidP8fHZvtZzn+Dz588zjeeo9zzye5d7TlCcpj/OcoxwfZR8cpa6jXHucOJlbLacpz5rI+bM86zRxkn12nHqOs4dP0tbTlAdbef5m7s/aO86aO0mc5vgscZ64aI5zzWnW60niOGvyqLkncZR1e5D8QdbswXrGrJf6MreHWSdHOT7Kej9OnKzn+SnPUp6nvGhiI8e57yzl6Ubak/I4Px9mnxw1ZeJoLe3NujnOWjlZSZ9SnmUPnOfceZ5z0USedZ44y/o8TXmSOM7xcXInidPEWXNd1t5F1uFF1uN51t1ZytPl9DfHxzk+aiL5w5QHOXeQ5x2sZo7yrKPESeI0cZZ6ztOGw+batO8i6/ci6/ci6/cia/88a/gscZo4SRzn3FHKw8RBEwuJXH+Q+w6zj49SHmcPnaQ8TZzl+Dzl+WLKXHu2kH5nb53k+DjPOEp5mJ8PF3OcOE6cpL7TxdVylvJycFAu8366zPvpMu+ny7zbLvNuu8y77TLvtsu82y7zbrvMu/Ey78jLvCsv8868zLvzMu/Qy8XEQuJ+Yj5xLzGXmD0sH00t9B5NfVMupxbLx1ML5ZMcP576ZvZJjp9kLz3OXvok8XHiMvEoe+6jnP80+aeJZ4nnU0vlRe5/kfzz5J+lfJr4NPHZ1Pfl8+yTL7Jfvsw+eZn4Kj9/nXI49aB8nbq+ynUvE1/m+IuUnzf35XiY3yjD6edlOHNQhrOJtHmYtg/Th2H6MkyfhunbcOlhGaavw/R5mL4PMwbDjMUwYzLM2AwzRsOM1TBjNszYDTOGn00Py+fT35QvEl9OL5aX0wvlqxx/nXjRPy2f9e+Vz/uD8kV/vnyZ8mXiq8TXiWH/orxIHS9S14vU+SJ1v9g8LE93Ejn/NPP0NPP1NPM2bCLH30zPl99MD8pV4lXi2+m9crV6WK7S1qu09SptvUpbr9LWq9R3lXqvUv83S4Pym6Vcm3qv0q5Xade3/fnZ79KOP8vxn6f8Pm38IeVfJP4ycfhg/0/9EQoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA4P+9uTI1Lr+bK2U09SduDAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAr8D/Agcl4Bc="
0
"j7Zfen9XMsL+xYWtOYxKST+9UIFAjnt/fz56nhfeg8qFVs5eFsZQ4UxjcmVlYmBw"
1
1
1
1
3,000,503
Snowy Mountains
Run!
1,561,659,789
1,561,666,740
4
6
0
3
6
1
22,598
31,492
5
13
1,008,094,897
1
50
0
475
1,165
40.772532
534
415
0
101
59
872
0
0
10476128220948440637
13392941330001606458
3456582333999605015
"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"
1
"Vh3rR7kxKSCHfXcuu8H2l1LBbKCGwOsWUXql6sCdi5Xn3ThkwKF5EsOQzM3E22ug"
1
1
1
1
3,000,505
Easy?
1,561,659,894
1,561,663,440
1
0
2
6
6
1
13,232
22,916
9
1
1,051,433,633
0
300
0
41
372
11.021505
89
1
2
4
1
90
0
0
13795479655786379800
9641439575413305320
784687560473352167
"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"
0
"DFQUWCLTJBt0fnmZoF3CCgOzJuC+p3MUxi4Sj+vqT1tjWC7m4j00iGNJ2eLkUp5J"
1
1
1
1
3,000,506
In memory of Desmond..
Share your best memories of Etika r/EtikaRedditNetwork Rest in piece,Etika
1,561,659,914
1,561,667,040
1
1
0
8
8
1
12,007
16,340
1
46
0
0
300
0
1,010
1,024
98.632813
1,012
3
2
104
41
962
0
0
12276374435742012989
4348475755947476506
5137050993059544653
"eJzt1+lyHtWdB+Ajg7X5lSzb8r7J2vfdlmXZwk6AQAhgzE5CCGtwCGB2CISQQDJT84lLmLkDX8BchGtq7mBugDvI/NoMiSc4faj5kqHqeVQ/n9Pn36ff7vN2t+QdOy7tnO8q5b96uo/uPlRu2pHckWS4/Oddpfz7f9z3b+V/dJXvtz8/uFbuL2+UkfJ6eTl5s7xdPsrWm+WV/Ht3xt65OfpGeaks5uf2Hi2vlucz8+XM+Sh7v5f+SHnh5ux3/9exr94c++b496R6tbyWuSOpLd2yfSX7vZSfqxl5KP13ywc357+WPa/85bhXb575tZtHfTGZv+UI/zd/+T77Srn+N1/uvyaXW+beu+Ov/S93lXKtuWnK4MDFMtJ9sZTuZuup8uebhvZ9U+/pvl392sFSbvQ0I907m9rf1pePfv0ZX8//dn0o9+6NTjNyx47b1S8frszP+X3V34z09tyu/tVY+/wbR2+9vm/XvzxZub49t67fbeaP5/NvjnR13VrvvaX+1c72+uVK/fqd7fWhSv3r8//79Rs7/n69Wd+2+uVK/fpo++c39dr8tuu7MdG+/k29bf2betv6N/W29W/qtfNru/6m3nb91ybb60NTlfX7DvXW72eq/fqaetv6NPW29W3qbd9PU2/7focq9Wb92upfTVee35n281uebb++pt62Pk29bX2betv309Tbvt8bs+3nf22u/fqvz9frrd/ffOX7n6/cP/OV+2++cv/OV95fC5X3X6X+5WL9+K33X6XeHL/1/bZUr7e+/5Yq77+lyvtvqfL+W6q8/5Yq77/lyvtvpfJ++w711vtnpXL/rVTu35XK/b9SeX5WKu+/Sr1Zv9b7b7Vebzu/pt52fU29bX2aetv6NvW276ept77/1iv373rl+VivPF/rlednvfJ8rFeej/XK+2et8vul8vlDZyr315n29Wnqbdff1NvOr6nXzq9tfZp66/Ndub7LG5X7/zvUW+//jfb1az6/9fnYqNz/G5XfP5X69e+wfrXza/37ZbN9/Zp6699Xm5W/rzYr9/9m/fxa/77arLxfKvVr5yq/v7bq9db7f6vy/GxVnr+tyvO7VXn+tyq/f85V3p+V++Py+crzd77y/+sLlf9fX6j8//pC5f/XFyrv5wuV+2u78vtnu/J+vlhZv0uVv98r87+qzG/qre+3S5W/fy5W7s+Llfv7YuX5uFh5P16q/P1fqV+vHH/5vqxf17fro988H/e3129k/vJtjn/XLfXbzf+mXgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOB7YLhnRxnuTfqTvmRXsjvpJIPJQLInGUqGk8+Sz5M/Jf+c/EtyR3cZPpL2WHIyGUsmk+lkLTmbbCbnk7uSS8ndyb3J/ckDycPJleTx5Mnk2eSl5LnkheRq8lryRvJW8mHyfvLunWX47eS95IMmd5ThjzP+SfJp8kXyT8kzydPJE8ljySPJmWQlmUuOJ/uba84xBpKeJjlWd66tJ+ndWYZ3Jt1JT7KUfZe6/tFfHwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPy/N7xzd9m/81I5kPbgzqFyKO3hbB/ZuaeM7OmUU8nonu0ylownI7u3y6lkdHdqgwPlxK5OOb5ruxzvHyjH+jvlaN92OdLXKUd6t8uh5Ej/djmaHMvY0e6Md2esJ2O9nXKop1MOJgeyfbB3oOzvHigHss/B5FD2O5ztw6kfyjEP5xhH8jmHs9/h5lidTjk2MFiOD26XE4OdciLnczLndXJosBzrDJSjzTmlfrKpDwyU4xk7lnMdyfbIQPZrkrETnVzPUK4nGUtGhgbK+P7tMnFgsEweSJv++PBAGRseLGP7tstktqcODJTRvZmT7en0J4azz75OmUhmMmfmYH+ZSn+ySfab2Nsps834/sEyneNM7EmbuTM57uz+gTKV+mTWdiKfP55rGMu6jjf9vfnczD/V1A9ulalk+mBfmc3x59KfT+by+WPN95HrGs11nmrSGSwjua6RXO/JrMPJrN2JJlnH48mxrOHxfDfHerJOWfu1HGf94Fbv6bRncuyN5Gz6q8lmPu9c2q2MnU//QnL+QKdsZR3O5fw3cx1n914qG8mZvUPldNr1ZC1ZTVYytpx2KVlMf6Fp9w2UpcxbylosZ+1WcqzVXMda1mglWc72SsZX065ne62pD3fKcuaczn7rWbPTGTuT2kZTT201tZXkTDMn53U6888kp/NZ6xlfS7vRjKW/kf7ZfDdnM28zY2czZyPZbJLjnUu2co3n9meftPNDW0MLQ1tlcWhXWUq7nKwkq9leS9aH+svpob6ylu9gPd/Fau67lc7ustzJ9ec+W839uZb7czn9lfRXdw+WpaaWdjlzljK+mO2FZDH9pYzNN9vpL+/OWmXuYu6J2YzNNcn4fJPst9DU8pkL6c8ls/n+Z7LPfMbnktmMzWTf6YxN9G+VyWQqme7vL9N92Tf3w2wyl8wnC8listSMZZ/Z7DuTjOTdcCrvhdFkLO+I8bQTyWQylXfFdDKT/mzauWQs99VY7rHx3Gvjuc9Gsz2a5/lUMpZneyLbE2nHk8nUp/KcTzX9ppZ5k8lEzm885zGZTOWZn+4dLFM53nTmzqQ+0zNYZjM2l3fJXMZmm2T+XDKfYy7kmDPpTzfbeafMZ85Cspj9F/r7ymKub6l/V5nP9S1ne6Jrq/R07Sq9afuS/q6+sittJxlIfzDt7q6toaGu/rIn/b0Z25d2ONmf/oG0B5NDqR9OeyQ5mvFjaY/nuCfSnkxGklPZHk07ln3Hs89k167OVPrTGZtJZpO5ZD5ZyL6L2Wcp9eWurTtXMraarCXryemc05nUNrLP2Wxvpj2Xdivt+eRC+tup35X+xbSXsv2D5IfJ3Tn2PWnvTX6U+n3Zvj/9HycPZPsnaR/MnIfSfzi1y9l+JLmS7Ucz/ljyePJEtp/M+FPJ08kzyU+Tn2X82a7+oZ9nn+ey/Yu0z6d9Ie2LaV9K+3L2eSX9X6b/atqrya+S17r6e3+d9vXkjdTeTHst+76V9u2uvs476b+b/nupvZ/+B2k/zPZHyW/S/zjtJ8lvk0+T32Xss+T36f8h7edpv8i8P6b9Y+mUL8pA+TztH5LfJ5+V7fK7tJ+m/W3ySfJx8pvko+TD7P9B2vezz3vJu8k7ydsZfyu5lv6bZbC8kX1eT36dsdfS/iq5mv6raX+ZvJK8nH1fytiLyQvZfj7tL9I+l/w8/WdT/1n6P02eyfbT2X4q/SeTJ/IZj6d9LHk0uZLaI2kvJw9n34fSPph9fpL2geTHqd+f8fuSH2X73uSe5O7kh8kPkkvZ52Lau5Lt9C/k3/NJnoZyLu1m5p5NNtI/k5zO8ddTW8vYarZXkuVkKVnM+ELa+dTm0s4mMxmbTqbSn0wmkvFkLBlNTmXfkeRk+ieS48mxbB9NeyTzDufzDqU9mBzI+P60w6ntS7s323vSH0p/d9rBZCA/nfzsSr8/6Ut6k55kKu/G6YG8K/Junsv7fDbvUwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA/uqO0nWzvbizlOtd/+CTAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD4HvhvZyofgQ=="
0
"nPUewDxC6H5Un+qECJE1AQuVzUW2NVaHewChQ6TUBMt3see5K6CTjDAhEyT0x56g"
1
1
1
1
3,000,507
Cold Adventure in the Sky
Believe in the Snow ☆
1,561,659,918
1,561,592,400
2
6
0
14
14
1
28,733
68,031
1
45
0
0
300
0
1,337
2,372
56.365936
2,003
3,022
66
821
408
4,938
0
0
14357929541643893850
3838427961512559542
500758072399955641
"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"
0
"/88wIiSE7DLbV9ZOntRSgTXzW+Kfot9xpQDTE5hmM0u1xI3o0AEux0Kj5URzRM3N"
1
1
1
1
3,000,508
Lift of Life
Follow the trails!
1,561,659,924
1,561,666,920
1
2
2
10
14
1
83,821
86,911
2
6
0
0
300
0
88
1,106
7.9566
278
6
3
40
5
274
0
1
13837984327563376108
1372778580381739785
383842884410486904
"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"
0
"p3SMxPgEyZRt7TSa1styq7O84upq/gjJ2FOSe2nzvtRZ8T78hGJ0xUYeVtU93g8x"
1
1
1
1
3,000,509
ANTarctic attack
Kurz
1,561,659,946
1,593,202,500
4
6
1
3
4
1
12,805
35,428
1
7
0
0
300
0
316
2,108
14.990512
518
2
4
59
22
371
0
0
9124269929529753458
15804523882215250505
7737936185525273503
"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"
0
"fRpLyPyVp3C4jGghkV5KnL5DWkuaFtAsdBZxM9SjqTZ8wt/vHbPWRw+mUvPA7svU"
1
1
1
1
3,000,512
ankie
fun
1,561,660,058
1,561,688,280
4
0
2
1
6
1
20,784
47,176
10
1
0
0
300
0
24
641
3.74415
112
0
0
5
6
112
0
0
6161686593856712967
17073481446013651713
15374808333878920626
"eJzt18tuG1UAgOEzYzuXXlSrJeVSLmEBFEip1VJgQVtTQomEQBYS6g6VBUgIVJkF+y5h50fgEbyEXcUTeMO+Ei/gJbsyE3ycCZmcE9iU0u+r0rT6Z47PnLlk0un80tsqQvh9deXcxumwq7P4OlZ97fwcwh+//vhbWCjCo+3B5Vvhi3AnfBO+Dl/+61G+Ct9XY/xfVOe0uLcewvRvJ/eH/dss9VrGmHZDmOxuVBTDEFbqr/p/K+HBrlEv3eeZPlhN91mm99fTfZrp82OZ+Z3IzK8Mod892HuLvtn5aw1DKLvD4V4vGutXjxFCt2zuf6uxPuPO4b0ee1Ae/PzQWL9py/xuL/p4Lfb28UfV+ox6h/fJ8RDmiT4+Wa3fSmL8U9Xxrx7ed8/vSpx/d9m3GudvsHrw+NYa80v1+vym+igzft335newzzO9nl+qzzLzq/ss0+tzfFivz0+qDzLj1/NP9fr4cz31+aMj9Nz8cseX6/U1mFq/1OfXPXd9psav1yfVR5k+O8L8U/1+P/Zup9mvxf1Pt+//bbx/z6T7NNNHT6T7ZKN9/WMfnE33WaaPn0z3u2fj9VOWzb6z6KGa/3R90RvP//h8nj7Vfn1cj8f/dLrPM31wLt0nz6T7LLP/+Nl0nz6X7v1MHz3f/nxcHn+mT15I98Fmus8yffxiZvxz7dfPmTj+S9XP13Cwb8TxX073/ivpPs300fl0n2f65NV0H7yW723vL/H9aZbZf/x6Zn22MuuT6eFC9X6z2/ffv5fi+l3IrF+mT97IrM/FdP/pfHw/a3++bA4a81/sX7/Ofhb3vxTXf6+Xjb55Zfn+uuydRg9vx/fXvd5t9PuX25+PH8fzd2Xv/rjR8vPn7sX4/rt//5uLfm+Q7vXxLdenpd99M35+e7/9VrrXz4fk8zfT778Tz+/e+L3G+o3ezVxfmT65mu6za5nrL9PH1zP31zBzf2b6/L3M8yvTB+9n1udG5vi2M+uXGb//QWb+NzPHn+nTzPiTD/PXx+L3w3K70Tvx+h8u7//O9vBgv7cd+9pK8/kT3w9nO/H3596+z/8uHt9H8f5t7+NP4s/Xw3v9DnzY74ejUfP5tbbsd+L18Wns62vDMFr2z+PzDQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOBx1Cmqv66cLNeK6p9XT5RlUf25drxcLzoPe2oAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwqCpCGYrj1fdTR9i2+AfbltW2ZfX95BG27VTbrlff+0fYtnv0cQEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADgcbIaiupPKIa9EKbFw54NAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMB/359G4DHD"
0
"XF5De6alwlgRLS4VckO5tsjzuvPZhJnxqW2+CwJ/qHvLI8Z1tDjZstHFBiR55D9r"
1
1
1
1
3,000,513
desert dash
gotta go fast!
