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mf_newspaces • Show schema
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{'Nk2': 3420, 'analytic_conductor': 6.827209372819473, 'char_conductor': 19, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 11, 'char_orbit_label': 'k', 'char_order': 3, 'char_parity': 1, 'char_values': [855, 3, [191, 172, 496], [3, 3, 1]], 'conrey_indexes': [406, 676], 'cusp_dim': 224, 'dim': 64, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 687228322647, 'hecke_orbit_dims': [2, 2, 2, 2, 4, 4, 6, 8, 10, 12, 12], 'label': '855.2.k', 'level': 855, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 19], 'level_radical': 285, 'mf_dim': 256, 'mf_new_dim': 64, 'num_forms': 11, 'prim_orbit_index': 3, 'relative_dim': 32, 'sturm_bound': 240, 'trace_bound': 5, 'trace_display': [2, 0, 0, 4], 'traces': [64, 2, 0, -30, 0, 0, 4, -12, 0, -4, 0, 0, -10, -6, 0, -26, 18, 0, -10, 0, 0, 6, -6, 0, -32, -36, 0, -24, -6, 0, 16, 4, 0, -2, 2, 0, -8, 26, 0, -18, 4, 0, -12, -4, 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0, 74, 10, 0, 36], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 316841
{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_indexes': [406, 676], 'label': '855.2.k', 'level': 855, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_indexes': [7, 49], 'sub_dim': 8, 'sub_label': '57.2.e', 'sub_level': 57, 'sub_mult': 4, 'weight': 2}
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id: 316843
{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_indexes': [406, 676], 'label': '855.2.k', 'level': 855, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_indexes': [11, 26], 'sub_dim': 16, 'sub_label': '95.2.e', 'sub_level': 95, 'sub_mult': 3, 'weight': 2}
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id: 316839
{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_indexes': [406, 676], 'label': '855.2.k', 'level': 855, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_indexes': [64, 163], 'sub_dim': 16, 'sub_label': '171.2.f', 'sub_level': 171, 'sub_mult': 2, 'weight': 2}
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id: 316840
{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_indexes': [406, 676], 'label': '855.2.k', 'level': 855, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_indexes': [106, 121], 'sub_dim': 24, 'sub_label': '285.2.i', 'sub_level': 285, 'sub_mult': 2, 'weight': 2}