1,561,660,088
1,561,666,680
1
7
1
3
4
1
18,607
19,535
4
0
900,050,759
0
90
0
17
102
16.666667
32
6
3
2
4
41
0
0
16351626086330238202
243487391085896095
13668611619511966822
"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"
0
"6m4Hx7DPuw1IXRBv+/GuhkJdxIdUIMAUiJQkQyvGdBElHNxYNl7izuyHLLPq/tGk"
1
1
1
1
3,000,514
Boss rusch
Boss rusch viel Spaß
1,561,660,088
1,561,666,800
4
2
1
13
14
1
119,448
183,826
1
2
0
0
300
0
59
481
12.266112
155
143
5
29
34
282
0
0
3086955598025428203
243487391085896095
10765529318801151759
"eJzt1duOHNUVBuDd3XN2z3h8GntsDMYcfABXGTAYbLCnyuZ8Mpgqc7bHCCmRIsVKRK7zCH4EHsF5A54g4ibXQcp1pNzkmvwzjEMrY4EiJSJE32ct7b1rV1X3Xmv1eDT66+jxQSl/mZ05tHNv2TTailwuu/84LH967vO/ly2D8vP27VPXSlt+XX6bf0fKb8oXGT8rv/g333KvNxwpvyu/LJ+XX2V2tdwq6+XP/5UT/GcNy2ZNB9/MlHLnX4q7+iPP/mHi/tt5/vbmejBcK2VmIzZWZ8u3m+7MT+4vb9tfW767Pxy2E8+/Wa5v3vHV4vf7k+//Yuv5r3b/8P6t7C9PbX7+4PLE/vrW/t/S+7dGd/eXt+8vfL8/+f7pcnTzji9X737+1NTa2j2+//4f+X73TX7+kW2ff+X+1Oef3//0tv0bx77//Mv3+PyvV374+185Pvn+tW3vP31ycv/Ktv2vz0zm98a2/TvPTJ7v1rb9cqqU08Ot/E18v35r//f1D+fvyyfv7s/NtBPnv7B1/tvVvfvz2N33n7z3+z+8e77sn579bv+bif357OevyubzazPfnW99Yv/o1n4BAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB+1maH58vs4EKZLYtlriyVucznhgtlfvh8mR9cLguD82W+XCgLZVx2ZNwxmC/jwfx4nPli/i3l+lLuWxqOytJoVBaHw7I4uFQWRxmnhmVpKtenc30685mMM7k+m/lsrs9lPZf1fNbzWS9kvZD5jow7cn2c+TjXF7NezHop66Wsd2a9M+vlrJcz35VxV67vTuxJ7E3sS6wk9md/f+5dSexL7E3sSexOHEisJg7m+YO5dzVxYFR2DhbKzpxrOWfclXH3RiQPuxLLiT2JvblnX3Kxkvn+zFeSi325b29iT2J/4kCeX00c3Ijct5r7DmQ8lPFQrt23EVkfzng44/25fn/mDwzOlAc2xuHh8sAoMZWYTswkZhNzifnEQmJHYpxYTCwndiV2J/Yk9ib2JVYS+xMHEquJg4mlxM7D5Ug+80i++4P5vKOp5tF8jwcH81MP5dpDOd/D2X8k1x7N/Njg/NTxwfm5E1mfTDyWa48nTqXep/L844nHcu6TefZExuNZH8v4aNaP5N0PZ11lXWddp2eq9Fo1zHx4sdSji6Ua5T2jc+XUcE+p0jt1eqdO79Tpmzr9Uqdf6vRJnT6p0yN1eqNOb9TpiTo9UacX6vRBnT6o0wd1+qBOH9Tpgyr1r9IHVWpep8ZV6l6l7nXqXqfudfqkSn9U6Y8q/VGlP6r0VZUeq9JrVXqvSg9W6ckqvVmlT6v0bZX+rdLPVfq6So+fTj5O56xP5IxPJp7aGJOrJwY7ylOD+eUz2X8662cSZ5PbZzfG5OWZ5OXpjGcSzyaey3PnMp7P+HzihbLxi7tQLibWNsa850Lihbzj+Yzn8+5zeddz+Zy1rJvUpMl9bZ5rk+s2v88mv80mv8smuW3zW22T3zb5bfK9m3z/Nnluk+cmZ2qT6yZnbHLGNjlvk/M2OW9y9mb8QmnHZ0ub3DfJSZPcNMlRk1w1yVmT3DXJYZs6tKlHm7q0qU+bOrWpS5u6NMlzm9o0yXmb+jSpT5P6NKlPk9o0qU2b2rSpTZt6talPkzxfyhkv5VyXk5MXM76UXL+c+UvJw4vZu5yzv5z5K5m/OliYei3j61m/ketvZv5WxrfTw1cS72T9bvau5u/Zexm75KxPrt7Le68m3k28k3dfSbydPL6V9ZuJN7J+PeNriVczfyVjl+hzT588d8lzlzz3yXGfHPfJcZ/c9sltn7z2yWeffPbJZ58e7pPHPrnpk6M+ueqTsz6565OrPrnqk6c+OeqTgz656JOTPrnpkqMuueqSsy6565LDLvnsktsu+e9Shy716FKXLvXpUqcu9erSw13q2KW+Xerbpd5dctulB7r0Qpf+uJZ8XMvZ3s+5Psj4YfL8YfL1QeL9xEfZ/zjxSeafJm/X81u+sRHJwfU882me+STjx4mPMl/PeDPv+CzjZ3nmZvK8PhiXT4fnyvVhns/v/kb+FtzI34AbU+fK+nBc1kcXyvrUpbI+fa7cHK6Um/kbcXMq4/SJcnPmvnJpPFsujw/91P+FAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADA/7WZMsi/MlibLuXO4Kf+NgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA//v+AbzVXrU="
0
"327xT5d7Lxbpr1UsKvT/xPiK+bTLs/uDLnyBCGT2dYfYQiVMn4BoW1lMYSkhwK0H"
1
1
1
1
3,000,515
Greenland
Basic Mario level
1,561,660,136
1,561,598,880
4
0
0
1
7
1
19,706
25,097
2
9
0
0
300
0
862
1,849
46.619794
910
9
2
86
6
853
0
0
11278385705589541741
3204128220297575102
1471258094664765559
"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"
0
"6oL5C3ZsoMWfBGDynXqj1yusKwT5p/DCed/zfnovUGNap8yEuh20nZsx/wsrhXcM"
1
1
1
1
3,000,517
Snowsliding Shenanigans
Icy conditions ahead take caution.
1,561,660,167
1,561,663,200
2
6
2
1
6
1
26,550
55,900
8
286
0
0
300
0
3,072
30,752
9.989594
5,857
205
112
1,109
144
4,322
4
20
1694351941076180367
2242662993145960232
1748117003693462976
"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"
0
"q4Yjf0tqcXETlrs4+Kx2x79UBWRErG4spuybjoaeeIeea9nu83mpw7OLrnk+X31U"
1
1
1
1
3,000,518
assalto alla nave
1,561,660,193
1,561,666,200
0
3
1
6
8
1
22,251
95,545
1
29
0
0
300
0
280
1,157
24.200519
408
6
1
66
7
383
0
0
2306957256277197572
3204128220297575102
12942502880394625393
"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"
0
"rlk3qOqMwpGldPGbWhUGwCvm/qSxmlVVWKlm/ktxT31Rd9A792tQmKy0M3FF3dFB"
1
1
1
1
3,000,519
world 1-2 smb3 style
just like the classic exept style of world
1,561,660,204
1,561,597,920
1
0
0
14
14
1
15,874
78,326
1
39
0
0
300
0
1,533
2,437
62.905211
1,657
929
1
299
150
2,484
0
0
4140503543376931438
11994420514777498551
6716473232182907816
"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"
0
"RuQhgeHWyK6Ww0gWs38f7SMn3f63q9cQOt1ySCVw40gt/6E/w8GzwsMw20+ODuD7"
1
1
1
1
3,000,520
ça vole
Bon... dans ce stage, sautez sautez et sautez encore pour atteindre le but
1,561,660,297
1,561,663,440
3
0
1
1
1
1
21,354
15,114
2
2
0
0
300
0
26
155
16.774194
66
5
5
5
9
71
0
0
13669512282208529747
13203966871013063815
13203966871013063815
"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"
0
"ie8QeQcufs4WjzJtVT6pzLCJC5juV7yUK1rgLIOrAoPgFm2qLPl2linti0DM+Da1"
1
1
1
1
3,000,521
smak min vrede
Can you get all the keys?
1,561,660,337
1,561,662,600
2
0
2
2
6
1
53,263
60,266
2
3
2,131,209,407
1
300
0
90
688
13.081395
169
10
16
22
5
183
0
0
2474556268659300121
13837382399734856010
16991343370937185574
"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"
1
"fidbL78QigkllNMtRlgOyhoOfOFlKAH001WPuzW5PY2naZ1ogIQub+hPys27SgPJ"
1
1
1
1
3,000,522
Wood wake at Night
1,561,660,350
1,561,666,020
2
9
1
1
2
1
101,872
122,900
1
1
0
0
300
0
82
624
13.141026
184
5
4
14
5
187
0
0
14721334237776211674
7800322729110429258
3871483541803161869
"eJzt12d4W2d65vHnAcECEADRWEVpaFmWZVmFkuUyIkWxiaI61KnCIoqWZVkjM1Myk6ma3mc4SXZTd8eT3fSm9J44ZTfZTXP6V19XPqUrPdnmvQ8JvKKGIJBvaf+fr9vnJh68BzjAOYdULPYTjTvc7A+bmza0NduyBmVM0cNWfN3th95x/YtW5vav2xsnLtpFe1n/LVifvdOu2Uv2vNo1e7v+f9JetBfspvq/Fwlb/k79VZV7q77cmHKyztrnYw/6vbjZ/caotcSHzZqiRD9dtDeW3dP+X1s+vxpiq+dT5flS6+p5ds18ef/LrxSPVdt/9NpLy+8/01xtnk2svEcdqq+eXy/Po9d+LbZ2Xqy8P+07G1///UdrV/Yfb6g2X0zr/S0/4g+tf7Y8L20K7++h41+ZF2yx12yxYf3jj9avzKt/fv19lbn7+Kr1C5X3X2e++EjteXZz7fm9OvPSo7Xn9+vMl7bUnvc/Vn+eDZ9/35rvJ7tn9bx/zfy1DQ/2P1xt/3XmSz215/e7a8/vddWel+qsz9ZZv9hZf75y/TU+NL9S2X+mcn+ofv2U2sxKjZXPd3jN57v4pK7PVGVeWjvfGuYPvf7xVedndI9Zbx6d3/eT67//VzZV1sdiU3cfzFNr31/V+8f9wcr1H4uvvj4Tmuu30vL3Vz7+h9a/sOr8qXb/CvPmVcd3d+18sWXV+6syj95brXn02UT3sPXm0f291uv37zbrX76/Vr9/RdfXg3l2zfzVfh1/YnkeH331wfoTNrv8jHsDuj4TlfPj5trr882V8zOav2vNPHrvJat8P/bQ9+O2cvzl/T90/7BVv1+iz3i9efTZ1povn59N5fndtfPo/Czff6quj+6fteaLByvXb0yfct9DxxeLzsFjlc8n9tD3c2J5fYO9Uqo1d3v1ZK15i71+vNZcn/1I9fvLjsr5NVz99/Pq+frrn1jef631q+7vVeYJi+5vK9dfw0Pnx4sWfTor9+eV72/tPK5Ev7/Lf9+smTeW16+c32vnTUp/h66PKveXzavef7X7Q+X4Xn9q9ef/4P56uTw3AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA/JM1t7RZi5JoGbGk0tqStdbEkCWVlHo6inomSjJjbcmUtbWmLdOasbR6ayppydR+S6mnEponNNf+MkpW+8tpm285ZPlE2graRzExbu2JASsmO63Y2m4F7SufSlkuNWTZViWp6Hk5bXP6OZ9MW04/51tTVtBjhZaM7YwXbVdDynbGDthOL9pOK9jOhgO2K5623Q1Dtjs2ZLtcMUV9t6dst6Vtj7LXDtpeV2JKQ7vtjXfaHq3rb8zY7njK+mPqWttv6tpXf3zI9mi7R/vZ42k7VBiw8ULSxpRR9ZFCqw1re1AZ0mMHCvvjG2zQurS+q2mbdTclradJPzf3Wkd8v3XofXbofXe4ovfdqed16vU6tf9OHVNnfMw6G/dbV+OYdel9dem1u2Lal57Tred2R1s9t1uPd+u9dTemraex3XriB62nQYl1Wo+Or8fG7Zhe57iO54SefzKK9l/StqR9lPRZnNb+Tvu4ndZncUqPn9LndEqf2ckoOtYTUfS843r+cT12LIqP2VFPxo940iZ9wA57Ijuh7SFvtXE9Pqb9jWo/o1o3puePK4eUCb3WYW0n9fgRbY8qZ7SPsz6QOqfteeWC9nNRmVIu6efL2l5RrkbR868ol5VLypT2d1HbC8p55ZxyNtpn9FqFMZsoHrCJdqWjYBOdSlfRJrr1c0/eDvek7XBB76c4ZIfbte3QtlPbLqVbs7z2kU/ZoXzaxtXH8hkb1XZEGVYOKkN67ED+gB3IDdtQbsQO5rI2rIzkDtloTmtyEzauxw8pE8rhXJtN5kZtMn/QJgtKsd0m2ydsUq892Tluk136uVuP90zYkZ6cHe0ZtZm2BpvJKOlxm00P2Fx60OZahmyuKWVz2RGbzbbZTHbC5lLtNtd60OaSiq6va7q+5pXriTG7nozZ9VYlpaSVjNKmZA/ZvPZxLUpT2uaah+xaFO1/XrkeRT9f12tdb9RjyjWda/NN6s16vn6e1f1gRtfkdDJv0615m9H1OqPreDaKruvp1AGbThdsWq85rdeczhZtVveHWV3DozqnR3UOj+h6GIkrjXkbaSraqF5zTOfzqM790UY9R68/2qLoHjCm4xtr7bCxlLZpJdNpY23tNpY9aKPZIRttUzJKWklpve4Zo7p/jCX03BalWWnSmrj2oWt/TOf9iOm1dS2O6FoZaS7YSEvRRhJ6L0l1HdNIStu0Zhk93qafszomnXvTug6mYzo2vf9pvf/pRqVJaVZa9Lj2MaP3PKPPcUbHNKPPbUaf2Yyu2Rkd94yutxldJzM6X2e1v1lda7P6TGY1m9VzZnXss00Zm9Xa6Zz2qXNtunDIrhZG7IpyuZC1S9pOFdrsorYXCjk7r+05bc/qsTPqp7UtFYatpGuh1H7ITrWP2EnlhHJcOdaetaPtbXZE/XQxY2d0PZxpH7LTytn2tJ2LUkzZeeWC5mc1v6hMKZeUy3r8irZXlemivm9dS1fbM3ZF6y8rl5Qp7eOitheU89F+db6f6UjZmc6B7FFtj3Xo/qLHTmh7UttTSkn9tLZHND+n7fmOjF1Qv6jHp5RLeuyytle0varttGbTnQPxq526XyiXlUvKlHKxs9UudLamzmt7rjNhZ/XYaaWknFJOKieU48qxzqQd1fOOaDuj/c1ovzN6zzM6vhndL2Z0zc/k9D3l9N3oHjBbUNdsVs+Z1XuZ1f7nOnWNdnTYXLuuxaJS0LWpa34up+syl7T5nK7L3EBqITdoCzpvF3SNL+gaX0grKaVVSSo6Zxd0zi7onF1oUhqVeLst6B6/EOuwBd1nF3TezOk6mdM5c03nzjXdp+ei6Jy6pvvsvLbzOseuNaTtms6pOZ1z83r+vJ4/r35d66/r+dejrseu6znP6757wwfiL3jCbiovKreUl3QPvq3ZW7S9o7ysLCpfobxV87dp+3blHcpX6nnv1PZdylepv1vb9+g579X2fZ7Mvl/9A8pd/fxBzT+k7Yf180fUP6r+MeXj6p/wROqT6p/ygZZP6+fPKJ9VPqd8Xo8vKV+IYhlb0rF+Xsf8OW0/q3xG+bTyKc0+qe0nlI8rH9PPH9X2I8qH9fwPKR9Uv6vP4gPK+/Xz+/Tze5X3qL9b26/Smndp+07lK5V3KG9X3qa8VWu+QttF5WXljp77FuW2Hn9J629p+6Iev6n+grY39PPzytb8Bnss32NblEfzTbZZ20eUvnz3P/efhAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACwRiJm/rK7W4PZYvODx2PKUp21u93s78v9NS0oraxsHLZs07BZ0/L+7Y03uv2NN6JZ//L+Y013NVs979E8Gze7PxE94j68at6heWSxofY8ev1a8/468yWvPb9vteelOvN7dY6v1Fjn9evMl5rqHH9znc+vznyxpfY8m6hz/HXmpWSd468zX2qtc/ypOsdfZ76YrnP8mTrHX2deaqtz/HXmS9k6x5+rc/x15ov5OsdfqHP8dealYp3jrzNfaq9z/B11jr/OfLGzzvF31Tn+OvNSd53jrzNf6qlz/BvqHH+d+WJvnePfWP/6WzocPRKLDVvfQ/f/Dbr/v6r7++tNK+sbV6238u+H5ftrcnn9mt8fveX1rySrr+8tr4+uwWrrN5bXz2Wqr99YXh9dA9XWbyqv78tXX7+pvD46R6qtf1N5/aud1ddH8+j6jX4Han3ilS9b36f567r/vdqwsv6RVfO28jxaX0pWX/9IeX3l8/vy9Y+U10eptn5zef3dXPX1m8vro2us2vpHy+v7Oquvj+bR/e3exurrt2g+rPW2qfr6LeX19x+tvv6x8vrhLdXXP1Zev/RE9fVby+tff6L6+q2V9U9VX/94Zf1T1dc/Xjn+4errt1WOf6T6+m2V829j9fPvicr511v9/HuivH5pS/X128vrK5/fl6/fXl7/2vbq658sr7+7vfr6Jyvrd1dfv6Oyfnf19Tsq1+/T1dfvrFy/T1dfv7O8vjRYff2u8nobrL5+V+X+M1x9/e7K/We4+vrdle/vUPX1/ZXvb7z6+mge/X2YLd/fhu8+mBdX//1WXH8erY9+h9RaX3q09vr722qvz+5Zfx79/VoaXH8e/X268vmsM2+o3D8f/v1UmUf/foj+Ro/m46vmyVXzbJ159Dd8rfn9GvO70esv/36Ix4ftbpj3rZ5vrD3v76szf6zO/h+vPV98cv15X0Pl+1t/fv/Z2vOlA7Vf//7I+vPo+1/596dvqHy/77MP2PCq8ye6h643j9a/1ld7fWlv7fVLo8vzlqpz/fsh+jeK5rHh7IPvP71qHv0bRPPG9ebRvwFqrS+fv+vOy+dffL15dAyaN6w7z9d+f9Hf4LVef+Xvn/VfP/obdr39L//7bFPteXbz+u8/+vtz5fyv/vrRfOX8X3/9yu+v9deXdq7//qL5Yn/t9//avuV5ct3jG1ieJ9b9fEbW//yjef9Y7fm9Q7Xni+Przw0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAODfsV6LWa8rMaVBiSuNSpPSrLQoCSWptCopJa1klDYlq+SUvFJQikq70qF0Kl1Kt9KjbFB6lY3KJuVNSp/yiLJZeVTZojymbD1kvY+PW++2But9QtmuPKnsUHYqu5TdSr+yR9mrPKXsU55WnlGeVZ5T3qzsVwaUQeWAMqQcVIaVEWVUGVPGlUPKhHJYmVSOKEeVY8px5YRyUjmllJTTyhnlrHJOOa9cUC4qU8ol5bJyRbmqTCszyqwyp1xT5pXryoLyvHJDeUG5qbyo3FJeUm4rb1HuKC8ri24bFs02vByzDXeUtyi3lZeUW8qLyk3lBeWG8ryyoFxX5pVrypwyq8wo08pV5YpyWbmkTCkXlQvKeeWcclY5o5xWSsop5aRyQjmuHFOOKkeUSeWwMqEcUsaVMWVUGVGGlYPKkHJAGVQGlP3Km5XnlGeVZ5SnlaeUvcoepV/ZrexSdio7lCeV7coTyjbl8QO2YeuwbdgXs42PD7Zs3HrQNj7WYBu3KI8qm5VHlD7lTcomZaPSq2xQepRupUvpVDqUdqWoFJS8klOySpuSUdJKSmlVkkpCaVGalSalUYkrDUpMccUarCm+35rjCWuJD8QT8QFLxlutNZ60lHpayShtSlbJ6fG8UtDzi/FBa2o4YE2xvDXHUtbsGWu2IWsyPeYHrLlhyFoaMtYS09YVy1jCUpZwRY8lNE9GiWUsqble0Vq1vlW9VfNWzVJR1FOe1jRj0f/Tmqf1emnNMlHUM5pnNGvT+jb1Nq1p0ywbRfOs1uQ0z2mW0ywXPa695fX8vGZ5vYe8His0pK2geUHvsaB50TusGOu0YoNiHf/ct04AAAAAAAAAAAAAAAAAAAAAAAAAAIB/q5qT3mhfsLct95Q3qcc96hlvDj3rLaHnPRF60ZOhd3hr6F2eCr3H06H3eib0Td4Wep9nQ9/sudC3eD70rV4IfZsXQ9/u7aHv8I7Qd3ln6P3eFfpe7w59n/eE/oxvCP057w19v28MfdA3hT7kbwp92PtCH/VHQh/3zaFP+KOhT/qW0I/6Y6Ef962hn/THQy/5ttDP+BOhn/PtoV/wJ0Of8h2hX/adoV/1XaHP+O7Q57w/9HnfE/qC7w39hj8V+k3fF/otfzr02/5M6Hf82dAX/Tl760pvWfQ3h37H91ee03LbB0K/5YOh3/QDod/wodAX/GDo8z4c+pyPhD7jo6Ff9bHQL/t46FN+KPQLPhH6OT8c+hmfDL3kR0I/6UdDP+7HQj/qx0Of9BOhT/jJ0Mf9VOijXgp92E+HPuRnQh/0s6Hv93OhP+fnQ3/GL4S+zy+GvtenQu/3S6Hv8suh7/AroW/3q6Fv8+nQt/pM6Ft8NvTNPhd6n18LfZPPh97r10Pv8YXQu/z50Dv8RuhFfyH0vN8MPesvhp7xW6Gn/KXQk367ck/LFP3doXf4eyrPyXT5e0Pv8feF3uvvD32TfyD0Pr9r37LS2zY3fNC+caVnt/iH1FYe3xr7sH2p/Pxt/hGt/Ybl193uHw372eEfC32Xfzz0fv9E6Hv9k6Hv80+F/ox/OvTn/DOh7/fPhj7onwt9yD8f+rAvhT7qXwh93L869An/mtAn/WtDP+r/IfTj/h9DP+lfF3rJvz70M/4NoZ/zbwz9gn9T6FP+zaFf9v8U+lX/z6HP+BdDn/NXQp/3L4W+4N8S+g3/L6Hf9P8a+i3/1tBv+7eFfse/PfRF/47Kfalt0b8z9Dv+XZXntN327w79ln9P6Df9e0O/4d8X+oJ/f+jzfi/0Of+B0Gf8B0O/6j8U+mX/4dCn/EdCv+A/Gvo5/7HQz/iPh17ynwj9pP9k6Mf9p0I/6j8d+qT/TOgT/rOhj/vPhT7qr4Y+7D8f+pD/QuiD/ouh7/dfCv05/2+hP+P/PfR9/suh7/VfCb3f/0fou/x/hr7DfzX07f5roW/zX69ca9mtsd+oXIO5Lf6blWszt9lfqzw/29fwW5Xrt22T/3a4rnv9d8I+e/x3Q+/y3wu9w38/9KL/QeXe0pr1Pwo9739ceU5r0f8k9A7/09C7/M9C7/E/D73X/yL0TX4/9D7/y9A3+1+FvsX/OvSt/jehb/O/DX27/13oO/zvQ9/l/xB6v/9j6Hv9f4W+z/936M/4/wn9Of+/oe/3/xf6oL8R+pCbV/qwe+ijHgt93BtCn9B3VemT3hj6UW8K/bg3h37SW0IveSL0M54M/Zy3hn7BU6FPeTr0y54J/aq3hT7j2dDnPBf6vOdDX/BC6De8GPpNbw/9lneEfts7Q7/jXaEvereX7zkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA8C/K/weoVXlU"
0
"TDWTgkKZ4QkWpdGA8mEPeJ2V8FCgj1LeT2KKaaTWglDXQTD6pmwQxRwqIh4Qmcci"
1
1
1
1
3,000,523
Spiked & stressed in Space
Time your jumps ;]
1,561,660,356
1,561,664,760
1
1
3
3
6
1
11,217
18,973
3
1
0
0
20
0
6
760
0.789474
53
0
0
2
2
48
0
0
6282197916246829638
12833450047070372098
12833450047070372098
"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"
0
"DDaLYnnhB3sIcSyb1tzKIQmiiiKtMUY4AF8fdPJCuJ6Xus10MOMekL1kI7Jf9hmO"
1
1
1
1
3,000,524
level noob
noob
1,561,660,365
1,561,667,460
4
5
0
0
0
1
21,699
24,283
1
30
0
0
300
0
585
611
95.744681
585
75
3
51
63
641
0
0
16094819983608775064
16945744016752367426
3363476648078556414
"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"
0
"k3wUQB7FOgVJ9fNkRln4vspapy0BelcnWNBHEtDLVTuWIeMrMIavEPOgX29+AXqc"
1
1
1
1
3,000,525
new skill(ez)
3d世界特有技巧简单版
1,561,660,409
1,561,687,800
4
2
1
2
6
1
2,999
5,644
1
3
375,673,178
0
300
0
43
177
24.293785
65
1
0
3
2
55
0
0
13104127753646908982
3204128220297575102
12935383102197171476
"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"
0
"nD6FsT2ur5SUVGzdStBPm4WQZ4Si+/xL/2pZUv6A+ZXmCWj0W3Sa+7v+mjrLkpXs"
1
1
1
1
3,000,526
In the jungle
Listen to the coins
1,561,660,418
1,561,667,400
2
9
0
14
14
1
18,299
41,460
2
73
0
0
300
0
2,259
4,540
49.757709
2,560
451
32
408
83
2,896
0
0
16264837716491985943
917459409036135468
8237182594481819097
"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"
0
"pTrFwTLfUvRkZMVKhNUVlbiUB9BwlthQM8n6Cf9KWGG+j4kc+GNk9grF+Y4sBDTW"
1
1
1
1
3,000,527
Mario's Winter Sprint
Get to the finish in record time!
1,561,660,431
1,561,663,860
3
6
0
0
0
1
13,563
31,826
1
28
0
0
60
0
1,213
2,022
59.990109
1,288
286
0
150
45
1,417
0
0
6742558757384239053
8628722195007874070
13160349077330942923
"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"
0
"8kcarh/Ec8fu6xv61MAiR1xAFTdtcZxzEH7LmmvGTFlowNMOCpFaTlocp/wh0Ihu"
1
1
1
1
3,000,529
First Try, I'm SorryV2
No Expectations
1,561,660,479
1,561,659,540
3
9
2
2
2
1
5,591
25,256
6
9
0
0
420
0
137
1,294
10.587326
220
10
0
25
38
215
0
0
13438726248783347501
14126121637455290175
16621392883867450076
"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"
0
"xNL4nCrcqiwr80qGE439iQLglKNGb9T/UN+5H7lAJKGMLEHLbRt4nc45GvvlguIq"
1
1
1
1
3,000,530
Just do it!
1,561,660,485
1,561,665,960
3
9
2
1
6
1
60,345
64,762
1
5
0
0
300
0
51
935
5.454545
207
15
1
18
6
208
0
0
10707237645169333412
4812277928237748444
314778623206921196
"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"
0
"VNzJBU3Br4wlJs1DSYESFsVaYSizoAlSIO6LAnLjUdgZgqmyqcc9JrA22OejX3gw"
1
1
1
1
3,000,531
SM3DW First Level
Nichts Besonderes, just for fun
1,561,660,516
1,561,667,040
4
8
2
1
6
1
10,957
38,237
6
1
0
0
300
0
23
292
7.876712
79
1
0
4
6
77
0
0
11655914582646697171
11810166619064212315
18208605471609034574
"eJzt2NtuHWcVAOA1M/u8bde1nbRO7NSOJSxQLiJFolIOtttawAWgSqBsH6G2AREnsa2EcsEzcNEb3sM33CMhcd134AX6BmXt7dnFpa3DDQqF77NX1j+z/tP8M1GkVM0/N+4UEX9vt26+8XaMVHW0Mvb/FPHXP/5hOWpFfLt9fm8QP4ufxL3YjEEsxQ/iSbyIl/G7bP84fh2/z3j2yll+mqOO4rc56mWOez/HvIzTOIlfZevF6OpO3j+Oj+uZf5PVF6P8cfZa+s8/5r+tE6N3Wixl4/xfXu5CnYtLcdnfLrWnZyM+GXUoy438dDYuPp982s9HPn3z6vpZfnDnjdFqxfuX6s26vpFXHzZH4xubf/lnvRjPfzPis+bF+Mvz36vrn7xzdf3uzfH6X7+/z25dXT+//er6Vet/uHJ1fbj+q/Z/Vf3sO+P9Nb+oD1/Hz8fn8918h42vjn9vPP/38v21vrl+vnp1fTj+rHPF+DsRn7a/ub50N+Ju+eXzHe7/aV2Pd8fzf/n8fzQ+33fH+2tVGzH9RX1Q16e///XPv5h/k0fjH+b5xkV981L9o/H+H1xdn35FfWlz/H4a1eX118bv/708n9Hzd9qX6z8cPz8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAPDtsVDkH92IYvhbjXJZ56rOjeiNcjMrw9yqczv6o9zJHsPcrXOvzv06T9R5MnsO89TFYvFGzjDM03X9zew5zDP1/LN1nqvztXqf1+v9vFXff7vO83W+Ue/rZq4wzAAAAAD8j+kP/9PnVrssiqJZLLTLsij75WIrr6tetdAYXTduNcuqiKq5fHHdul1lrrrt5Rhdd5aibBZFq3tjdF30bmQqytf9aAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAvH5FtKJoxEVMZPQzOhlTr3tnAPBV7fJBtIu1aMdadMpuo1v2opf3enmvnzGRMVlci8nyYUyU/eiX3ejFRHSzfzdrnWIyOjEV/bw3kfcmYz2my4WYLhZjOhZjLttz2Z7L9ny257M9n+1brfl4p9WKpdaNWM64ne2V1nKsNBdjpZFRZZQZ2X8l+6+2FmI1a6tZW83aatZWs7aatcHE/djprcVWfyIG/Ucx6M3FVm8itjMG3dkYdDLaeb81E4PmXAwaM7HVyHq1FjvDyPZOcy22h9HKaE/GVnsqtjo5ZzfbrYnYak7GoPogHlf343E5G4+LnC//od/K59/Oc9gus1/ONShzTLZ3csxOzrOTc+x0s57zbGd7O9fabWbkOrtZ3+1kZH0v6/vd9djvXI/99vXYy9pe9tnrTMVe7mu3kVHlfGXOm2vu5pp7mffz3eyXGVWOa2RuvhX7rfXYG/bPveyVOT73ddC7HwfdR3HQmYmDdkZrLg6aed2YjYMqc/koDrP/UbkeR9V6HOaYw8ZUHOZeD/NZDtt5nfs/zL0e9npx1L0eR53s23sYR7nfo1zzKNc+amTkno7yOzjMr+EgPoiP8ms5yPM6zPP6ZTyIX2Tsx2bs5feym1/NTubtjK3sP8j8OB7Fkzzn46obTzOeVd3G8+pBnFS9OM3rs+phPCln4kmRkX2Pc8xxnsVx7v/ZMPJsnuW9p8PI6+f5Pk4yn+T957mH57nmaV6f5bmdFetxFtfiNPueZv1kOCYzAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA/L/rRJE/UWw0I86L170bAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAID/fv8A/TpcRg=="
0
"QFQQqU/7x3Vqtn0nYnw4XF2xeuWd9GHJ7VATS5u9S4yX0oQlleQ6WGdimwOn8ce4"
1
1
1
1
3,000,532
1. Super Mario 3D Life
First try in the new 3D world, have fun!!!
1,561,660,521
1,561,667,280
4
9
1
1
6
1
25,518
50,358
2
1
0
0
300
0
48
135
35.555556
62
6
6
2
2
73
0
0
17200559769455449277
3204128220297575102
11788005371634365565
"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"
0
"EihPNGhvSTIieVeSPu2LJRByYSjrjANa4ukzVYmSA7L16WjDEPRSa7hjzpRm4uFa"
1
1
1
1
3,000,533
There and Back Again
A Hero on his Adventure to solve three tasks and find three keys.
1,561,660,525
1,561,658,700
1
0
1
1
2
1
143,483
197,295
1
8
4,116,396,131
100
300
0
134
691
19.392185
341
5
50
53
10
387
0
0
7760245052689190320
8706058274144395342
365192588587939051
"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"
0
"xcmYjWraPGud84mmlDdDU6nPPhVOzv3nkymJhCcHgFVYe+fr6V3UtrrQeH3LbHvB"
1
1
1
1
3,000,534
Fortress of fire / Feuerfestung
Bowser Jr. hat eine tödliche Feuerfestung gebaut, um Mario zu rösten.