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id: 316842
{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_indexes': [406, 676], 'label': '855.2.k', 'level': 855, 'sub_char_orbit_index': 11, 'sub_char_orbit_label': 'k', 'sub_conrey_indexes': [406, 676], 'sub_dim': 64, 'sub_label': '855.2.k', 'sub_level': 855, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 11, 'label': '855.2.k', 'level': 855, 'portrait': 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9en7rWYX2py9LTPsdOG4/OalCFTrZRTbcVgMCKNE4SQBLU652zy2bVxRC0EYwTzq4bztxjqYcp82+f4giJQ4PswGkj27EjojWICT+IrzfGFgNNtn3pg2LNtwOKyhzZQDyU7N8Wct7VDoz5CCIhiSbvf4MxKyGxTkiYhx8/4HD0tODaXMNeO8Osjrji/x4+/UjMaznDkVItnzijmFlJOL8WcWDQcXDRcedEiv/GWZbZOT3H09AxnlurML/ssrgqW2/Y4LndSFtqahZ40m3eeo1/1nRfe+ws/uPeXa63dhzDpMSEnnmtofNPbtz3A3/HeT5LE8c6JDRvfeezY3Bu21j/M93/nAr3eJhZXWyyt1llqhyyueix3yE/O4mrKmTYcWRBs3rjCr//wMtddWOeZuVmOzzWZW/I4vWg4s5RwYiHlxErKpg09vuv6PhdsUzTDEF/WWFwNWVhWLKzCYARxYvCUoVFLmZ5ISAwcPwN1P6IWengypVWHziCkWR8hgEaoWW6HrHQlzbpguSNY6qY0QoMBmjXF6lAwXR/hSUW9HhF4kmOnfRLtMdsSNEOBUpAkgv5QsLBqL6bFTozvD6k1Es7fMeJV18VsmWpyemGKZ84EnF6EuaWE+eWE4wtwZNlwzaWL/N9vXWbL9BTHTs/YVSIHt2alE7PSSVjuGha7ghMdSb/T5W1vHfDLP34TCef+Xbe9+gvK857ZuvuNzzVEnvX2bavB5+YWmJhoTB06eupf/tGffeaaR297+A0PPLHAls2Ki86H6y9oEyeKJJWkWpKmYIyH0QpjAANCpEhhOLI4zW9+UPJrb13gql0xU80ZJhoTNGshkw2f6ZZky4rk+MIUH72tgQpGXHzukHO2pnR7A87ZmPDKF6eMYg+B5ssPhSz3QhrpiJOLina3xuYdIUt9OLMAF54jOTRn2LvdZ6oRcXJFsWUqIdWSxW6dxa5my0zMclsx0VCcv63PkVMhF52bcHLBsNqps2dHyjlbIo4vpky0RrS7Mbc/XAMkUax50eUDrjvHsNTzuWBbxIXnSAJRZzDcwENPhcwvSxaWUxZXE04taY4sCLrJkGsvXuVX39xj08QMR09OMb9SY3HVZ6ktWOloVrsx7V5Ku29Y7QvmB4qVXsyNl67w/Tcs0Z37JCuDPW/AO9ds3vW6B4bDwbvTuL/anNjwXENm3du3JYN//otfoV4Lw8Wl1T/8xgP7f+TBfcfU0dMdOmnIXE9z9Xln+P2fnufy8xvMLU2z3G6y3K6x3PFZbnusdGGlnVoW6iQsduD4sqA5OeB5F67yxheP2LOtTq8/ycmFBgsrPkttyUrHsLiqmV/V9IYp3UgzHCVsmhpx0bkaYwSBZzhwMiRJ6+zaLNmzM2V6asj8SsQTR5pcuRumJla469FpNk1FTDUFS12fPTsioijh/kOTRHHK3q2alb5gpjVkw6THXftiphoNLt+d8sSxmPlln9lWyJ4dhnO3RmgiDp5U+L4BY7j4vJgNE4L+IKQ/DOgNPM4seyyuClY6KSudlMV2yjNLgnacsPucDm+4YYVr9iim6pOcnJ9gcTVkse2x3LbMvdqNWe2mrHYNSz2Y60nm2inX7ZnjP/30Int3tFhqT9DueIzSTYhgdzq54ZI/D2pTP5smo9FlV774uYbOmtu3FcAX5ufxPM//3Oc+609Nz/7hV++494eeePqEN4gEvUjSHgjO9CXz3YTn7Z7j935qiavObzC3PM1yu8FKJ2S5E7DS8VjpCtqdlJVuwmo3YaVjOLkqONPTTE70ue7CDj