1,561,660,535
1,561,667,340
0
2
2
1
8
1
71,775
119,099
1
7
0
0
300
0
27
914
2.954048
196
10
0
13
5
186
0
0
12662634447317949034
6809004001407953348
6599839288514612729
"eJztnNduVNu3p0eVy7miI845gQM77w3Y2AST2TY5Y3IGk6WWWv2X+gXoN+hH4BH6Eej7vmipX4Crc3Fu9vkWuIz3H7ssdeu0dKTvQz+PMeeYec4116obqtPLmclUxP+prekq9MQXqtBBRHbs/Z+p+K9vZv811kjFf2z+OvVDLMaLeBVv0L14zb9+0vf5ez8efcnrjxm0iPcWvSI/KfeG1PN48KWVA9R4T14S7Y/j/J3GPoxblOon9xElk3bexL/E3XhK+g7RexVa7Uf34jYtvCVvkvTbeMbfU+S8ov4L/P9EXj+pf/lS7x71pv+f1yO9Zv9RG/Hxnzb33TZ1/6iJGF7zP2YiPn1prDo9H1GTKEmV4q8vfK6O2P0lnkrNR3E9vm8t/oHUh9TW8aXqyvGP9RGfoxz/1v/0hngxk+RkUvOZ/vV4I3FOxV/F+m/jW9pQ/9cN9ZfW2j+0SXypUO7/+/bTKFmf1dzW41tqqBxP9udrPJ2en/8+noz9Y/77+tfW4snefC58jZ/bZPyrPPSfslvPL6lfjs9vUb/c/mbrl+x/sof/XL86WqK8/5vFMzEf5f2vFC82M//6JCdbs/F8XFzrP4knY/waj03jX/d38/iHznL9lvTGePl8f+rifNZUOD89leOfOyrHl4Yqxz/0VY6vDlSO7x6pHC+ObVO/q/x8bX5+iz2V4597K8c/9VeOfxysHP8wXDm+OrpN/c6N5+/7+2e1u3J8qbdyfHd/5XhxsHL881Dl+KeRbeJd5ft7i/u1p3I8OX+V4sn5qxRPzneleHI+K7Y/uvH+32R8w5XjyfmpFE/OX6V4cn4rxZPzXymePD8V64+V76daYrvX45c2xL/eT5vHV3dVfv8WJ7d5v05uX7/i/k5tH6/U/+epbb4fprc5n9OV2989U7n9TzOV20/ildpf3V25/aUfv35D8X6vWonu9Xg98SxKzkbxy/stnV6Jyb/Fc/H1/f8tvu9v8XzyffPDt/h8nPxbvJDU592+WvdlfMTr1uO/ldfvJ8ZfW47v+C7+qXY9XjW/dn/+5/gva29n5k/bnyrEk/Uvlr9fMt/WJ3m/jMXX/S/Hl/4pPhpfz+dW9UeS+e3cOj4UX5+PrdofTvof3zo+GGvvjy3i/cn4xrbuf2Ct/ofGr/FD/xRvX+t/q3jr2vi3ijevrd9W8eQbJln/cvzcP8WLa+u7VbxpbX23ireszX+reNva+dy9yffl+vfrSPn7bvPv02T+leLJ+lWMT1WOR/J+bUhyNv/+7h/YEF/6Pr7SUzk+37d9/Ov6bR5P+q8UT+p//X7fenyV6v+jq/L8P/5Qjm/x/fRT+f3V1rjZ9/mnn7/dT/977Rs8SSX30zj6B/H+r/dT6tY/vrU/uBb/8Hv5/qmp2vj+K7e/crh8/6bTB/7Ht/q3y/srIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiLyf0E2syeyVbORTacjm0IxG7k4FLlUVeTSqGoxcpmGyGf2Rr5qIfKxNwpRHwXSxURVh6MYB6OUqc+UquailEapbJRopSnmoimFTWejiVhT5mA0Vc9GUw2qR3VN0VQ7G8312Wium4vmWmwNtjoXzRn8KiztNacQbbWg1miL1tT+aKGPFmKt6f3RWkWasi3Uaakmr5oyGfJr2qO1FluH6lED5eppp45ytVj6ammgbdTUMBsF5ldMz0YxxbgaGVcjcdTaSN3svmjJ7o1m1JTdE62lA9FSWohm1JSoifE2Ub4pF61N9N9MX83kNTP/RC310dyyN1paGqNE+SIqoHwi6hapV0rUPBdF6hWok09EnQIqJvWwudJiZEtz0YgaElG3kX6z1M0lon6W+o3UbUhEv43Uy1I/l7RF2fpSPuqoW0f5+kTUqaNOHWXqKZ/LHYhsbiEaUUOiPO3laTdP+/n9kSvsj2yBvALtJyriF4kX85ErtkY9deoSUb4+UYH2KV9HvJ5ytcRqUDXK5OajlrZrKFeNzeRno5byNZSvpu1M4XBUFRYijYJ+alEN7VTTTga/CpsmncJGKRe1zKsGVaMMqmKuaWwKsXFRy3xrUDXrkCFdhZ9GKdLBetWyFjWsRTV+BlWRTpNO4UcLY2cNa1inamyGtapCadKplkORSsZYKEZXy57oIb+7ZW+mm3o9qKt5NrqaZqObvnroq4fx9DDmHubazTy7WePuXDZ6cuSxDt3EuplPV4l6sSe6oyF6UFf1fHRXF6Knuhg9nN8eznFPHW1yrnsasJzXnixtJcLvbshHN7FuynTXohra5Pnr4rnrqkM8h12c/S7Oe1cW5RB70FVAxdlobdmX7WX+vaxVL2PuLeail/H2MsbeHDaLbcxHbwNxnuNenq1enuNextbVUYzujoXowfZ2FKK3k7Gh7k7G0JmNTvyOzmxxB7YdtaFW1IKaiTdRroQtYgsoj3LEsqgxEW1nUY7289gCKuKX6KsJNaMW8lpRG/ntpHfgd6BO0g3YelSHalENqkYZVIXSlEl1LEZ0cDboO8VY0vRbhZ/BVqMaVNvJ80ReA/HYQdl2zkobfivnprUtUm37I9WOduyPesr1UaeP9vsT4Q+QN4A/yPgG8Ydobwh/mLxh2hyhzCgawx8lb4RxjWHHKTNO/gT5E6T7OFv9nK2BUjYGOD/9PB/97FV/Ph99pPs4T32ctz6etQE0yB4OoWHO3gjp0UScwdEslrMzxt6OscfjuXyMU2aCshOkJ4hPNJJPmfGkDHaUszfCPTqMhvAHOQ8DqJ90XyLK9GUZB+e7PxH1+skb4JwOkB6gvcHGbAySHmQMQ9gh4sNoJBHpYeoPU3YIjaAxxjtSyMcocxpOxD0wmIi7Y4j0EHMe5MwOUKafe2C4nnVFg5zTAZ6JftRXz5rw7unj2ejn3PZzfgfqKEPeRKY1Jni3TKSxvHMmoj3GeQeNoVE0wjtuGDuEBnlzDiQ+76phNMJ7bxSN8Z4aJz3Ou2qcd+BYVTbG0sR4J46gnYW9sZN13cmcd7ImO5nrzoaFmERTDcXY1VCIXazNNHYG7Sb/B/Qj+gn9jH6h3C/U+4U1+oV1+YV1+aXQED/T9k/YH7E/FOpjN3YGO03eVKExJgt7s7tI76L/STTFHk9TdwbtRj+Q9yN5P2F/5gz9TNs/s/c/oR8Z6w/sx276nCE9TXoKTaJdiTgnk5SfYl7T+DP4u/F/wP6I/SlpizH/hH5k339Au/FnuEumsVNoknnPMr996A/0O/P/DftrYin/G/38Rju/Mb7fmNuviRjvr/T3K2P6lTZ+Z35/MN89zHUv/j7KzDL3OWJzjH2O+nPUnyM2S3qW/vcR20s/e/H34P+B9tDn77T5O2P/nfJ/sD57sHtI72EcfySirb3k700s6X34s5SZZTz7aHsf+b8zp7kqvmbSKDXLiUGZljjEfXmI83eIc3eIc3mIZ+YQ/R6iz0PUO0Q7hxjjQcZ/gPEv4M/j709EP/sps58+91PnIO+Eg5zjg7RzkGfwYJJH7CBjPUg7B9AC6zSPnSdvAR1IxH4eoOwCY5zHzlN3gTYOJOL9cSBJ0848Y1pgfPs5z/s51/s53/uZyTxaQAf4Slzg3M+TP098kW/GI+goOoaOoxPoJDrFO+0035OHq0uxWL0QR9BR3m3HeMcdxz+BTqJT6HT1gThdsz9O8013um4xTjOu09w1pxnvacZ1OtcQp3KH4iT31QnW4zj2GGt/OBrqjmAXyTvMPA+zF4eZ32HmcJi74DBrdZjn/3BNPhbZhyO8I49ij6Hj5J2oycZJ/FOJKHeKPTrFPXKK+qc4I6dYt5P0fwIdR8fQUfKO0M9iYulrER1Fx9Bxzu4J7MlEjP8kYzhJmyfZt0XOwCJrvUj7i7R/BB1Fx1j749gTiSh/gvInKHuUOsewx6hzlLyj1DvCuhzhDjtC7Dh5x0kfo85x0kdZk8OcncOcmUV0hHNwlHNwDP849gT2JPZUvi1OFfbFScqe4Pk5zjk7hn8U/whaJP0n+7cUjbHM9/8yZ3mZb+dlfkssZxDf+ct8ZyzznbFcdziW6X+54VAsN7bHcrY1lnOLsUw/y9zTS3xrLPHNsZQ7GEus3RLrssQ8l6izVFeMP+sW4k/8P8n7k7X7k/P3Z46++T5Z5ntkmTt+mffeMt8pyy35WOa9u9xGuh3twO+gDO/JpUQdh2NpB321ozbUiloQ32dLfJ8t8b31J+VO8x4+zTv1VCLSJ3knn8T/E50gdpy8Y+go/hG0SPww7+FD+AfJP4AW8OfRfjTXOVec7cxl9uHvJbYH/YH/O/Y39Cv6Bf2MfiL/R/QD7e2m3RnyptFUZz47id2Fdibi/b+L8UzyPTDVUYpp0jOkd6Mf0I+kf8L+jP0F/Uq530j/jv4gvQftpd4+0rNojvR+NI+/QP4B7EF0iLzD2EXqH8E/in8MHU/WgvQZztcZnqEznMMzPCNn+A12JoO4H87w/J/hHjjDvXCmsBhn+P1wht8XZ/g2OcN3yhn27Qzf2Gda8Fux7NsZ9u0M+3amAzH/u9S9g27zvr2FXUE30Q3S17HX0FX8K9w7l7GXeBdfJO8C/nnsOfLP4p9NYXn3nmVcZxnfWX5nnuX5PluLeE7O8Qyd4/k+jy7wrFzgub/IfC4louxl5nUlEXWvomuJaOs6upGIud5M52MFu8Kcb3EH3sbepN8b2OvYa+Rdxb/Ct8Fl7CV0kbwLpM/jn8Oe47vgHO2do/1z9Hc+EWO4gL1YzZjIv8Rv3ct8S1yh3BX6u0qda9jr2KvkX07qco+dp9x5fhtfoNxFdCkR5S6zDhexFxjvefwLlH/I8/yIu/gxeoKekn6GzvKb5lyhEOf5rXae5/Q8v8nO8211nufuPPt3nv07z2+j8630x/6dZ//O8x18nufuPOf0HGf5bGL5jj5H/rn2bJyl3FnKn21BPLdnaecs5+Es7Z5LRNvnyDtH7BxlzlH2XFKHc3GW7+uztHUhV4iL6BK/Iy/nirHSWIhbjQtxG3sHexfdQ/cbS/EA+5D8R43FeIL/FD1Dz0k/xr5Aq+glZV6h1/hv0Fv8d9j32PfcTe95h7znjnzPN+Z77p73jPM9393vWYP33D3vGed7xvmeNXi/gzRr8J65v0NvWYc36DV6RfplIuaxil4kIv0cPUNPefZXKfcE+xg9wn9I/oPOXPE+6Xv4d8m7g27j30Ir+DexN9B1ylzDXkVXyL+MLuFfRBfwL9DfRXSJ8V3mObvSkY+rpK9hr2NvkH8Tu4K9hb1NmTvYu+geeffRA/yH2EfoMfEn6Cn+M/KfY19hX5P3Bv8t7b4j/Y79f8sevsG+Rq/QS9KrO3LxAvuc9DP0FP8J9jG6R+w+9gH2IfYRuot/B3sb3cJfofxN7A3sdfKuoav4V7CX0SX8i8QvYC+wNxfRJc7RZXSF83gVew17nfwb6Cb+CvYW9ja6g38X3UP30QP0ED1Cj9ET9JQ2nrXn4zn+C+qsopf4r9BrYm9Iv8W+S8QZeYve8DvxdVs+XrXl4iX+KvYF9jl5z4g/Jf0E+xj7CD3Ef4Du499Dd9Edyt4m7xb+CvYmuoGuk76GvUp7V7CX0SX8i9gL1LnAfXuRd+UldBn/SitnAHsNXecc38DexK5gb2FvU+4O9i7l7pF3H/8B9iHpR8Qe4z9BT9Ez9Jy8F9hV9BL/FeVeY99Q7y16R/47nu233B1v0Gv8V+gl/ip6gf+cZ+oZ9inpJ9jH2EfoIXqA7pN3D3uX98cddBvdos4KeTfRDXSdMtewV7FXsJexlyh3Ef8C/gWe3Qs8wxebWAt0mXvnCrqaqJk6xC+ji+gSutbMM4JuoJtohTvqFvm30R38u+Tdo9590g/QQ9KPsI/RE/QUPSP+HPuC2Cr+S+q9wr4m7w16m4j+3yUi/x2/X99y17zhN/xr7slX+C/RaiLG/BK9ouxr7Bvm8gL7nPQz/KfoCf5j9Ag9JPaAvPv497B3sXfIu429hV3B3sTeQNeJXyN9mX4u0fdF+r6AvcAdfYFvxwt8v11El9BldKWQi6vcjdfwr/O7+wb+TbRC/i3sbewdYnfRPXQfPUAP0SPij7FPKPMU+4z6z/FfkL9K+iV6hV6jN8TeYt8llrG84XviNffxK+xL7DvsC8b8An+V+HP8Z4nIf0r6CfmP8R9hH5J+gO7j3yvyvYF/B90mfgu7gm4Su4Gu419DVyl3BXsZe4lyF/GvsC5X6eMauo5/A3sTrbB3t1i32+TdIX0X3UP30QP0ED0i9pw2nuI/oexj7GO+j58k4p3zlN8vz9Bz/Oe8h17w22KV7+CX+K+wr7FvsG+x7xKxN2+p+5Y6b7BvsO/47fOa7/9X+C9pZxX/BXnPeZ+9oPxLyr3Cf41W8Z9hnyair2e0/YR2H6NH6CHpB9j7xO5h72LvkHcb/xZ2Bd0k7yrtXqGNi9hLtHkZ/xr2OrpB3s08zw+6hX+b2B38u8Tukb5P+gH+Q/xH2MeM+T66hx6gh4z9EbqLfwfdZl630Ar+TXQDXScuIiIiIiIiIiIiIiIiIiIiIiIi/x6k8tWpVPy3eJ0k8rWpdLyKTIr89khVlfPb06kMfpIf7ZlU9bpfk6pZ9+tStet+Q6pu3c+m6tf9fKph3S+mGtf9plS23O/xUpTi5Vf/aCma4sNXf7EUzWX/UClayv6BUrSW/flStJX9uVK0l/19pdiBv5rM5XhzdKy1H0ebo3OtTCw2R1fZP9Qc3WX/QHP0lP355ugt+3PN0Vf29zVH/1r7qX2tMVD251pjcH1srTG0PubWGF6fS2uMrM+xNUbL/tHWGCv7x1tjvDxmERERERERERERERERERERERERERERERERERERERERERERERERERERERERkX9X0hGp0TR/qyL+e/rvsXPb1P1fG/4n3Y/5iKWvLabno7tmPqImSdXHX38F+lyI+PwlnkknsXL8IrGE3dmN8d3fxZeS+h1f21+Jyb+1n0IfGom3JDk11Rvbv7Sx/nq8+F38UykiUUS2ZmN8vf/qjfHvx19sLrffUL9Z+0n9b/Hvx5e0/bE+yUmlNtbft2F9KsWT+Rcz5fi39jMxH+X6leKftomv5irHi/nK8Y/bxJP9qRT/vE38Q3Gb+Ze2mf828dWmbfpfX/+qzMZ4sbx/pcrxZP4fv8ZrN4t/W/+qus3iyf59bvh+fLs2nI9K8WR8leLJ/CvFk/OfjKFSfPc28WSMleKV+k9ilfpP4pX6T+KV+k/iFefP+U72qFK84vgKlesn8e3W9+v4kvvt2/25fr/Ubox/f//sbuMsfblf6jKb3X+rVRvjm9/fH2q+H9/0hvutUjw5f5ut//SG810p/uX+yW8d/3J/VIjvTm+8Xzfpv2ubeHrz8a3fP12V41/uvx3fx69tuB8+tCY5yftv39/ef1Wxdn80b10/uX+TZ/jr+/nk3+pnUNL3Ustm41tb3x2bt78xXqwQ/1y9fbxS+0m80viWtmi/bkN8s/Y3xjdrvxz/uMX8yvHV9srtJ/FK7Sfxz9v0X6n9j1vsXzmePHuV2k/i29Xfbv2+nq+/x5s2jK9SPJl/pfVN+q8UDxERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERGR/480p+aiObLRErloRW2xPzpiNjpjLrpIdxPvxm8ZID4wF20DxAeI43cN5KNzcC46BmejbXB/tA5mo31oIXYMFaNj6HDsGJ6LdtQ2tBhD3cUY7i7EYPdCDKB+1Id6UQ+x7u5SdOF34nd0T8eO7s5oR23dM9FKvRbUTLwJW8IWUQHlSeewWWwjNtczF3lUQMWebJSwTT25aMZvwbaSbutpi44e5tCTjy7yusnrQb34feT1YwcoP0hef+9c9PXmohfbg+1GXb3Z6CTd0cu8e5l3bz5ayG8mv4n8En4RWyBd6stFUx9rjG3BtqK2Ptawj/7J60Ld5PX0ZaMX293PuvbTPurop/1+2ievBTWjnolCdE8sRBfqnGCtJuajbeJAtJLfgprJb8IWJlgHlEPZiVw0TmSjAVs/kY868mpJ12BrxueiejwXmfFsVGHTpFP4kVjKpylTRZ0M5avxA5saIzaai9QI/nA+UkP5iCFi7HWQF6NYygRnIzg3KZQeWIyqgUJkUPXAQtQMFKMWWzfImIYY23A2GkcYK3Vz1M3Rf57xZMcYO3kNtFtP+3X0VUu79SO5aGAMjZTNUrYev476dZSppa1axlOTiDPZQJlG2mpA9fh1o8RH8lFDuWrKVNNeBtVQvzZphz7rkjZRLX4N/VfTXzVtZyhfxZjTg/lIM+6qJE07mSRG/RTtVFG2ij7S1EvTT5pYmn6raCuDzdBHNbaW9mvIq6bcBGsxjnaiXWgSTQ0cjmmes5lEtDszlIsZ1nuGfmaoMzOWjRn2aoY9mU5Ee1OJyJ8iPkW5qeFcTDHGKepPM+5p/GnGM01smnFMM44p9nmSvd01MVfcRf2drNPEeD7GsWNolNgIGqaPIewgGkD91Bui/2HqjKDRpC75E+SPU3ZsYq5ugPggcxyinyHGNEyfw/Q9whqNMo6xRIxpnLmNs6YT7NdOtIuxTiYiNkmZSepMUn+SdiYZ2y7sLtI7yd9JfCfldiVivruSvFHaStYVf5z4RNI+ezKGRskbJT2S9E1fE+zfTtZsAo3T7hgaZcwj2GE0mMyPtkbRWNIe6knvjd70vuhNtUYvd2YPd2VPimc93RCl9J4opWajxK3axN3ZxB3a19wUfU2z0Veaj/5SIQZQfxN3VPP+KDah0oEolIqRL3GvNfG85WszVfnOSOdnIpVfiMgXIwq5iCLPV4nnqgnbjG0hrxXbhm3H7uBZ7MDvxO9C3aS5y4I7KrhfgjsklYj7JsU9leKOS3XjUzbVSboDfwc+baXaUCt5LVj6StFnqoQYQ6rAHjG+yXxN3VR+OqYKzTFVnI2pEmKeU82oBbWiNtSOdqAO1Im6UDfiHp7iHp3qa4kp7rtp5jqTqMD5LORjmr6mS5zTJtSMz1imme80Y5tmjNOMdZoxTzP26S5sN2nu8GnmNs18p5nrDHfpDPOd4U6eYb4zlJlhvjOs0UwH2kGsnWeLNmda8Vt4xpjvDPszU8JnDOlCe6SL+yNdQuxXurk10i3YVtSG2tEO1IE6URfqRj2ol7Lc+WnuchERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERGR/2j8G4KC08Y="
0
"e5AKdrBOtzgL2kQBetF3xlAWSKa+tBE2vn0UQPYND+Y9N83dePk4/4pAWuURx+NY"
1
1
1
1
3,000,535
毒图ver.1
hard
1,561,660,553
1,561,686,900
3
2
2
3
6
1
42,411
145,124
2
2
4,116,396,131
30
200
0
28
471
5.944798
89
0
0
4
3
79
0
0
2032388457994594177
12650666767412439987
17704650154816697214
"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"
0
"RpbdrI6D+Aq/XVCuUBFbeHf+U4BknDoyHSUBlnGPB3EXMlIRFRLd5LHof2B0/cwi"
1
1
1
1
3,000,536
cool short level
cool but short
1,561,660,576
1,561,667,400
4
0
1
1
6
1
31,567
64,061
1
7
0
0
300
0
152
644
23.602484
230
6
2
25
10
229
0
0
12887853190886138670
10700561504464235362
10364600403789697909
"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"
0
"+pm0ouhMGTvOxHF+4wjKHN8GsRoS6Mr5YzgAu4xomjB5NOzPJP6bV5wRkJpagZY3"
1
1
1
1
3,000,538
面白いかもねやってからのお楽しみ!
ヤッテミ
1,561,660,576
1,561,682,580
4
9
1
1
1
1
57,922
62,355
2
4
0
0
300
0
79
660
11.969697
196
7
1
22
8
199
0
0
7308968133936630261
4624319386848192316
851381336169592093
"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"
0
"RazTARqWo2thhcEG7VSRU1qHHxN79KklxuPniCRTMRaeMskhWIbJCrsYz+acOPcw"
1
1
1
1
3,000,539
Underground Chase
One of these "my first time" levels...
1,561,660,601
1,561,667,520
1
1
2
1
6
1
68,606
95,819
1
1
4,116,396,131
65
200
0
20
443
4.514673
79
5
4
9
3
76
0
0
13327997676913899413
16249112031227410267
16391884964540719601
"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"
0
"UhwqoSX70E+gsOXRkqfcMFOKJ5fbD3qOTc4F2ofBS6vbGepaBN0n08byM6NYq8WD"
1
1
1
1
3,000,540
Easy Life
Ezpizi
1,561,660,606
1,561,667,580
2
7
1
1
6
1
7,433
24,911
3
6
0
0
300
0
376
1,753
21.448945
414
11
0
19
3
177
0
0
6335540578221540573
3204128220297575102
7182250600917597065
"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"
0
"//uiI6HwNYFHLnWSTkMrVY0lTdAsnfiWZcdKYE8p70yUOCVAyw8KolDL6YpeGUoT"
1
1
1
1
3,000,541
kastelen lol
lol
1,561,660,605
1,561,667,640
4
2
0
3
6
1
6,591
23,995
1
13
0
0
300
0
633
841
75.267539
642
3
3
34
16
525
0
0
13984884352274658617
768498876395256483
6764023760504448053
"eJzt0stSnEUYBuCefxgmwISQEM7McA45kISEnMmBBHLaWNllZZUu3KilC70A70AvwUtg78ZLyD24sNzlDvAdTJAi5URXRut5qLe+7v66//75oV7/rVqrlfJLs3/mxGLZV0+2kyyXnz4u5ddHH31f3qiV/7a9jZfli/Jp+aZ8Wz4rXyZflfnUr5O/75/u/3BVZf9vWttqlLJ75I87+Z6ze4fG3zVLWe8+rPT1b5Wyn+7s87JW9uLF4Nv+YONw/+V+d29vd7SUH/bvb6W3/k5//WQpLxr7b1wdPj+Qft5k75Pu+aE3/Z//7Jc351933t5f1Y+eryUjiwf9xtF+layvHPSbR/v15MXZg/7A0X5f8mrmoP/O+ze6/fm3/VrtcP/g/Zd690dWe/d327373ftf/dGvdg71a4fu79Xv3v++/khf7/ff7et9/nWj9/fpdb7b73X/i4P/j7+4v927XwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgP+1ZrVZjiUDyWA1WAZr98tA7Xg5ltpMhmqt0sr8eDfV5kgr+4ayb7ib9Ifzk05plexNBpOBzI9lvZl6Ip0TecaJnBuptstIxiPZczI5lf6pPONkN1XmVauMVsfLWDVcxlMnsjaZTGV9OvV01maS2czbmXdS51Lnk4VkMVlKfzlZyfhM6oXcu5ZcTC5VA+Vy6npyJe9/I+9yM3ffqg2XR+ltZ30neZw8SZ5m7Vn2Pc/4efZeze+/kfG15Hr3fOrNaqjcSm4ndzLfrAZad1PvJfeTB3nGVnoPM76du+4km8nd5F7uvZ/nPsh4K9/3YeqjzLcz3kkeZ/4keZo8y/rzfLNnydN8tyfJ44x3ku2MH+U7P8x4K3mQ+f383EvuJpuZ30n/duqt5GbWbmR+PfVa5hupV1OvpK6nXk4u5e93MfO11AuZn8/4XHI2Wc3ZM6kryXKylCxmbSF1PplLOpm3U2dTZ1Knk6k8azLziYzHk7HkdDKaXM/veC3fYyP1anIl4/XUy/kOl1IvJmvJheR8ci45m6wmZ/JtVlKXk6XsX0xdSJ3P+lxqJ2lnbTaZyXg6dSp1MplIxpOx7D2djGa82v0/rOfd6q0yVk8/44mMJ5OpjKf6UhvHy1R/1vryP9pIPxnP+kTmY8l0c7PMJLPNgdJubh5rZ287Z9rZ084zZ5OZZDrPnO4bLtM5P92ftf68ZzeZz3TTl715XqfRKp3s6+RMJ/s6efZK3mU555dSF5OFZD79uazN5cxczs/l3vk8YyHzxZxfSp3P+kICAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAvVSl1GpJqZfyY/Vvvw0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwIfvd/QYBg8="
0
"G8wzVV55Rv5i7hW8xPDTqXDOpTBaLeG24hhpyMLXZMeexoSjjtfvz6R/1cTnuxzb"
1
1
1
1
3,000,543
easy platforming
hope u enjoy it
1,561,660,618
1,561,667,640
2
8
1
6
6
1
7,450
16,579
1
1
3,437,308,486
3
300
0
75
572
13.111888
126
4
0
7
8
123
0
0
13105689435815020576
17474110951969904904
13385762072500415907
"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"
0
"Pee2nKDVK6cG4iZXd9YFBDjhRjd5ImiwcRtxxanccSDRNEPT3DiGWjS0bVXtdSuz"
1
1
1
1
3,000,544
cool mario
simple et trouver la clé
1,561,660,636
1,561,666,260
2
0
1
1
8
1
44,066
88,133
3
2
0
0
300
0
53
397
13.350126
124
6
34
14
3
161
0
0
7266512828875852916
9293074530871272046
13982474447600810992
"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"
0
"lBflir1ltH5TCKo+b3ALM6O86b3+e/FjLvMS8JxldIzvdn8dTdN47skb4m3s/Yp9"
1
1
1
1
3,000,545
first
just my first level so super easy
1,561,660,699
1,561,664,100
3
1
0
1
6
1
8,535
29,411
1
13
0
0
300
0
829
1,421
58.339198
874
28
5
57
25
873
0
0
8381669354836029016
4301182230866863650
7135978241503685910
"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"
0
"DbHgUrmTR5zY7UvF6tE5qGEIDjpulR5cQN4jnZ7amnYFUQuvxbYESVf/BgRXTMkE"
1
1
1
1
3,000,546
Little Parkour
Parkour
1,561,660,662
1,561,667,520
0
1
2
4
6
1
17,571
18,297
5
1
0
0
300
0
14
241
5.809129
63
0
0
2
1
61
0
0
12480429543155743927
2858731216091666185
2858731216091666185
"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"
0
"PWVIW9zWwjZBfrg3I2Cr1pSSLfgaxcO9KJGEysjbHyRLgOxRNDf8nFGuhzP5Hgjh"
1
1
1
1
3,000,547
The Beginning
1,561,660,670
1,561,667,760
3
9
1
1
8
1
92,878
103,281
1
4
4,116,396,131
104
300
0
55
474
11.603376
186
5
20
21
4
207
0
0
135422592327304575
14772664816879944046
9912175706110352655
"eJzt19lSHFeex/F/Ze2QVZW1smhDgCXQ0ip19PS4DdQCAtlzxUTYEptAkltiEXQwDzAxfgQi5gX8CDzCPAIPMHfzAtzM3UR4fqegUGEVp3zn6I7vx/HXycp/niVPnpOJg9y/Jp7E9ux/0qlbhWmL/fj15v/GzexHRUzxb/8Zs8Pv/m/dLsXs79svr3+w723PPtiELerfXdu3v+k/9+/u7z2430FWkQyC2E9ps9NfPdz9AXW/CT4fnybMzjtHyUTLLOXC/VqzXzrqav+sc30i6M2/vsyfaiDnSXcmFuvNJ63SuSK6IZ+4rB/lL8bg8i968rFu/0Wz1c74Etne+tFl/rj0uf1+9VcLZiexL/vPXObPB+RPIn/+7Gp81/v/utt+RWNNePqvfL7/fvl6zew482X+x+78j2p8qS/7/2v3/sf8+fMB+ePbev7pL/vv5qM7/vzpgPzqXX/+bELzl715fNGkP398358/HVR/pLs/+j8fl68H/rxv/bj8mad+NOD51m9pfEM3rw/3fM9Cd6b//j271ZuPvsif3NP6y908Ppd3e/jG9T3Wnd9spmWJL/ev1lc9vLm+G58vXx+Qd/fm25+f84l0b/2oZ/4v88l+eXd/vvbd+vLl3fr35U+m+++PTE++3/vhav08VPud9ZGK93v+qzPd56/60ee89eTrA/Inw5fj78l337/HD7r9J1P95u9U4zv1rB+X766vfu/3aEB9Nz5f/mRW4+t8P/rvj+iJ6nfWr/s+ft4faz35i+9P/+9n9Lz7fJNhv/tffeqfP5f3zv9T//OrP/K/n1ze9/5x+eP4zfmz35D3tX82YHzHjwfnfe27vG98Ln/9/ZW4/PtlsnPFcf1z/yt99ufxP/nzZ3/x50//fLU++v59c/7H/vv/T931+3X/v6+6+bM/dd8P/devy1+sr2y63/u5/pfu+gqCCatc5bPKuzUW/dn//l/9Z3/+dEB9N78X3zfX//S1/t0ece1f3N8Nf5/OXX0/r97f/27/Ya1u+81uvv/70dW/+H4lruW783ey0F1f8Wv9F3vy3b//ep9/0J3fhj9/stj//d59vqctf/683f/7+Nee/rt/P/T9+3FAfdf/oPb7/f3Q/fvE/f1w5vl+u3z3/div/vnTq+9zpjd/tX4fdfPxeL+8+zb5/v/EAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD/cLKx0DKWs7SFllU5pHIopjLI2XC8YcNBaMMxldZQJmehrg8DHcfzlk/kLB9X6HdO1+V0XU7X5VRPWSvouKC28jpf0DUFnS+oTiE5Z5GLRMMinYuUi3RtpLaLyXkrxqtWDJpWTKiM1axoTZvMfmNT2TmbyjRsKh3aVKphk6myTaZLNplZsMmkyoQirnOBfsd0bCWbUrtTGsNUkLcp9TWlPqeSDZvOztt0pmnT6ZpNp1TGqjYdKOI6TiiSCvU7G8VtphDYbEFlFNhMUVFSlBWVBZuplmympnJEMaoYU4wv2Ox4zmbHGjY7GtrsiMpi3GZLirKiqt81nc8nbSafsHo1b/Vaw+ojodV1fV316uMNez5etedjTXs+qnJEZa1mz6tVe6TcY8UTxdPx0P6gvv4wFtozF6M6VhtPR5V3obYe6/wjlY+Ue6xzT3X8zNXRuJ6qzycqHysejeTtmX4/K7XsWblsz2q6RuN6qniieFzL2yOVzzT+eiVn9XLenpc1tkrT5qJvbK5Qsrl8yebzDZsvKKI5W1C54Mp8aAs5HYeK4ZwtDCk/lLN5Hc8NL9hcuGDzys3n9Dun30OKrCJTsTk947mUjpMKPeO5uPrQs5zXupnXs53Xqpuzss3FlA8qNq/nO6/1MZ9WZEKbz6rPrPrPqN+0rtcaWFD9Ba3FhaTOq50FrdEFrZWFVN4aGnMjr5Ws8TbC0BoaY0PjbaidhtZfQ+02Ujqvug211VBbDe2XhtpwK3+p2LClqGGLUc7aUWgttddUtAt5W1S5pHJJc7ToQn0sqo9F9bGoPhazOVvSvCyFumY4tCXl2/m8tTR/TY2pqd8t5VruvIthHQ+rfc1dU8dt5dpqp612WrrnpsbcVHutIY1DY29p7C3NTUtz1NL9tzT2lu6/pXlsaexN7fKmjps614zrWNc0dZ9N1Wlq7ppqo51RH7r/Re2dttpbTIzYYrxmi9qzizGFWmnrmbQ1H22101YfbbXxojRny6WsLWt+ljU3LzRHLwoqdW8v3DnNzbLudVn3tRzqvO7pheblhe5nWfewrPt84e45ob6TVVvUvv2XvCJXte+0br5V7lvN0Xea1281xy/V3ssobyvFnK2orxX3W+2/1LUrLtTHiuZ4Re2/1Ny91HNYUf1v1e/35TH7oTxur0oL9qr8xF4VF+x1MW9raut1KbQ1F+Uhe12eszW1vVYI7bWe9brKdf1e1/2s65r1ctY2dM1GKW8bOreh3IbGsZVv25au3dTxpsa4qdxmKWebunZL5VYxtC3N0VZ5ybaqC7ald81Wbdm2tE83tYc3tYc3tfe3xvO2NabrtLc3Xa7Wto1ayzZGlm19pGXro8u2oes3dM2G3hfrqrOu98HaaMvWxpZtTfVf6/zrsba9UvlqLLIfFN+Ptex7vcd+0Lk3+cjeaJxvdH9vNK43JR2XFZW8vanqt94Jb/TeeKP3zhv188a1Ey3Zaz3bNT2Lbd3rto63de/bmr9tzcV2WWVFv/Uu2Vb9bdXfVv1t3de23k07amNHbb11ofNvdW9vdd3bqn5X9Fv132qe3mre3qrdHY1ppxzajtrcUR877pzGvKPrd1RvR+3vuHbU7ge9Vz7om/EhrdB75YO+HR8SFfugb8eHQMcxlXobfNRu3tV+2NU63tX3bVfreFf7/aML7Y2PWtsflfuovfRR++Oj9sJH7Y9dvXM+av/taV3tav/tuWOd21N+T/tmT9fvaV/tufa0L3Z1btfl9A7ZU3t72of7qnug9X6gdX+gfXygd9e+2t5Xe/u6dl/97audfY1lX9/gfY1lX9/PfY35QPHJhX4fqL0D5Q7U14H6PFCdA73jDtTGJ7X/KZyzT+rjk9r9pD4+ufMplUmFrv+kep9U/32xau801++0pt/p2b/T+/+dnt17vfvf6xvwvqS85vmdviHvtN7ejanUXL8fV36sZu9HVY7ouprK6ogdhlk71N4+0v470r0eaY4OXegeD/WuOgqH7EjHRxrPke71SOM+0r0eaTxHmqcj3deRns2h7vNQx4f6vh/qb5JDXXOoaw9V51B166W2PS8t/t5/ZgEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADA37WMWaxzEDf7Obie2xlQ9797jk9SZuedoyBoWSXVMku5X1n75RdTnAVX+fh/WeZaPqZYHbo5HyhOYlf5RMvCa/m4yw/fnE8oJnR/P3XuLxZrK9fNP7ns/+ehm/Od/t39JS/yrZ58RjnH5U9S/nw97c+fefKu7qD8ccbfvi/v6vvG53K++3N57/zEuu3Hg9588TJ/PuTPnybU//DN7a+q73p4c96N7cyT78y/J9+Zf0/+bEDezb1vfFHWf39u/o5z7kwQ/NSTd+s7qXBtX/QfBD//Kp+63D8X/Sf6zq/bf758pPmvF28en3s+Z568ez7HJf/z8eU769eT76x/T/5sQN49H1/ePR/f/Z1m/fPTWZ+dfKr//Lt87ea8u7/VsYvn+9amrz3ftF30fzrq6X/Inz8fkHdr05fvrL+aP3884s9HA9qve9rvrO8Bed/4OvvLMz6X944v8M/P2YD8cdyfd/vP+3w0vtVKZ32opevfv8zl++G0fJGf+FU+e/n99H4/lHd7wLs+PHk3P97vT+BvvzO/nryb31XP98fNr+/75PK++p2/Xzx5t7989Tt/33jy578hP+j+fN9nN35f3rXvy68OyLuxu2v0/Yi3LHGVj3q+DxfPLx7vrd/Nu/fz53zmi3xL62sid9H/VE/94PL75v526+bjv8onu38/FjzrV/mTyJ/3vd8775cB+VVP/25/Dsr7xu/yvvF33p+e8XXe3568AQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAa0Kbs2GbywypzNqQZVSmFSlFUpHQ2bjKQLmYvejUsFjDLGhYLNa0WKCIV83iObOEIqlcSpHWcUbXZnU8pBgOLZbRtWlFqmaxZNViiabl1HZefRQUkfoo6ndJx2WVFVuySiywSqCIKxKKpCKlSCsyimxg1TBulSEdDytC/R6KWzWrGFZkFHFFQpFUpBRpRaCIKdx/OZV5RUERKYqKktosqa2yjiuKqqKmGFGMKsYU44pbituKO4q7inuKCdWdUN37Op5UTCmmFV8pHigeKmaaVp1tWmU2Z5WZZas81NgfKL5STCumFJOK+4p7iruKO4rbiluKccWYYlQxoqgpqoqiIlIUFHlFLrDyTNvKsw0ruZgpWFG/I0VBkVfkZiILZ1qWnVm0jI7Tuial80lFwoXqxWdDC1TGFOZiJmexmRULdG1cdVLKp3U+ozI7u2JJHQ/Ntm1YEc4uW06/87N5K6iMFEXXxkOtjwcqv1JM582mtGYmde6+ygmdu6e4q7ijuK38LZXjyo8pRnU8oqgpqoqKzpVVllS3qONIxwUd51XmVIYae1Zrb0jrLqfIKwr6HSmKOi6pLCsqOq6qrGmNjuh4VDGm3+P6fUtxW8d3FHd1/p7KCZX3VU4qpnQ8rfKrEYs9UDzU8bDOhXrOZT2LSvB7b3cAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADgN/t/APxBMw=="
1
"W6i161qrTvOJs9w450hDP9EQLYeDnBz0A2c0Go4XHEXKS+OV6u2yOFUXUFkoKGEs"
1
1
1
1
3,000,548
Mario Weekend
Find all two 30 coins and follow Mario through his Weekend Routine.