/w0oQLt9foD5ssrNRZ7gR0epJOX9AbFJIkSgRag+8Z6jXYOqvZvnEIasSTzyQ8fiigpuq89OoYP2jz4JMttm5UPPh0yo6Niv4oZaKesrCiuWKvYGFF06z5DIaCHVsSHniyxvaN8MDBEYGoc+OVENT67DuS8tTROpKAbbOKbTNQr4HvCVItiBOIExgMoTfUdPuaTl+z3IP5tqETp+w5r8v3f+cq1+3VTNcbLLcnOL3YYKkdsNxWrHRhtZOy2k1o91JWe4ZlB+4zbc11F57hP/3UPJecW2dxdZLVTpNOP6Td81jtCGS4Izl/zzV/eeLUws++4pZXxkmSxBs2fvtULX7bAHx1ZYXJqSnv2JHDv/Hl22/7kacPHN64vNoP+8OU3sDQHRi6Q1gdCOYHkrluzDXnzfP7P7vEVbtD5nOQ11jtBqx2PVa7gtWusUtuN2G1l7LSgzNtWB4ZhBryPTe0uWRnwnV7DVPNGu1ejSTxSVJFnEhSLQCDNobQT5ho9Xn4kGQ4irntgRYirrF7e8ANV/aI9Apf/MYMV+wOWOh2OHG6yfMuinnqmEdsDEdOGX7mtUMOn9TEusVTz2iu3Ss4Nt9naWWKK/bEfOmBAfGoyYsu89m9M8KIDl94UDAaCh49GNKq+zQ8YWUYoDVEqSFODSMN7b5manLI1RcNuOycIa99UYqiQbfXZH6lwXLHHpuVjqTdNaz2Ejo9C+52z7DUl5zpSRY6Cc+/8Az/+V8scNHOGour07S7ddq9Gt2+T6fv0elLOj1JpIPRlq27Fr7zO2/68/PPP//X26urydT09HMNKeDbBOCf/+R/5+TxR2rPf8kP/btDh4782sOPPCr6g5RhpBkMU/pDTW+o6Q0MnSG0B4KFgWSul3Ddnnl+76cWuOL8gNX2FEurTVa7Ndq9gNWeR7uraPcEnb6m00vo9lO6A027b1juC1YGhl6UcNH5QybrCTpJeO0NA67cnTKKFZ40jGLDJ+5s8PTJJlunNcdOBXjU2btdccUeQ63R494n+5xZaHH1njozM6vc/lDA83YFLPa6DPpNpjcYHtoveevNQx7Yb9g0E9IbdVlZneKyPX2+8hBsnpjg6ot6zK2ucs9j0zT8JldeAHvOGaK8HofmNJtnIo6divnkXSGDWCElRLHhqj0jvvvFI+LYY6oOl50n6A0adHp1Vrshqz2fdk/R6UnaPej0U7q9lE4/pdPXtAew3BOc7klW+iNesGee3/6pFS7fVWNpdYJ2r0GnF9LpB3QHHt2+pDuQ9AaC/lATxXDZ5VeYc87d9Ru7zjv3w7vPP/cQMHyui7iec4Dfc/s7aTWDxtyZ/i8uLHZ+Y2GxxyCSDEaCwdAwGKX0h9ndWKAPoTMULAwUpzuaay5Y4ge+c5HX35AyUWuysDLBSqdOuxfS7vl0+opOX9LtQ29g7O8aaPs4MvRH9qLpR4Yo1QSBwXPht68glAajJaHvsWFCsWOT5LxthnO3DkhFh1vvUTx1aIKXXx3woqtXeM+nUqaCGV7xwj53PBozWZtk29YeX32gzvfckHLbwym7NoQ0J7rc9XDIdz3fp9U6w3s+McNLLq3zsus6PHp8yOfv9jFJg3M3B+zaKtixWbNhKiIMYrRJ8b0UpWzZSOBBLRDEsUd/GNDpe/SHHr2hojeQ9AbQGxp6A02vn9Ib2Au9M7Cr4kJPcKZtmJjo8MYbF/iBl4649Lw6iyst2r063X5Id+DTHXj0+pLe0IF7ZBiONINhwmCU4gct/ZpXvyK+6MILrut2e49dc9XF/+8F+OP3/CeCwK91e4N/t7i4+quLSyM5GPn0h5L+SFRAPhim9EeawVDTH2q6Q+iOBMtDyXwHonTAW195hu99YZ9r9nikaYvldpOVrl1SuwOP3kDRG0r6Q8FgCMORYRhrRpEhTjRJYkg1pBowIJXA9wQ1H1oNyWRLsHVWs2PzgKnJNl951HDbvQGBnOSaPQFXXdThgcM9Hts/xcuu9gkby3z6zhqvuj5kemqRW++Y5qXXCD52T8SWeoPvelGHW+82NNQUL712yAOHujz29CTX7K5x9UVDgnCJz9+vuOPhBjONkJ2zHltmBZNNSasBtQB836CkPZ5pKkg0xIkgjgWj2DAcwSAyDIfakYWmP7Ik0R3CfE+y0IVYDLnhomVe86IOb70lZRRNsLjapNOv0e3bINbeZXEMR4bBUDMcpQzcatvuJSi/qadnN/3mxOTk745Go+F7/+vbnjOMPac2YS3QXpJ0fjUdLfyiNCPZrNcQwjKSEBIhbBOOEAohBFKmKAFKglQGzzP4SlP3BAv9Bh/4wk6+cG+bV12zwvfcsMoV5/eYnWqw1G7QHYT0Bz79kcdgpBiOFKNIMIolcQJJqkhT0MZe9VKC70HoG5p1zfREzI5NfRLT4+mTMR+7O+CJQxPM1Otcc6HHjc/rcOfjbb749UmuvzBk0+yAz9xn0GmdmYmIpc7IXjTAlqkeK4shStR44ZXLfP6uGs/M1Xn19X2SdIkvP7SBOK1x7cWbec0L2uza1uauxzweeaaOORKyY1Yy0xQ0aoIwEHhKOJAbtLG6PEntRRvFhpG7iIcR9CO7+q2MBCtdkN6Qqy5a5Y03trn56pgNE3WWVqdZ7dbpDwO6gwzcisFQ0hta4ukPjZWQo4ThSFsWHxkSrVhc7MnlHv/umqs3nPN7v/ZjD/7R7/3cuzzvuYHa//G/atp/zNzCZsIgelt/9YlXRYMTN0jioBaGGJNg3KIihAW5FCCFQObPQSmBUim+gkBB6GnqnmFiqFjszPDnX2jx5Ue6XH9pmx95xSoX72yzYapGnNQYjEK6g4DB0GMUK5JEEqcSrQXaCAtuYQjDlGaYEAYxUg2Zb4/45L2SY3MBh5+ZxsQ19u7wufg8xfMu6iD8eR46MME5szUuO98wO73KUrvG9lkFUvPpe0JCJPXQ8N0vGPCBT6ecXgjZuEmx2B2x71DI9o3TXHPBAnc80ubrj08yHAVcdN4sV5/X5/LzOhw4tcqxM4av72tw+HiDUEhCT9IMoVZicmMg1YYkhSiFKBH0RoLOUNCOINYJQg25YneHH72lw/WXaHZu8ukPZphfbljGHgb0B1biDEa2Nt2uqFjmHqUMo9SCO9IMR4ZBZBhEkBjFynI/vOfhIz/+m+/65OrERFO9888+9879J3v84b9/wz9dgP/eez8KE99Lo/vun9ODx3+TaK4VKIEJAwQSnDMgMAihkMIghbLAVgKlFJ6SeF6KpwS+pwk8TehDLTDUg5SpmqQz8lleneEjX5vkzscHTDUHvOXmNrs3r5LEHnt2GC7apRiOrFuSaokx9sJSMiUMEg6ehCPzgkGi+asvNljtTTHsB8zWFdtmPM7d6nH+dsFlF7RJ5RL//ZMteu1Jrr/YY/fOLo8cSem0a+zcDc16QieqEQYSjCHwfVaHcOKM5MLzQi7ZPWT/0xGPHaxz/WUz/PNXL/Knn+5y7/4WvYHHUrvF+dtrXLpjwIsu7vLdL+jSHizxwS/W6ccBz5zxefRIQOBZIgDQWKmVaE0SwdbNEZdc1EenMbu3jvhnN42YbHhsmQ6I4jonztToDwKsRPQcqBWDkXR3GEbGyjoH7pED9jCy4B7GMIgEg1gw1B77T6zy6IfumLp099bfuulF56d/+O+Dd42W3k84+9Z/egD/7fd9gRfffLP6+d/+m3/e4q7ff9OLHgkvPDekN2ggpUEKQBiEMAiBA7eHlKCkRClhwa0EnqfwPInvpQR+ShAZwpGm5huasWaiBjN16513Bi2Ot1u8/f2zkMZIEi67sM9F50SMIoHRKcZYWSSlQEpJEAY8dijg4PEa9cCn6Uk2NAW7t0k2zXhs2yg5d6vmwnNXiFnijz7R4vixSa7b63PBTo30Otz2QMh0w2d2CqYnhjTrNRTWv+4MApZ6mqW2YbXb5OZr2jzydMShkx6zkzWuvWSKf/6aZf7o4/DAwSa9oWG15zG3NMHW2TobZ0ZsmxzwK/9sQKPW4alnNI8eVoShQSqNFE5nGYPREEWCi85JuGpvijAecRyAmWYYhZxe8OmPfAYjj+FIMYwsYw8jwXAkGUSC4QiGkWYUaUYj+ziMtNX4UQZwGMaCfizoRoJ2LOkkmmQwZLDyQOulFz3z+7/bvjye7/3wn3RO19OJrW/6pwPw/+dPP8vlu2b9T/7tR3/0gceP/rc77170H3ligrf/TIe9OzRK1pHSglsKg5QGJX2UMnjKw1PGAlrZJEfg2/vIF4wiSehrRkFKPTJWcybW2puKNVECo1gwTCSjNCROahw80uLxA4bUgHaGshJW7vhKEHrQCuHiTdCqw1RTMt1SzE55bJyGc7eO2LZxlZFZ5l0fm+TQ4SmuPt9j13bJ7p0r3HdoxDNz07xor2R6QhN4A2rSRxmsr64BPWS5U+PUgsf1l9W55PwOj+4P2TApadRaXLk35Wdfv8K7Pq55/GSLdk/T7igWVjw2TLWYmawz1UqYaCRMNyJeeV1M6Mf4KkEpjZT2exkj0FoSJYrlZUWSeESJIooVo9g9RtLeY2mbQ2LBKBIMIxhFxgLbMfYoNkSxZhgZRrFj9RgGsaAfCbqxYDUWdOMUhn2uOGeFt//MAjddcjJcPhP8N+V/WMfhFX+2ePyj8YZzvvcfP8D/6M8/y+bZlnff40d/4pHHDv3BffuO+qI1ya33CKQU/NbPrHLx9hRPaaTQNpCU2t5VBnKF5yl8z+BHksArATxQRO7kxLEhSjRRrIkTG2Rl2b4kNW7JNmhtg8ksWSJc4OpJa7eFPoShpFGTNGuKyZZkegI2Taecu7XPRGuFj9wRc9fjM6wuTnDZOYrztnlcsHOEUKv87Vcm2NRQzExKNkyNuOMxyckzigu3QpwKzt+U8uIrRuw/OMVSW7DcbvGm7+hw//4hh09JmjVJ4E9y6W74jz+8yB1PDPjk7RtY7MK5m1JWOh5TLcVkK6RVD2jW69RCTS1I8T1tCUEauyJilZ/WdvVItSRJBEkqiRNBlAjiWBLFglFi2T5KYBTZADWKNVGkGSU2ULWvGYaxA3gG7ljSiQXtGAajBKIel5+zwm//9DLf9XxNpzNJb3DQJ2i8O2jWlAp3/snckU8mW3a99h83wOM4EQeOnvkX9z104Hf2PX7Un655rMYwqre49R7JIFK87oYOP3RLl8lWghrUUUqjPAt630vxPQ8/8gg8SeArRr4FdBQIe2JiQRQrogTiuLD8klSTpCYHd5oajGNtYyywAZQUKCnwPEHgCcJAUg8ljbpgomGYaqVsnIrYNNMFucJff1Xxgc/PsqFW4/JzBeds9Tlnq+bcLat85kHN8kqdK3dKpiYk0xMRR+dt5k8pSFNJq67Ytjnh649qVjuauaWQS3c3eMlVbb58T8h0E8IwQKlJLtsNP/GKeXw5z8fumObJkzW2dGI2TCZMNhWtuqRRV9RDjzDwCH3r4XsStyq6E2HsRa2NIE0h0YI0sRdckloSyAgiTjRxrB1ZGOLYrohR4lbIGIZuZRzEgl4s6CSCbmyIRiMm/S5vef0i33tDn++4UtDtthhGNZI0YLhy0Pcj7/cbU/hSBe8ij7z+EQL8j/7sVrTWv3D/Q/t/44mnjjebocJLDQZBR/gMRYsvPqC45/Eai90l3vamPrOTMb1Bnb6q4asUP/bxPZ/ASwl8jyDWhIEkihRRIogc++RslAiSRNmTlhpr/WlDqk3B2iXmFgJrsynsyhBAPYBGTdNq2ME+G6eGbJ5d4e79Ee/7TJODxyc5Z9Jn9xbBjs0BOzYLLtjRQ/grfOmBaaZDxeykZKppmGoNmGhpAt/anlrDKPJY7cZ0+intnmJh1afbb3Hz1Wf47D19Dp5uUQ9jPBUgxCS7t0t+6KYlrr94jvd+epL7Hp9me1eyeSJmoiFo1uwFGYaS0Jf4nrMOlUCK4kI2xkkWU/j9aapJXao/yYkhA7oFtF0FDSMH6lFi9fYgEXRiQTeBYZSgh0Mmah3e9qYl/s0P9KkHIe1eneEoJIoDRpEN6gfLR5pxIn5rauPV6sSBT7xjx57v+ccH8NVOl8D3/+W7/+Rjv3H02DOTjUCQGoOUzuoTgq7w6Msmncjjv3zY5/6nVnnzy7rccl2XmcmY3qBGEAcEfkAY+Iwijyi23S9RoIgSSZxI4tg9pg7gqWOpVJBqcgvQGGGxbWwQK6STJsoWUgW+phZoGrWEZi1hsjVi00yXzqDHf/5bj9semqXbabJ7g+CcTYLtGy24z9s6pNVY5gNfCjh5usklWwXTLcX0RIo2I7oDgSct2LSxLD7ZSJAqYaXns9qBM8t19p5T54duXuWvvxRwfN7H92KU9DGmRZwqLtu5zK+/tcOXH+nx3k9s4PSJBlsnYbqe0gxT6mERn/iexFMucHb5BPvViwvdXvigU03iVjgLdEsOSQpRYgEeJYJR6lg7gV4iLbBjTRqNmKx1eeVNK/zgy3rceIVGigbL7RqjOCSKfXuPPOLUks9oeW4y0QduvuJFj7/jri/+N15887/6xwPw3/ydP+A/v/0/ysaGi65+eN+hyZpvMEYQa+vVKgFKGHwh8KWgJ2t0Io9b7wm548EmL7+mzQ+8vM+Nz4uYaoVEUcgwChj5PlHsESe+kySKJFEO3JIkFSSJJE0zvSmc3hboMea2frpGKfCVxvethm3WYpr1iFZjgFJdvrbP8NG7Jrj9gQ1saSou3QpbZiRbNgRs2yTZvjFi944VHjg45BN3bGI2UMxOSCaako3TQ54+YbjjwRBp7MWUpgKB4qVXx9zxaMTCao1OL2VxxWP7xhavf3GPhw+1efTJDTSCBKUE4KPTBqORYvvmkB+8cYWtU3N87K46X39kmpOdGjOhYKJmaAaaWgCBl+IplzNw37ectzaZZNHWM88YPXHATlKItSWMOIVRYhm7nwh6CQxijU4iZoMeL33xKj/48jY3XZPQ8AKiyNatRLHPKPaJY8+dN3uukkQRp9AdzL1i+bOX//bS8Nxf+8Kn/ji95TU/8+0NcDdNqra4