1,561,660,763
1,561,667,340
4
6
1
2
6
1
22,988
87,535
1
29
4,122,555,074
2
400
0
557
1,989
28.004022
751
92
5
140
24
811
0
0
10280356498046675548
18338050452964261293
3736952317191347019
"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"
1
"ykfrSQdlKqDiGEBCGfWdrj7jfOS1mwogE7OJOYC6MRGODB0RCPIPjPXXF6F3Y7xs"
1
1
1
1
3,000,549
Beginners corse
easy beginners stage
1,561,660,792
1,561,664,100
2
9
1
1
1
1
21,566
27,619
4
6
0
0
300
0
246
1,111
22.142214
375
73
1
52
8
429
0
0
13327986850465506702
11535053296330768232
15951684521025943496
"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"
0
"/VQk7Dh/UYpJHAi9Vx7c13HL82Q3dXj16GCXzh3pMcifAMYhvVXMYS9vo5fF8TRQ"
1
1
1
1
3,000,550
Amazonas
have fun
1,561,660,795
1,561,648,740
3
9
1
1
1
1
32,373
102,020
7
23
0
0
500
0
374
2,032
18.405512
604
9
2
88
16
588
0
0
1793162022977921394
14708212161933590208
12147570437919775405
"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"
0
"QKSkgeWeGLvm5dOkB1y4pS2wVf3P6z+2ooRI8J2O5LKMaATGbceaq84V1NDlTvL3"
1
1
1
1
3,000,551
mario fight
1,561,660,822
1,561,667,580
4
0
1
2
8
1
51,624
57,045
1
9
0
0
300
0
181
557
32.495512
237
55
13
37
27
301
0
0
9890289985199856849
8482625684138916513
11492052964708152696
"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"
0
"+46ILYuQyVkB1y1aRFlDLGS9ajUeZY+b6TSRpWCSZmpH3cLU1q8m9gxcL3wlRk1X"
1
1
1
1
3,000,553
My first Level (yes... originel)
a little bit easy
1,561,660,871
1,561,665,060
2
0
1
1
6
1
47,633
74,700
1
28
0
0
500
0
416
1,146
36.300175
567
490
40
145
93
1,021
0
0
13155489015413767624
16110678376813224527
16110678376813224527
"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"
0
"d1nji6OhgsQS4vqSwEDuPsWPpl8+U3z+2Dz7LPAfb/nbnz+ynzGUSlkhV77r27YG"
1
1
1
1
3,000,554
bowser
kill bowser
1,561,660,887
1,561,667,820
3
2
0
3
6
1
3,471
7,279
1
15
0
0
300
0
708
1,184
59.797297
733
3
0
49
41
638
0
0
16906265738489484107
7470905084101045353
17228855011056178276
"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"
0
"aR/hit2H5Ng0PQTJFJ6JdYQB1wxcCb+lE5Q7p/8raKA6pWyGGifQUargySEWnYY6"
1
1
1
1
3,000,555
Hello Super Mario Maker 2!
Hi everyone!Hope you like my 1st level.TIP: use groundpound to break crates
1,561,660,903
1,561,662,360
4
0
1
1
8
1
35,041
126,743
1
589
4,116,396,131
80
300
0
6,422
20,750
30.949398
9,250
704
317
2,257
220
9,139
0
0
7663124089727279005
3292910014480423111
16212110703152707004
"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"
0
"9BGIDTl0TXTL/0VzIQupChFC+TXyqV1YsmUVY0/enuyG8OHmexF+sMClZZ+ONx2p"
1
1
1
1
3,000,556
Icicle Mountain
Versus Map
1,561,660,927
1,561,668,000
1
6
3
6
7
1
193,322
109,091
3
4
0
0
300
0
10
1,538
0.650195
162
1
1
11
2
146
0
0
343075566285778026
5464484645808898830
5231166839574696551
"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"
0
"m2bGmQ07B51iw1Eik7K1dC5TBJGDR5IYDfOG3+amTHkjd7JMbDIYXgQ6g2/9kPXq"
1
1
1
1
3,000,558
Winter Jumping
Präzise Sprünge führen zum Erfolg
1,561,660,970
1,561,667,460
2
6
1
14
14
1
26,502
82,516
2
34
0
0
300
0
435
2,628
16.552511
650
219
62
175
55
864
0
0
16873753010026082108
17017197709697178071
9177050199617179156
"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"
0
"McZSqp38nKbw0dfC8VovHHMyag4MyMPV90401k39pbf26S6VRuFhTAbgHaGYhcdd"
1
1
1
1
3,000,559
Gumba Spaß
1,561,660,984
1,561,668,180
4
0
1
1
6
1
23,564
30,435
3
0
2,131,209,407
8
300
0
35
166
21.084337
49
7
5
1
4
58
0
0
10437046965699951759
7470905084101045353
13203966871013063815
"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"
1
"CUxn9W/nnC3o1Z5HYfwKaJYuqw/+IU+LFMNsK00LSR8CpDsCzMZaIH+ax9fwTtB8"
1
1
1
1
3,000,560
測試1
1,561,660,994
1,561,611,420
0
2
2
0
0
1
23,346
82,215
2
2
0
0
500
0
37
334
11.077844
91
1
0
7
3
89
0
0
9351718269601201657
3499409806847517619
6618443536760640857
"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"
0
"5sxAgy7okmuetUA4t94JhxnU+ic9ChX92MCb00mHcQX+WzYJODmfZYAUAOqzMpcw"
1
1
1
1
3,000,561
Bowsers Turm!!!!!
Cooles Level
1,561,660,997
1,561,667,220
4
0
1
1
1
1
86,468
110,256
1
0
0
0
500
0
49
241
20.33195
92
9
0
6
4
98
0
0
6437577112663052467
17968911879858720253
17968911879858720253
"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"
0
"Yq3CbTXnKZp6gv0RDNdJM0Y1dtL4p96GgHvnnZmjBvIUlonZFYY7Q+eZyHvCzcpt"
1
1
1
1
3,000,562
The Goomba Cave
My First Level
1,561,661,048
1,561,666,920
4
1
1
1
6
1
30,033
49,483
3
65
2,131,209,407
8
300
0
1,565
9,513
16.451172
2,416
117
15
433
55
2,041
0
1
18087800234447436399
11643915659405273441
14138269958411728947
"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"
0
"JfY33q2rJ7kgAE6i48ATJwNWZI4mwgnbjcUpF2L9gq3CdynfJ4i57jf6CWJSnVCk"
1
1
1
1
3,000,563
超難
很難
1,561,661,050
1,561,689,300
0
0
2
6
6
1
49,418
70,062
14
2
0
0
300
0
47
537
8.752328
114
2
5
7
15
116
0
0
3736259420696769929
6039111817076601283
16117710436868275142
"eJzt1/l3XOV9x/HvnRlJM9KMNFptCwMGwmKwjWxLMoxsIyI7QAo9JiQQQsLOL22S465hsV23DYGsdbd0b2mbfSHOvifORiBhkVdZuy3Zv/v0H6Dva1u2wObqh/SHtuf98vnwPPf53uW5y9wrci1JaUUSMdtQf0HnZXFSngyRZvJsaxK3v7xpIk5L4v+2V29bHU9+fPaTv9lenr7vN93D/zotEbtfd3MfWGCT53Jn+0dujRg+uVwoDEbUp0mXlsWrJ+25Jbt+5PYF6ndm1+9/+wL1uxfY/z0LbH/vAvWHInoW2L6n4Y3rO7nYu+rfuP7MwxEn6jL23z43vyQZrJ6t5+fVd528v7nc4JZz67uqc3W2j3PrO1vnbT94bn3PoogtMTe/nWfqd5yun2g8//5j7vhN2fU9lfPPf379fOc/V+8pz9v/eepbFpjf7lJ2fbi88Py35s89fjJvfqeen1xu05Zz6/dv5vpm3P/BDZx/xvP1zLrs5/PI2uznO91+dyHj+RuIqGbUYz3Pb2RsP7jA72cw+/x3Llvg93VB9u/nSPfc/aM+7/pvnFc/dX6vff4enDu/JQvMryv7+kVH9vVLf39Z92fnJ9i+NFc/9/f3TN35f78r567v6uz3z7K+7PqRVdnzT+uZ+78me/ueu+bu72t/X9edrlffPvf8n79+Ysvc9Tl/fetvc38y6id+i+enMWP7W7LrPTdz/k1vXN/ylux6dXN2fesmrk85Y3sGhjPqwxuz6z3XZ9dPrMuuV/sXOH5vdn0X76etlYzrtya7Xl2dXR++luejOeP4q7LrW1Zm16srsuvDVy9w/OUL7P9Knt+M+tYreD+1ZNzfy7PrJ/h/gxMZ9d2XZte3XsLzW804/rLs+omLsuu7L1zg+Euz67u6s/e/ZUl2vbo4uz7clX19078Nzvx9MK9+6dz8Hpn7fubyg1E9Uy9RT//G2LVj3vs9lr2mnv4NsWX7mfri+ftP67l0Hxdlv5/vv3Te92/n2fqKee/PU9+/888/JEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEn6f6YhNkaJNEYlmkglytFMWhirstRKv422neUO0km6GFvEWovpL6HfTXsBWUr/Qta9iP7FcUNcxtJVsSFWsHw1tWtoV9Kuor2W9NBfTbuGdi3pJX0s95N19K+jvZ791WgHyHqOuYE2/XcDGSQ3kjezzhDtJtrNVG5irZtZvoUcXbQ0jnYtj6OdN8TRDtJO2kgrqZIW0rwojlY2xdFyOY6UN8aRJtJISpU4UqRtIPXsixypY6xAmyc5+glJj5Mm2RjT1KbrynGUbY6y7dESYV9Hm1ivhTSzXYXlAuuwj6M5UsdYVy2OdNB2DsWRdtZro99KqpWY5rjT+UpM5csxxfpTHHM6aY5prscU5zxJf5Lx6bTG8afY3xTbTDWwPnOYYg7TaRrZjvObrpRjmnlMt1BLU2U9jjXVxjjHneb40x1DMd1Zi6kO0j4Uk+21mGyjZb3JKmkpx2Qz4Vwmy8yBazbJeU5ynEnOf4I5TNTTMocJ5jBZZF2uyWQ6VqjEOOc/nq7DeU0w7/E0XI9JapOMTXI9J8g4z8E413WM+hjtRHreDcyvyPXgeFMcd4pzmkrPqYnzaKbO+Uwzz4m2Woy31mKsWovRllocbq7FSKUWh8q1ONhUiwONtdhfqsW+Yi321g/F3oZaDNfX4pW6WrxcqMVL+Vq8mKPNDcXLuXK8kmuOYdq9tPuYz35ygBzkOThERugfJqOsM8a5jHIeh2hHuCeHyWihOUZYPsz4QdoDZD/3dB/Le8kwy6+w/HJ+KF4pDMUw2+zlOu2j3c91OZCGa3uQ63aI53CEHE771A+m+2d5jPoY/bF6+lynca75ONd/gvsywf2f4DpNcN/Guf/jLc0xwb2caB2KCe7neHUoxloItTHu6zjrjnNtJ9JwncfTcM3H0rC/Me7pOPdzlGONcpzRdDkdZ70xthmlf5j7f5j6CM/jfua3n3ZfGua9l7kO1w3Fvoah2M96B1hvf3EoDpQIcz7I/g6yj0P8DkeY+2GOe5h7PMpvaZRnbrR5KA5XCMcaKQ/FCLVDTUNxiPUONg7FKOcwmm6TzqPIteeZGWGeh7guB2kPkJF0/+mx6pvjEPN6meftFX5Twzx7e8k+sp/lA7QHqR2iP0L/MBmlP5b2+T2O8myOkIP0D9Hupz2QcO/o7+WZHWb5Ffov075E+2IyFL9OGuNXyUC8QJ4nvyTPJaX4Be3Pk4HCz+j/lP5PyB7yY/Ijxn5I+wPy/aQpvkf7XfId+t+m/Rb1b9J+I2msfj0plb9G/6scZzf5CnmW5S/Tfon2i+QLrP958jn6nyWfIZ9mX59KatWf8375Bef3HPkl5/o8eYH+rxj/NdfiRZZfYvln5KfkJ4zvof0x7Y+o/5D6D1j+Pv3v0X6X8e/Qfpvlb1H7JsvfoP06y19j/KtkN/kK488y9mVqX2L5i+QL5PPkc9Q+y/hnyKdZ/hRv/v/kC/YffMH+nfYZvhT/RvuvfM3+hfafo7H4T4z9Y5SK/xClwt8z9ncsf5L8LfmbGCj+Ndv+Ff2/JLvo/wXtJ9j+46z7Mb4qH0uS+GgS8VGO9RHqH2bsw8n6eDrZFE/n8vF0Pomn8hFP5XLxFPf1Q1zPDzG3JzmHD7LNB5NaPMl1fYrlp8mfs48/Y99/ynF20v8T+jvY546kM7Zzfts4tydY73Hax1j+APv4Y9b9I/KHzOsPWP/36f9e1Krv53v3O3whH2bdhzjmg+QBcj+5j9xL3sO+3k17D3kXuZt130l7F+2dtO/ge3kHX/W30b+dL/1tkY9bIxdv5Wu/nHlfxfwvS5bGxZzzRZzbhTw/Sxm/gLY7KRWX0F9MFpEuxjp5fjrot5M20poMVKu0LWzbTFshZdZrYr1G2hLLRWoN9IvMoUyW89+rGb8maSyuoLaSrCLXMtZDVtNfQ7uWffTS7yP99Ncxdh25ntTIAPtcT7uBbCQ3sDzIejfSfzPbDNFuIjdxjjfTbuYcb6F9K+2t3M9bua+3cX9vTXJxW5KP27jft7Pu29j2DtZ5B/076d/Fft/JdneTd5F7yLsZew/tvfyW76O9n+M+QPsg4w/RfzjpjYdzS+ORZH3hEf6iej/7e767EC9018XxSlMcq5RitjIQM2SW990s79VZ3mfHeBceT1uWj/E3y/E0vBNnWGeGsRnqs7zXjqXhHXo8Df1Z3n8zvOtm0j7vvmO8B4+n4b17jMySmbTlvTzD+3mGd/Ix+sd5b8/yHZohx/gGHef7MsM3bpYcI8fT8P06xrdrlnYmDc/tLPfxGPfxeNryLjzOu2+Gd+Es/ffyTL+P8fdxPd7LNfxdnuftvBe38/3czndwO8fYzhx21C2KHfVdsZ3v8/aGiB0NSezIdcWOPCl0xTa+10/wvX6cb+bjfLMf41v9GN/tR/kdPsr+H+OYj7Pfx9nvE2Qb3+5tzHMb+9/Gt+cJjvUE39ptrPMEc3uU7/0HmI8kSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZKk1yqebgfrInYnZ8dzpGuBbf9rXn8X2245tWV+MKr1gxH16VIpXn01SE9DxHC600iStDZXL1BLDS9Q31rMrkdLxP2Fk8fP3TR4tp6jnpDdzREnTs2vfk8UXjO/tN5TPlPPDb6unu5ja+VMvfD6ep5U2f/W/Knzf+Z19XSOJ1reePu69Pitb3z8erKraa6eJDfH4Jn64rnr05Zd38n57cmfql8y7/q1nJ7fMPWe81zfa09vn87vbH3nOfX0/Kqnrn9+5+vm30B2tp49fvK646f19P7tOnVHC4Pz7t9tcd/JIwwvO3N+XJ/imfq608ffsvLM80F98XnrW85c/2WvmV/x5DMqSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZKUpTki2RhJckMkuc5I8rSFrkjquiLqyhH1pIEUN0aUSCNpqkSUSYXxZpZbaKu0raSNtJMO0km62P8i1l1MlrBeN2N5+jlS4LjB8epJAyly3EbmUKJfJhXSzFiVtpXxNtoW0kTaSQe1Tsa76C8ii+kvYaz7LZHrvjHypNDdGnWknjR0t0SRsRJtI20TKdOvdFejmX5L943FKm0raSPtjHfQdrJOV/eN1UUsL6a/hLFucgFZSi4kF5GLqS2jvYT2UtrLyJvI5Rz7CtorGb+qu6W6nP1czfI1tCvISsZXsf9raXsYX806axhfS3pZ7uveXOhbkou+xWTRUPRxTfu4tn1c4772SvS1sdxajj7uQV9LJfq5H/3cl/7KxlhX7op1TflY10hKpEgaSD2pIwWSJzmSEO5HfwxFf5KL/hzJkwKpI/WkgRRJiTSSJlLeHP0cu7+VY7eR9k3Rz73p72RfXbTcm/7F+ehfQrqZT/v6WMe9XNdKuLfruKfrmgn3u688GL3Nm6OP+fdVNkdvheWWjbG2pT3WVjfE2tbNsaZ1MNa01WJt21CsbWe8oxa9HUPR29kevV0boncRy+3lWNvMttVK9PJc9raVoyEZiIaoRDE2RTFZH4WkFnVJKeqTxqhnvI7fQiE2RCka+VeKJlKOASoDVBqjhbZKWkkbaWesg7aTtou1F8VAdTHtEsa6Y6B4Ae1SahfSXsT4xexvGcuXsHwp7WUsv4nxy1m+glxJriLLydXkGtZZQbuSrCLXkh6OsZrxNfTXkl720UcrSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIkSZIk/U/7b0SSLo8="
0
"/grEFlzS/HAU8UhngheirS3SZ1owCCY1tM8kh5ebv4zDIXZLjCP6wW6OoLGg/IN1"
1
1
1
1
3,000,565
Promenade dans la forêt
Une petite promenade ?
1,561,661,077
1,561,668,120
3
9
0
1
6
1
9,998
26,305
1
9
0
0
500
0
499
975
51.179487
530
245
20
69
68
757
0
0
12530533923051629623
7745080258369058246
6695913558261835286
"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"
0
"rZ4m+LSTLyUgosIu+qbdgOxxska4RUjameNK7qOVf4KcbgR286g8MeKy/QUuhQBe"
1
1
1
1
3,000,567
ブンブンパラダイス
ブンブンを倒しまくれ
1,561,661,117
1,561,693,200
4
7
1
1
1
1
72,809
93,609
4
5
1,008,094,897
4
300
0
153
1,231
12.42892
302
6
5
39
16
300
0
1
14799468328894520310
9353651265026667093
14926459432331887330
"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"
1
"GU+Qi1KRyrjdAFDSAQQavFfi+z5+PKpH9gS1Mwnf6UlgCHU44q1HomN5dKNJzI8P"
1
1
1
1
3,000,568
Grassy Path (my first level)
1,561,661,132
1,561,667,580
3
0
0
1
7
1
12,756
26,723
1
32
0
0
300
0
1,057
2,277
46.420729
1,168
719
0
154
98
1,623
0
0
10360868209213917152
4142804016747303191
10244384443116679512
"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"
0
"GlwhBifOIo5KeFWOD4wpdO3VnRSgHDQrODqaMYEruwTdJtSp/ayZrZ63Lgpa/wOy"
1
1
1
1
3,000,569
Rising to the Toxic Challenge
Get to the goal as Super Mario, Good Luck! :)
1,561,661,167
1,561,663,260
3
9
3
6
6
1
33,015
37,883
12
33
3,977,257,962
0
90
0
31
10,478
0.295858
729
1
0
61
39
426
1
3
300327424823018090
8998740889168831152
6262369640160253054
"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"
0
"J8cHcUIiIaOXzoiBBoNQsSPw4dwLW5UuDg2NJorSvxXc4CkVznLfuH92K7hVpPnk"
1
1
1
1
3,000,570
First Level
Easy
1,561,661,185
1,561,668,240
0
0
0
1
6
1
4,865
11,668
1
7
0
0
300
0
322
481
66.943867
340
7
0
12
29
331
0
0
4256370572569568075
1992745895777322652
1992745895777322652
"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"
0
"0kKNlchnzNtsRAqHR1X0Bdsdejm05YzmdhtTowUoRtQz8ltjvE9BHy8RlMZgUs+d"
1
1
1
1
3,000,571
can you beat it?
a little bit tricky
1,561,661,182
1,561,754,580
0
2
2
2
6
1
19,890
55,129
2
12
0
0
300
0
67
620
10.806452
194
8
55
33
8
216
0
0
6019056287083040902
17746977996366875492
13963587745955845789
"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"
0
"FHQL0PJB5HbOVvlX6MHTdmRc1wSX9m0hUIp003gqfvKAfxzysWkQhqJ+7xTup687"
1
1
1
1
3,000,573
Guck in die Röhre
Röhren
1,561,661,191
1,561,594,740
4
0
0
1
14
1
39,454
114,497
1
58
0
0
500
0
1,754
3,309
53.006951
1,916
1,162
44
407
186
3,059
0
0
18238579001398510443
16933789697698096187
11600694634757281475
"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"
0
"Mn/t67srxtPq8/4wDEDxldagtluL8rQrCOgksi7nMa30222qEG7I04KYgNfpM+Bu"
1
1
1
1
3,000,574
ジュゲムロード
走れ!跳んで!避ける!
1,561,661,199
1,561,673,460
0
0
3
3
7
1
20,501
20,501
15
1
0
0
300
0
19
1,171
1.622545
135
0
0
11
17
126
0
0
9284961042047068291
5378057776907970269
6258859562545171934
"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"
0
"PCPNhZX4uSvIKlV8rXKRQGIgU6JSxqXJSvTtU16FzBZ+YHlsHQkA+NmmtsQGflDj"
1
1
1
1
3,000,575
And Switch!
Switches
1,561,661,207
1,561,663,320
1
6
1
1
4
1
20,875
40,469
1
1
0
0
300
0
122
363
33.608815
169
5
0
19
2
172
0
0
394011358729159743
1992745895777322652
2477723134116924659
"eJzt10FuG+cZgOGfFClZiaPQiZM0ldIqKRq5TQwQaA/AoOmmQAECuYABu0C6KQgkQLc9AnOBnoFHyBF4hAJZZcd9F+78I408LIff1ywCtOjzAIJlvZp/5pvhDKnx+Pvxp6NSvjs7vbx4t7ROmq/fNV/Nj8s7fy/lk0f//EO5Myr/217+8Tfls/KX8qJcly/KX8ufy9flefmyfLj3W18mq/S3/FP56sc73B/d6d2/i2kpm3+7uF/8gHXWzULL9rvpZNEsu7hb+qK8bK1f7/rpyaI8OOjzh6XMx/Unk8lQ3zZ9M6k/GY0+760/6m2/Ornt/f1P7/rs4lh/3P7G9lF3fGfTRZkc7H/1Vrd9ne+wb94uZXt2uP7zg+33j/9Fr88G5uv3ofm7vnscr197tH7t0fp1vqH1u/O/fDx8fj/qzv/bcd+9P9y7/S+TvvlJ3GdJX/807vPLuNfj302PX/9tsv3qveF+2uvbcdznSV+P4r4rcV9G/So5/qvk+K+S479Kjv8qOf6r+Pjr6+N2+3G9ivf9vOnNu0Z7/W+3HzfPr9leHzdfs5vm+Nv7fzx+Vq73er1HVh8PPx/u938T97r90Pl50ds+6pukL5/Effd0+Pz1+9D16fds/aHXR7+H99/TV8+3Y32T9OXA/dvvQ/f33vynyfwD13dv/qSvHiTznyfzJ335WjJ/0ut7fDj/w2T+pK/eSOa/SOZP+vLNZP6kr2fH+/pXw6+/7v1h9+TV82vo/bduH/X5r+O+Tfrqk7jPPo37JunLp3HfPR1+fne9AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADAf7HT8e2/i2kpm9F+++YHrDObNNuf1+/G02dldrpolq7/Oy8vX5bma3VSyvK1+pPRqLaunzatqttHfdsc57Ld0+RsUSb3/eKuz8+6Pp0uyoODvnrQ9Onh+s+77R+WMh8f9hfd/pO+eiPus4u4b5Je97+Z3PbPj+w/6nX/We/Oz1Cv+98lPdq+Hl+0fd1/1Ov2Q9fvSbf/R931H5982+v19Tcqt707v4PrvxX366b/Y3TbP+v18d36y8e398Cx67dL+vqduM/fjfs26XX99elh/203/3v58dd77Nj5qetHvR5/1Ovxd8d3rGfbR6+fedLr8Ue9zp/16PiX7zfbl+D8/gd9O/B8eN5bf1mC40v69jK5/66S+/eDuG+SvvxZcn6Tvv55cv2vk+dX0lcf5udn6P560ps/6nW+qNfjj/rsg+HX36h3fqNez1/Ut9dJv0zu38vk/m36Nuj1/Efr1x6tX3u0fp0v6vOk1/MX9Xp9o75Men39RH2W9Pr6DOdvzn/9jHb0881V3Ov+o75Jep0/6ruk1/Mf9Xr9or5Nen39hMf3i/vPH5NFud77/FE/I8x/ed/Pvu1tX/tJ/Xz88avnc3/97vNv7UPvD/2+HsV96PNlvw+9v/T70Pz9PvT5od83SR/6fLc3f9KHno97858l8ye9/g0Rzn+ezJ/06O+fdv6kr19P5n+YzJ/0+hk8nP8imT/pyzeT+ZO+nh3vs5u8R+vXHh1f7dF8tUfnp/bo/NYeXZ/ao+vbzh+8Ptr5o7/Pb5K/32/i13c7f9Kj+6udP7g/2/mTHj0f2vmD50s7f9Kj51s7f9Kj52s7f/B8budPevT+0M5fkvmD/rfm/e3Z3Xy/7/Xx3ftbAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAgP8j/wL34A/F"
0
"/5T6NiS8VP/aO6Ces1+tFgGKywNg4BQ6nsABQ5zacXxh1Fb7rDyYxw6YUrTAaEiQ"
1
1
1
1
3,000,577
Hot sand
Desert with fire and such.
1,561,661,229
1,561,667,460
0
7
1
3
6
1
9,194
35,653
9
9
0
0
300
0
144
1,766
8.15402
260
15
1
30
7
249
0
0
4332029383336504935
12316417724630167488
13385762072500415907
"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"
0
"jZMTgf7UR3oyvGuvXz5LNUGPWt9I4fnSXLQ43nTi4AG06irJNYmL9FEI9a/Ds2XL"
1
1
1
1
3,000,578
非毒图
第一次做图,多种通关路线任君选择~~
1,561,661,240
1,561,659,420
4
9
2
1
6
1
61,366
159,338
10
1
0
0
500
0
19
362
5.248619
76
2
1
7
3
76
0
0
7047898575248306479
14853792571125701780
15343652462020474005
"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"
0
"z/C0MVrPgXlSXt63WCzkAZX9LHpdxGQy42loLwx7uu8MwWPv7TEVcB/+h33aT3fo"
1
1
1
1
3,000,579
X-1
Easy-Medium. Donutsteel.
1,561,661,235
1,561,668,120
2
0
0
2
6
1
24,659
71,150
1
8
0
0
200
0
395
1,031
38.312318
479
4
4
56
3
483
0
0
13952724415916086536
3499409806847517619
12803421091662958243
"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"
0
"CGNQmJpLN/ISZMtkS661xc3CstfHj0Ze856Ny2EtrKAURkIf5lkyJ8GNQ+aOv9G3"
1
1
1
1
3,000,580
On and off
switch mode
1,561,661,240
1,561,611,060
2
0
1
2
8
1
25,183
94,166
1
94
0
0
300
0
2,317
11,017
21.031134
3,457
3
61
627
62
3,019
0
2
18238579001398510443
15535995210617915696
11784003298008580214
"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"
0
"4uPyorCOzPQP2LxietLHxJ7Ohubrl0h0DxknKB5U2RexlKME12LzG9YNzK6o6LP6"
1
1
1
1
3,000,581
MOUNTAIN
Up & down
1,561,661,275
1,561,693,380
2
0
1
1
3
1
14,615
29,083
1
5
0
0
300
0
324
1,577
20.545339
468
5
1
60
5
416
0
0
17959887551029620622
16514297002128803911
1217978545003210929
"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"
0
"/T2HhO+ECr3CKcS+DrtiQJFfjKHCrqaOhGlj/wDbdFsGkCudlvVd8sygkXrlJR0s"
1
1
1
1
3,000,582
5 Trees
5本の木を探せ Look for 5 trees
1,561,661,281
1,561,693,080
4
6
2
1
2
1
52,968
104,282
2
3
3,348,058,176
5
300
0
34
430
7.906977
116
14
4
12
1
124
0
0
17731546575273958250
6116148390735671201
5290509339456688603
"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"
1
"lAbjPpzzgWplTd25mCx8Quy2E4osaoxJUNQzYmerAkpqqhDbb2ykTWml5/7W/M/G"
1
1
1
1
3,000,585
The Gumba Pyramid
1,561,661,509
1,561,667,580
0
7
1
2
8
1
73,306
101,173
1
19
0
0
300
0
132
937
14.087513
342
10
20
53
14
358
0
0
15343121253668862509
14590246838356638607
14121121169807994414
"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"
0
"rLjB6WiYgpXcrWPgexWQUnV5igV3H8aDaaLsIr4m+IWvGsYGDS45PyQgj0mde64a"
1
1
1
1
3,000,587
jump 1.0
jump jump
1,561,661,531
1,561,668,000
2
0
1
6
6
1
1,450
5,183
18
1
0
0
300
0
73
451
16.186253
116
1
0
5
8
101
0
0
14104382210839469181
12547200267382429254
1718653080811027940
"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"
0
"8KneSpAVfE6piUm/9ksHWJsAo0Hy6krE55FmrsgqNWFaZqnFHwIK/A/R16klb2C0"
1
1
1
1
3,000,588
スタンダード・カンタン
1,561,661,542
1,561,691,220
2
0
0
1
7
1
17,916
60,150
7
7
0
0
300
0
256
720
35.555556
315
5
0
35
4
307
0
0
12649848553628427062
11816101216574333726
16263466228185036692
"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"
0
"nTEx2PRGu9MaT3j02fjc1hx79qNEI79y1Dbr5gCMnZQyplrkV8oK0ifH1JydXojM"
1
1
1
1
3,000,589
Premier
Essaie de stage, quelques difficultés a prévoir pour un niveau cours
1,561,661,554
1,561,668,180
3
8
2
3
3
1
10,391
47,828
6
3
0
0
300
0
80
823
9.720535
153
12
0
13
21
152
0
0
2776085161779642013
4427779351133860596
7151810660688298268
"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"
0
"t3+D1/bVn/pO8h1QgEV6JRqy3M4Mi4m2zm/YIsKF2FPoMczLuXSzLwAOUxgEhkJt"
1
1
1
1
3,000,590
RUN
RUN
1,561,661,572
1,561,668,540
3
0
0
3
6
1
10,978
11,410
1
25
0
0
300
0
591
812
72.783251
602
2
0
46
34
571
0
0
1398643163250454551
7470905084101045353
7611728409454757881
"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"
0
"jBjRPsWoS8seL4tuILF1wiIrA/rJt19uz0KipThg/J2kOagvtoGzlweAJ2ZiuEJ5"
1
1
1
1
3,000,592
给杨大胆儿地礼物
给爱妻得智商挑战系列
1,561,661,632
1,561,672,860
0
0
1
6
8
1
14,920
52,182
8
0
0
0
350
0
18
58
31.034483
24
23
1
4
10
47
0
0
10548801093739003615
4892092816973773539
4942132430556191030
"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"
0
"rpS6R2b7wN0nBk2uQaeM3F98D2K+pUKVIYkaCkWgFRYMyqMCviITSF7sXTQajx4L"
1
1
1
1
3,000,596
Super Ice-Run
Passt gut auf die Münzen auf!!!
1,561,661,720
1,561,668,600
2
8
2
4
6
1
15,116
16,150
2
2
0
0
300
0
30
544
5.514706
131
6
0
9
4
121
0
0
11880910648273107035
5860709903498653318
16686712092123508749
"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"
0
"9Fiw0Pa/4Crqq2ko6rHlWcMztLNJog2qlHuaMzpa2VgaWZRIqZrz2RX/hk3oVlA+"
1
1
1
1
3,000,597
My first Level
My first level. It shows a few of the features from Mario Maker 2
1,561,661,732
1,561,668,540
2
0
2
1
6
1
45,933
72,650
1
15
0
0
500
0
87
1,474
5.902307
355
4
0
35
36
340
0
0
1119895260861926686
1718653080811027940
396506614742249872
"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"
0
"/84To6JvS9Exi+muNX/GYtmI6drlo+EnJn0Y5wXrL3nct4MbzkVgL0nI+AbRFVUp"
1
1
1
1
3,000,598
Mario Kart no easy
Cooles
1,561,661,769
1,561,668,780
4
3
1
1
5
1
7,433
10,449
7
13
0
0
300
0
217
508
42.716535
243
27
0
29
14
217
0
0
1878101674548695760
6786998915794245444
14057716679276584376
"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"
0
"KmzBql5KjpcwJfQKKXUeIdZ3K7xRvQF2qsm0p3V8qEhTrVGO97kwxUfxaOXYk2D0"
1
1
1
1
3,000,599
Drainpipe Grove
Take a tour through one of the Mushroom Kingdom's hidden stormdrains.
1,561,661,797
1,561,668,240
0
9
0
1
6
1
24,661
49,204
1
84
0
0
300
0
2,199
3,241
67.849429
2,380
10
24
343
18
2,339
0
0
16018434457258797472
14171927241956864563
17872009033566503810
"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"
0
"z9ij70AyBXL5fwOsDpfaFsG4es9iV+CpL04kcmYF6FCBvEkz52d/RcETKHnEiqHJ"
1
1
1
1
3,000,600
Return to Bell Hill
A normal Level with uniqe Suprises!
1,561,661,816
1,561,668,360
4
0
2
1
6
1
84,833
54,394
1
0
0
0
250
0
10
163
6.134969
57
1
4
2
2
60
0
0
15159527720504935537
289464885892700477
1833090501496485600
"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"
0
"RlSYivqPx53fyRv3wbqU6z7k2f8fng5aTi/16PqfiX1Kflbnz+Ozzn8LdRwfgM3B"
1
1
1
1
3,000,601
Jungle Run
Short Run and Jump
1,561,661,825
1,561,668,420
3
9
0
6
6
1
12,172
14,020
2
15
0
0
300
0
561
1,568
35.778061
642
4
14
76
8
536
0
0
16945744016752367426
16094819983608775064
14517693662196313335
"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"
0
"QRSR8H6KuLQ3jQSFDL75wUZyJfbxfcjRILLbTfHwUolwOMY0MjR4sfNGqgXjCMvQ"
1
1
1
1
3,000,602
World 1-1
My First Level!
1,561,661,840
1,561,668,900
2
0
0
1
6
1
7,749
29,163
1
11
0
0
400
0
778
1,159
67.126833
800
89
1
57
17
780
0
0
15123343435101700343
3499409806847517619
5297156689227401639
"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"
0
"QOPPgZc9pwNln7f27A+LqFgQQtcVjokpFl47s6hu6oWiE/e1Il5bDW1VWhUFCVYW"
1
1
1
1
3,000,603
omg
1,561,661,853
1,561,690,320
3
5
0
11
12
1
2,627
5,795
1
41
0
0
10
0
716
1,485
48.215488
865
1
0
65
72
816
0
5
1155605434740086645
13309799540774970158
13296906651639220560
"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"
0
"zELH1LTdwrceUPF5+WRelkXcuXypbSyb4ZRuLOW59As9JVoyE1Yp3FOEzRXDnyo4"
1
1
1
1
3,000,604
Mario Kart
It is Mario Kart with koopercar. I hope it make fun.
1,561,661,874
1,561,666,320
4
0
1
1
8
1
46,843
105,259
2
36
0
0
300
0
534
1,865
28.632708
703
137
13
134
47
789
0
0
2997338407341330582
13172382102754707138
5591549497989405194
"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"
0
"JlmorWNF7uZl9IE4WpAnXjdnnhEYTV6R/uFvZfFkY+cxFwwiV1+FNVYsBc2N+ha6"
1
1
1
1
3,000,605
proef
super gaaf
1,561,661,909
1,561,668,960
4
7
0
1
6
1
5,714
44,795
1
8
0
0
300
0
436
659
66.16085
447
6
0
23
14
409
0
0
11756417517665032600
15717228411465214875
3280952132798686757
"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"
0
"RXUZUBzcSFTnsZIYayNEc+9qj2VXhXXpkmsh/+P52K8jE6L4oqsN2ojfpPXblHrm"
1
1
1
1
3,000,606
Circus Mario Kart (SPEEDRUN)
A Hard Speedrun (No Remake)
1,561,661,915
1,561,668,480
4
3
2
3
6
1
22,072
39,012
17
32
0
0
40
0
319
9,041
3.528371
1,179
5
17
155
44
1,050
0
1
12482608435638494464
1469683086888383785
18236570534757543481
"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"
0
"fcTuvKTtN6f/2p+h+011IUUJ/CvEaXcgYb28L1xgtSeGf/rne3y1LIrvlA52W7k5"
1
1
1
1
3,000,608
one
1,561,661,936
1,561,686,480
1
7
2
1
1
1
11,571
35,983
2
2
0
0
300
0
45
560
8.035714
81
2
0
8
11
80
0
0
12913886659434648582
5452741087367647197
509017544379189595
"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"
0
"YRrrV+Ez55MwzYsyYCI37gTzBWYkBaRYxdmAZ7qnJJeYQJAx+tOipNtYdYOhLsej"
1
1
1
1
3,000,609
Fire tube castle
A short level with the pattern of original mario levels made by nintendo.
1,561,661,978
1,561,668,960
4
0
1
1
6
0
43,640
58,286
2
2
0
0
300
0
85
696
12.212644
176
5
0
22
12
178
0
0
12128128823674074442
4007111728616311721
7345244146529531116
"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"
0
"wZFs/u3J1/tiI2qXJbRI4fwo7kx/KBzWVgr/5GEz2Lf87D100+QsN0Iy8BAOJndx"
1
1
1
1
3,000,611
Levelus Simplus
My first level
1,561,662,004
1,561,668,780
0
0
1
1
6
1
12,719
23,877
12
5
0
0
300
0
217
895
24.24581
308
33
0
39
11
334
0
0
13337396494540189019
10783672156221612246
3179533389739976892
"eJzt081uHFUaBuCv2u1u/7QdEyCBIUHxvx0nQ/ibIYSYyCEBq0GKxAYhsQRpJEay5gc0O5YscyEsvOACuIRcA6xmN3cAb2XcppU4bTYjlNHzWK+qzvnqO3Wqyt3p/Ltzpan6qd976cyb9dDUUQbJnc+qfvz26+/qSFNPt58/erU+rM/rq+TL+mf9vS7Vx/WX+msdHI1/i4/qX+n7In1/S8c/cv7l8ZpPp1vTVYePfNy1U3q+Hzu/l/77D/ub5lZVr007mqmfH/rPKfX7vcn1a/3J9XtzJ9fnRvdPvd3Do/Xu6P7zk+vXBpPr7f0f9B+vT4+tf7834f08d8r+nj9lf+cm1x+cUj84f0p/+/w1qn9zXH9lrH6vnty/9MKoPj93q5aO65+Mnn91fP3Hv9+D9f/+jz3x+6b/cHZy/8HC5Pph9/H69bH1l05Y//pYf/sOJtWvnVDvjq1/MDPh/ad/6YT9Hfe/ePL7Of79vHRy/6h+cCH77zy5fnhx8u/vm3Oj/+9OZ7z+6ej3cfXX93N3rN4c1S/tpH9+1P/r/9feUf2HnVF/W/+h/2i9AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADgf6zf3Kh+DWqmdmummavZjGcznquFms/cfDNfc5kb5HzQzGY2f83c0mLGixmfSeVMjkvNO92lereWZ96u5f7NWunv1kpvoVamd2u1m0wt1trUbq11BrXeWaj1ZrfWs8Za1lvNcSXHlSbp5DzXrXQHtTJzo5Z7Z2t5+tla7iZTN2u5kzRJna3VrLGa69earNnNmrnX+tSgNtK/0d6jt1jr2cd61llLVttkvNpLT5tcv5a9rfUHtZrzjayzkX1sZG6jHfcyzvUbM7drM9ds5Xm2Mr+V+tbUQm1OL9Zm1tnMXrfyXFvZz2buvZnzzfY8z7WVbGduO9dsTyepbTeLtZ35y21y3eXUL2e/O7n3TjvO+jt5jp0825W8kyupXU3P1dT/mFxJ36v5Qq/VjXo9eSN5M1/tTzn+OXkruZ68Xe/Ufr7dfr7RB21y/n6+8ftZ427O79Zi3cnxTmrv5fhe5m+nfjvze3Wz9pqt2utcrL2ppJtMJ72kn8wks8lcMp8MkoVkMTmTLCXPJGcv1H7m9zO/n/n9zO9nfv9s8mzyXPJ8ci45f6GGL1ys4fkk42Hmh6kPc90w1w/TN0z/MOsMs96wXXfwcg3bvJjxHy7+3j8nAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA+L8xVc3D463pqsPmd94MAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMBT4BebunPy"
0
"a4f7WgYjXFyOFAgCnAdZA42GJZ0U53AstSmcj5VvEcueT99svYAPt14CPZ5QKtn0"
1
1
1
1
3,000,613
マリオメーカー1の技術だ!!(メット被ってね!)
マリオメーカーの復習です                   是非楽しんでください
1,561,662,037
1,561,692,300
2
0
2
8
8
1
33,400
96,633
2
4
0
0
200
0
46
656
7.012195
152
4
87
20
4
202
0
0
12115807989527654007
11919551487654543568
16360711324136835284
"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"
0
"Y/aNaQLWRHVOXK1j20PtV/kQfEQI1yQutG9MeqvlYDgvlQ22w+9rKPLyOYi0SG+m"
1
1
1
1
3,000,614
All Sound Effects!
All Sound Effects From Super Mario Maker 2!
1,561,662,041
1,561,669,140
4
0
0
0
0
1
19,193
42,599
1
50
0
0
300
0
1,589
1,807
87.935805
1,604
4
19
188
42
1,239
0
0
10772940211299214768
9655057941176920968
13614512235372640385
"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"
0
"189vh7YWpAigrk4azkJ7Erm9DrAKGS3KNYsRqI0h/vbp9VoZ77Xbs4SbhX99iJMs"
1
1
1
1
3,000,615
Dungeon
Easy and short Level
1,561,662,040
1,561,668,840
2
5
1
1
6
1
26,233
60,383
1
12
0
0
300
0
246
1,237
19.886823
413
15
2
55
10
423
0
0
10152688374737345530
17692738529941631775
1745053209087411880
"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"
0
"z6F9smgf8yv2D77n6V2WBO086XkBx04kyUHRsp3aNF4R5H/fHJ0Ac3SBHTvIJheX"
1
1
1
1
3,000,616
swinging claw
schwer
1,561,662,064
1,561,668,660
3
2
1
1
8
1
6,499
25,469
6
6
0
0
500
0
257
934
27.51606
299
6
0
33
20
257
0
0
12815696422132314435
15947979350151679207
4799041253162504953
"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"
0
"5FdBVqQsOT2q5bLsg2MuS78GwaOyV7uT05PB9RavCKdkBiaLQBw3dKjuo4kWIwxH"
1
1
1
1
3,000,617
Welcome to SMM2 :)
1,561,662,085
1,561,669,080
3
9
1
1
3
1
4,448
4,989
1
13
0
0
30
0
163
1,089
14.96786
283
2
1
44
13
245
0
0
445266014922267501
9248683983339139954
9902853315389806540
"eJzt18tubFdaB/BVF7uq7Kpy2eVr+VZ2lct3Hx/7mBa5nE7T6Z4hRULdPWCCBEgMQN0Cpi1mMA0SlymPcF4AiUfIAzDjBfIG8N8+cXCIYzNAhBa/38mnvfb61vrW2jfbadT+ubZXSvm31vz20gflXiPx40Qt8ethKT///X/9ZflKrfxme/OLn5VflD8uf1r+sPyy/Fla4/KXaY3L75Xfzb+btD4op9/3Nv/XdBL1/PcHeejv/svD/eSFuX+UOQsPJ2l8dt+o1zNvvorq7Mfl3+9V+c9rz+e/qD+fHzSfz38298L68y+s3/ru/LusfX2/v3b3cX7wVb669vf7a3eeyl+3HtavzT3kf13+Kvf4fb6a+37/tdZT+S/Lw/5qjafyVe65/KP6tcf7O//2/p7MP6r/ZP7R/p7M/6r98Hy/md942F+/lGrMfb45/jo/TL6d+Kfs/fqJ5/MnD8+n/5Cv5g++zr9JvlE2y5dLX9d/8v58Psj7f//8au0n7+/y0/dv/mH/w+fzX65+fX+/sf8fPOTnHt6fKj/4Vv6z1efrf772fP6L9ZfzTz3/x/mnnu9D/nr5Id/I/W1/6/1/N3y4/0/nBy/k/2Uj+cZXz/+T/1z/t+/ztfLl3qPn/4336/0T/Ow78g/7f7f7fH7wQv7z/efz1+Pn81+8kL+/vie+n8frf/X+fOf6z+W/+G/k372Qf+79un4hX+3/2e9n79HPh0f59qPv8/378XT++ut8t/E4P/gfyv9q5fn1q+/3ufyXL+Tvv59n8oMX8tX3++z9eSFf/Xx5Ll8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA4P+JVv3DMt//UZlLNBONRD1R6w9KSbQS7f5S6aRvIe3FRDfRy3k/x6XkBonlnK8khulb7S+XtbRbtbelVd6WdhW1XunUuqVTemUh/QvpW8yxm3+LaXfT7lWR837th6Vf1kttOfPqnW5t0Cu1pbelLPVKqdorvVJfeVsayTdyXh+8LfWqvdQt9YzpZM5CYjHRTfQS/fpH3TJMjYwrK91SS7s+7JXGSr80U6tZzV9PrCVWE8m1ht3SSq6VXGvQL/NZZz7t+aw/N+iWueVE1c6azeSa2eNc5sxn/nyOzdRopt1Mzbm19OfYzBpzVaS/vtov9fTV17ul5Lys5frWc33J1zayx/TV0ldPu7GRmulvJd/OsZNYSCxmbjd9vUQ/5/2MXcpxsN4vg9QepMYg+1jK9fZz3b1cTzd7Xsx1LCznXlX3OHtv51raGdOpYrVbFjJvMe1u8ou5xwuJTjVuNXOrSJ1OrrddRep2UrOV9nyeQStz21m7k1hIjYVcw+Jav3Rz3k2uW/VV43PeS66f41Luz1Lq9qvIfnu5f71qD7m33UQvtXtZv5/7vlTtJ+t0c97L/vrZ+1L2M0jNpeVcd65rkNwgc5Yyt5+xy5mzkr5hYjXttRzXU2sj7Y2MW8+4tRxXM3aYWKnmpG8zfVtpjxLbiZ307aZvL+1xjgeJw8QkMU0cJWaJ44w7SZymfZY4T1wkLtN3lbmv0n6Vb+QqcZm4SJwnzvL9nOZ4km/qOO1Z/6flqN8r036/THI87P+kHCQ/zje2n+NeYjfjdhLbaY8SW2lv5riRWK++y9zfYe7rMPd1mPu0knu2nHu0nPZy7vFy7v1KjsP0r1R9GbeSZzTMvOW8Vyt5n4aJ1bxra3mO63lmG1VkznrGree+r2XeWmquVpG11qpc6q3m3VhNnY2MW03dtWp8am0k1vOereU93UytzYzfTG4jdTZSYzPPZyvPZ6tqp28za28lRtnrKPVHGTtK7a2svZnnv5X526mznZrbye0ktjNvK2tvZd1RrmM783cyZifzdzNuJ/md7HE7a42qSHsn3/lu9raX8XuZu5e6e3kX9zJ2L/m9vC+7GbubNXez/m5yu9W62ed+xu+n9n7W3s++9jN+XEXmjDN/nLHj5McZP84aBxl/kJ8BBxl/WEXGHKbOQeYc5jonWXsyzHPPOpP0T7LuYeIgP7MOU+cg7f0qqlq5tsMcJ6m53d4t261x2c9xvzUpe6122c1xp9Uqu+kbt0bloDMtB2kfVP2dUXu7c9jc7Uybe2nv5zjO8bA3LIfdejlc/LgcLuTYuSqHrfky6f20TLqNMln8QZks5Ni5LZPUmqTWtPejMl2cL9NOq0yzzlHvJ+UoNY4Wf6scpcZRJ8d2jq2rMuutl1nqzBbXyix1Zp0fllk7x9bvlFmu5SjXNM1xmnsxzfOa5jlOcy+muT9Huf6j3M+j3LOj6jz3YZr35SjXP8mc48w9SZxWkfmnGX+W+3mW+3yWGqeZd5qfFSd5NseJWWrM0jdL/jhrnWTsaeqfpP+4itQ4qaLqq8ZlvVnGHFfj86xnyZ1l7fM824t8I5c5v0r7VRV5l66yp/PERfZzmeOrPPdXmXuVGpdpn6X/LOuc5RpOU/s813qedc6zx4uMuch7cJF9X2TMRcacZ8/n1dzUuMz7cJn34zLv7lVVM/u5yrirjHmVGq/SfpWaO428G4lRo1e2ctzMcaPxcdmor5aNWo7l47JZy/dYz/eU38Vb+W28md/NW/XMqSK/v7erSN8osV3P/OYHZav5YXvU/LBsJ3aanbKb2Et7v7lQxomDtA+bi2WS4zRxlJg1PyqzxqdllrWO8jt/mnqTHCf5O2GatY6qyFqTHKfZ61HiMH8VHGZ/h5kzyfk0ezzIHg+qY8Yd5nrGqTPO+X7q7GfcOP3jjD1I7Ce3l5r7GbeXeXvJ7TXy/aZ/N/27Od/N+U5yO5m/k/OdPKvN5ofdWWrOMu44cZJ9nuZ4ljgvn5bjjD2pfVpOax+Ws8R57aNyXE9/46NyUv+oXKfGdd6D67xX13mO13k+1/n5cZ3neJ3fB9f5ef06P6dvEreJNzl/k98Pd8nd5Bm/zjN9neNNnv9N5t1k3k1+h7zOmNd5xq/zfG/Tf5v+28x5XY3Le3qbd+g2z/9NFXmP3iR/l98rd3kX7jLnLvu4y7i7fBt3eXfv8g7e5e+Hu82Mz57fpO9Ncrc53ub8NrnbKrfZLW+2ctzolTfZ25vR2+7dKPO2+uV2K+OrOaO3zZv8zXKTd/915r9O7dfVeebfZMxN1beZXOrcZO51cq8S18m/Srwe5f3dyL3ayneU88vkLjfzzWT8dcZf5Pwq7fPkLnK8zLiz7Ocs5+epf5H5lxl3Ncp3UtXO+UVyp2mfJI6ryPlx5p5k/Enys5wfpcZp5p3l/DzH0/SdVPNybWcZO0t+mrlHuQeznB9nzDT5SfqPUmeS9mHyB4nDjJmkb5px09SbJA7TPsiYca59P2P2Eru5r/tVX65hP7GX2E1+J33byY9SeysxSt92am6nxk7qjnLcSmymbyPj1qsx2c921tnI2K2qRq5/N3071Vo5P8j4cdqz9B9V+xm9HRzkOE7sJ/YSu1XN1FpP3c3sZStjNlNjI/1rVX+OG3nma9nfamKYeiu5hmHqryW3nhqr6VvN3LW0VzJmOflB+oa5j6tZe1j15xqWkxsklpJfzvlK+peqvsxdzrhB1l1KzV7y/fR3U2Mx70U3a/XS30++n7G9nC/lnVvMnheqfGr1UmsxuU7mLFRzc95Ou5N2J3MXklvI/MX0t6q/r1Ojlf5WNS7RSW4+685nXDv12snPpfZc3sNW1mnmXjTTbiY3l3lzGd9I7Wbm1pNv5FobuYZa5tdG+Vs/7XrG1VKnJF/SLlm3jHqD+VG3vV/9Pw4AAAAAAAAAAAAAAMD/PcPFWq38bfm7+3avVi9/X5q1tFcXSqN8ft+urS+UZvnH9/0bi7W5jH/f7tXm07pvr/dLq/zDV3P7pf0wd61b65Q/L39R1e81Gwvlb8pff28XCwAAAAAAAAAAAAAAAAAAAAAAAAAAADyvU2r3x0/mSnlX+543AwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwG+A/AI8MET8="
0
"EulMrtuIYEMSY+ClzweIxRRh/7JueTJmNI4TJPnwWKx5nI+tiY/Df6tor1wWRd0E"
1
1
1
1
3,000,618
JD
1,561,662,095
1,561,657,200
3
0
1
1
3
1
9,311
12,022
9
3
0
0
20
0
71
234
30.34188
104
30
0
10
7
118
0
0
6046828380445558806
3204128220297575102
11775928928695192857
"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"
0
"HQxFIv1caOesbdjRP6T0QOG9dwt84zHJG5xmPqKuInpJ3ndyajo3w3A863eZUT6G"
1
1
1
1
3,000,619
Mountain Explorer
My first level, just testing some things out
1,561,662,119
1,561,669,080
3
0
1
1
6
1
26,161
58,099
1
1
0
0
300
0
17
132
12.878788
36
4
0
1
2
38
0
0
10039832209759495614
8912157425764776703
17151349055408786630
"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"
0
"1GCjyDpnY/Kb2MnNvYcZtZ146e5P4hk/6EKDwfPMhF2WwbyNZpMcqneq4p8t3dhm"
1
1
1
1
3,000,620
La course à l'étoile
1,561,662,127
1,561,669,080
2
8
1
3
6
1
24,150
24,816
1
1
0
0
30
0
7
34
20.588235
13
2
0
0
3
15
0
0
9276357706331089215
5029940886735502169
5029940886735502169
"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"
0
"vcPLD+fwSyJcRX41TZ1sK3MshJl9R47vqUw+knmvL6Dj9w5ILL69jymm5NuWCEhh"
1
1
1
1