uHTuO9/1vjc/tf+pn+h3ejRrVuepFJQ0eTbSk+CnEEpBV/oMEo/lJOSjd9a57eE+z7+4y9ve2OOK3RHTEx6pDhgMA3fQLMiTVFlWSCSpVqSJINHWOdBGoHVReWdycFunxlMaX2kCP6VRj6mHIzw1YpgM2XdM84efmuKhg9N4acjeWcPmKcOGKcWmmYAts5JtG2N2betyZrXDX3yxiYlrbN0kmGx5TDYNE42IQZqijSKQAiEdg2uF8hSJ1nSHmk4/ZbXrcXqxzsUTLd5y8yq/O1/n8HwDz4uttDEeia4xiiXdfsCLL+7ywovbPHrkGf7wkxPsP95iYblOKCV1X9AKDTXPdh/5ytqwUo6fL/KAW2tInMtj5R1EqSDSFtjDFPqxYRQleCZiw2SPK/d0+TdvWuWaCxNaDY9o1KLTD4kinyjJyMiBO5Y5wONUkiSSURT5prv0y2FdJQM2/87H//Y9w9e96ae+fQH+9IEDNJuNi5566uA9KytLfhz1RbOu7DKXgkocg0uDSizAvQR8aagpQV8Jel7I0PdZjup87n47APO7XtDm9TcNuOy8HudsGDDZ9IgS33XIe4wiyw6JlqSpcsCWaI3NjGZhjAN34GvLcF6K78X4KuL0SsKBU5o7H/N4+MgE33h8iiSus3XCsKllmJkQzE4qZqd8Ns1Itm5I2L5xwPTUMn/7Wbh73xRXbhdMTwgmmpJWQ9NqjOimEYGv8BIrFYyxDgYjSX+Y0nEFUO2eYbnjMb88wQ2X9PiuFyzzp58KaS5JlIgtILVHnASMYkl/6LNhqsZ1e7u85209vvFkh4eP+NzzaItnlmvsX6wTKkldWXkUeIbQNygckbvDkjF5aqyci7Vl7iiFQWSlSmwSTBLTCobs3TrgkvP6fO/Lerzi+phW4DMctei2A6IkIEo84hzYijjxLKgduKPEujjZ88FoIGRv+ddqDZn64ezv/9UH3tv/Z2/5yW8/gM/NzbF58+banXfe9b1f/OIX/WjUl/WaTxRrZ8MZYilQKXiJseBOjdW/CQQphMpQT91SqEJGgU87qfPXX53gCw8N2Dk74NUv7rJlOuG8LSOuu6iPQDE7I/GUJE09tJYYIx1zZ+tyljzSGGGbAgYjjfQSvv6kx6HTks/d2+DAqRarq3UC4Vu2ntFMNqwPPtXymJ3ymJ0SbJ5J2LphwLZNK9z9uJUm2yc9NrRgoukx0RBMNhOkjHjimKLdV+xouuG2BkaxZPOs4KJzR3xtwdAeGLoDy+KLqyFzS1O88cXzPH50ifse24ivDIgYYyBJrUQbRorB0KPdC5huNfmOK3q87Oo+SzcvcPAUfPa+GodOhdy/v4HwPRaGHsMlhRQSIYTT5MKB3DiQG1KjMal1sWYmRkyKmGsuGXDe5iHbZmJe86KILTOCmQnFYDjJ8qpPnFqiyYBtwawKxnZ3a01ae9KaAhbsg26P/sj79Rff8Hx5zXUv+N1bvut1w42bNn97AbxeC72jRw7/h2PHjvz/BoOeDAOfONGAtImbJEvgGGvLOUa3S6iVKkECQWqoK0FTC4apYOj5jHyf9rDOo8cSHjk6i9AxOzcNuXrXgMlmyo3PH7JtNiaNE4x2J84U0gSnQaUyRBq+8Widxw83CGqSBw81OLVUp+Z5TASSc2cMUzXNRM3QqksmGpLJlsfUhMfsJGycTtg8M2Tn5g4pK3zgtimWlia4fKdmsmV7LFsNzUQjxpiYex8PWFr2uWDGZheNgdFIsmlK8oJLB3ztodTWVfcTOj3FStfnzFKTS3cPeOvL2tz7ZJ0jSxMooYHY1Zj4LkEj6I8kvYHPai9kotFiemLIdXsG3HDpkNNLQx470qFWT3nssMe9j4akRiKkIK/Tzm1EA0aD1qSJYcuGhBufP2S6rrlil2bHRkGSemjdYBT7LK5YUNvGECcVE8/W9mRa20kRq+Mdc2ePOcht7UpvtSMPHjr0y7Mbt3gzM7P/EUi+bQB+11138JnPfibo9bpvPnjgYOApiVO8ljmdcyKda5HJFE+68s7U4KeGWFkmjzXUUkMjFcTaasFRIIhSn0j7xNpwsj3B8Xs1UqV87qGYhpegjbYnyRj3190ZFNLepUQLRbvnk0QeoSdp1QwXzEIzMLSChHoIzZqgUVO06oqJhpcnemanEjZND9myoUuiV/j9D9d56MAs52wwTDWFA7egWU9p1iKajSG1eh3fBXrCyYJUC6LEZzAYsjrUTIe2Vrs70LS7ipVGwPG5Sa46f8Qv/cAZfu/DHs+s1kGkaJOgNcSp55Z4n/5Q0Rt69AY+7W5Ivdag7oLll14R4QcR1+1JedNLhnkiTQjtbNIi+s7IIdXWapxqKZQMGA49Flc9V3FpwZw4UCepdD87QKcFW2dBf1Jyt5JUEqfkIE9SSBIbAzz66CNBvz94c7PVfPvX77ozedGLb3juAf7www8ghQg3bdr4h08++fg5oPGUdHUl9gBK6dg7tXfPRerWyjN4yn5RX2cRvLG2lTb2oLgoP9Y2gEw0RKEkbUoS7REnIYuRzYAbU+QNhLDlqZ6w5aS+C2y3NA31aUPoaWpOm9Z8QT2090aoaNQ9Wg3FRFMw3dJMtxI2TI3YNNNj++Yl/uTTmo/dvonNkx4bWprJhr0YmnUswOsRp5c1B06G1ANhky5klX6C4chjz7aELbMjur3Qdi0NUjp9xWrPo9WuMdGY4ge+Y54DJ+b4s0/tcJahRuvEedYeoyirH5H0h4pGzaMe+tQDWzQWBCmBnxD6KbUgxRMpSqY2aywMQuqKT56tfmkqWVy2Ewu0zh6FA7kk0RLtQJymBbgtiEUJ4O6c5QDPQC1ytybJLN1Uc/TokXNuvPGlfxjW6j99//33j6699trnDuDLK8tMT0037rzjy+96/LGHftikkfB9G9yJVLjyVps4UNKQSI2UglQalNKkzlnxMqvK+dZZqWc6ZmHlP2f2lsvMGZOBu/r5svJaKYxbMaznHUiD77m6Fg9CX1ILBLXQJkzqNY9mXTDRgMlmylQrYXoiYuN0j20bl3nk8JC//Mp2mrWQLROayYag2VA06oJm3fno9REPHRU8sL/Grmn794WjcG2gP/K49iLD3h1DvvHoJP0IBsOU3kDT6UlWGz4LK3Vq4RTff+MS9z2xwGNHtmAvWU2qUxJtXDLG1pMMRpJGTVAPFfVQE/q+A7jG9zS+stlhpTTKkU7O5KXjliWEbFJI5G6Udql+O6bDWbGpdM6LcA0X9r38ZwfeLCeRAds+L6xJm6+AXn/o3Xf//T987bXX6Ze97GU/t7qy2p+annqOAL50hm57+f86fvTAj60uzxEGXm45Wc9XkroDqbVBSoGSmlTZL58qg6cNaWrcwSq+aBnU2mUh01IdSZ6syCzAMrjdCbMViU4aCVDKZi0916kTeBD4gtBXhIGgFihqNUmzJmg1DBONlMlmwlQrYnaqz9bZFR4+3OffvHczJ05PccGsZqoBrbqkWVc0a9CopTRqCb4/YhAZPOkRKnLNm0mUOJGkqU8rSBimmt5I2va5odXk7a6iHobUghbnbon5z/9ilV96r+CRA5vBSFKdkqaaJImJYs0o8hiOJMORpB5CGEhqgSEIFIFnCDwLcs8zOcCVtMVthVQpgRzA5Q9MBnAj8pqWoraFHOT2ucitxpywygDPVm5tH1N3/rNsszGGY8dPikbzqR/btWv3oSiOfut/BaP/0wC/545b6a6c3HHkyIFr2ysnaNRl7qtmwFTSnkyZPxoHbo1WGaANqTJ5wsF+UVFk2UperXGsbVwticmeV7FdAFzaZgklbUbPkzbxYdlbuspE6cAgrUSpGZo1TauRMtGImWxGzEwO2Dy7yoMH+/zy/5jl0IkZdk0bphs4za1o1iXNuqERprTqEe1+wsfvqmNSj0DZi1uIwnuOE4kSHq+9ocsdj0d0hjXXApbSHyi6A0mj51EPQsJggt1bEn7nny/xK38qeXD/Juv569TaeknqxltIRrFiOLLfKQwFoS8IfeO+rw3qPWVQyslGAcLVrAiqQC+YPEvxU2Jzay3mgM9X3DLQ3c/ZexlzrwNsnRpS435OBQcOHePjn/rstZdcdOGOD3/kEye+743/c+n8/ymAdzpLtFoz25987M53DrpnXq+TNvUwIEkd06aiAHpqi5lSDYl0wFWSVGv3ZQpwm1LNiK482t+X2VmFQ2IKtqFIR2eZSlECuJJFfYbv2VS270sLgEBQC+2ItXqoadVTmg7c060BG6fbFtzvm2HfkY3smpVsaKZM1m3hVLOuaJTYu1GPMCJibnkCKew2J7KSRbSMpo3PlmmDpxN6ibAdMSPbDN3tS+qhohb4BH4Nz5vksnMTfucnzvDL74MH9m8kNYo41SSlupEo0oxCRS2QBJH9foEv3UWdFWJZgGfBvlwD8vJnHQM6rjIxM12MKK26GeCpnP+09DwDdFoCdgFy8jqZzsIqiNOvv/yyy9I3veG1P39mfunk5k2z/4cAvnyC0WDlwmF/4Y3JaJ5m3SNNbdo71QItS19KCffFrETIDkDqEjE6HQN1dncsnQHdlJmbctGUqZwRketu4YwTUVQLKonnZQAXBL4tja2FhnqoqYcpjVpKs54w0Rgx2bTgfuDAkH/3J9M8dnQjO6cVG5uaybqg2ZA0aopGXdKs2d/RqCWEXsQ3nobTSwHNwNbfCGGtuXy515L+0GPrjOCyC3rc83iL/ihrB9Mu6FTUAkXgB05DT3HpuSm/+5Nn+KX3GB7Yv4nEOCZPDXFq69+j2BAFkiCQrjZF5iuW5zmZJslBngE8K8zKj6YoSb9MFmLdluycpEY4oJMDW5d/zmVnBuriPJdBXn7PrtyKYyfmOXFy4Y1PPnX4XZ1O7+T/EQY/dewewpravnjmsd+ZP3EPtcCQak2SCjzX1Z3K4ssmGgt4A2psKdMatBJVcLvneVlrBnDs0c0ZpeAYxzol9nY+r5K25lwp8nJY2zQBgW9s3XdgC6zqYUq9ZmtRWvURreaA2ckODx4Y8m/+eJYnj29i25THpoZmsg7Nuq3iK9hb06il1MOYwB+x75DHwkKd8zdT1IK4a1I7J2Uw8rhgp+Cy3X1uf0TTj6TtTnfTA3oDWx0Y+B6+F+CpBlJqLt25wn/5mTP86z80PPDUJmLtsSHVFuAxRKGt3Q5DbQHuVitbgCXc3dWpyELKiQzsDtzjt4xUMqBnsnE85a+Ni5UqsVOJqfPnpbiqBPKstHkUwWe+dDdG+r9zxaV73vj5L3/j5Ctuuv5/H8AXT97FX7zzhbz2h/58W3vp6DUmXaJWC4kTjUwEqRLIVJDKQpspbUhz5jboEotnV7t1RTJ2o8LYNt1eMDemZAW6M1FeVqWwml/m7G2dE0+B54GvDIFn8H1DLdCEvgV3LUxo5IVWfWYmuzx4YMT/9d9nefIZawdubNgEULPmSlRryrouoXYNBwm1IEaqEb3IRyoPXxmUwrF4AZA084QTn2YQAwndKLStYpFmGKX0h5IwUC5Q9PE9jVK2xW/vdsN//Rdn+Nfv1tz/1Gbi1HcNxoYoNYx8Qy0paXBf4yt7kWetf0pKpCqOUwby8vHM0/pjwXwhV0rSUWe19hmIM7Bb4JrS87M9ZiBPUrs6nJpb5atff+yauYXOtl9+25tPfvpL9/HdL7/ufw/A49EKb/1XX54adE99KOofC8LAQyYaiS1/TVLLmplLUom0y0tXWg4aM31NBdxlrV3OSubM7TI52cnI7msSSm4Z9pTB9x3AfU3ga8IgpR6k1IKEei2mURsx2Row2epw3/6En3vXJvY/s5FNLZ+Ndc1kzdByzN2oKRo1Rb1m7D3U1MOEei3i6JzmL77YIqzZOpvMqcg+tjGFxdbtB/zQLW3+8it95hdrDLI2sJFmEKSEQ1mUv3p+yd4zXLgD/uBfLfAL/y3l609sYpDU2JgKolTT8GEUG2qBIfSyElq7gnmedgAXtpnbrXQZOVg5lYFcgDBgCkrPCKYsG3Ue+JvSCrx2Zc4eCzyYQsqYQqsn2pbtGunx2P5ngiuvuPhvnzm18LodWzc8WobBPyjA++1HRJok148G7U1SajxPWwYVxo51kLIILKRxDC6KACRjaDW+pFVBnS99JabAsNYtgUpgJF0XixRlcLt6F0/bljdPO4DbxEctSKiFEfVaxFSrzzDu8dn74O1/tYX9z2xgQ8uz4K4X4K7XFLWacokhG5jWgoQwSAiDCE1Cf1RnMhB40lhmzEPg7GK2nnKceLSaCk+MGCbadqS7Rt5wpBkGmoGvCHxJ4Ck85aFU4C4aw+6tgt/9qVX+y4dS7nhiAye7LYapYtI3tAJNlBpCzxAmhsDLLFJT0uGiYHApShKPivQbvxWEU3K08nipAH259rw456ak2U1Fv6d5ko+S1Wi4674nd1171d4/n19sP5+/Rxr/WwZ4d+UAWkevOn3oQ38SDeemlLSbI9mDIK3nnCVr5JhfmkkQF5xk+jvrLjG5/ZQdMFEBeIW5SwDPT4IDtS2DzRjcuH5OV+/ifODAs+AOHSBrQUSjNmLDVI+F9oDf/csGf/6lTURmkk0txca6ZqpumMhT+LZXsxHaGSf10I6rqIX2QvG9Ebc96JNq37KldBahLL5H0TomiVOFFD43P6/LH39qA93YZ9KxeC2y06gyBveVcgzu2FUYjBZcfI7kvb/U5oO3Dfjt92/m9PI0vQmP6VQxkWjqviGMjfPDbQxi+zZFyU0RpZIKUVoVxfqaPAs4HdrLsVEhVUp156YK8DwwzUjOJfDSlPwxy1obBPv2H+cdf3Lrll/+ue99xcOPH/r0VZfu/ocFeG/1IMbon4uHq9vsAdZ29RImZ3ClzRi4ZclGcl01uhx5i5IUMetaUuPMXWbtrPy1qHcpF3S5k+hp19up8zEToZ8Q5OAeUK/1ue1Bzd9+bYIP3bYJLSbY1BJsqDlZUoNGTThQS2qhoubYuxbofCUI/RgvGPLF+6fQqU+oijqcXNcWNU32BKYKJT1uuabPez4W0U8Cy+KxyTvaByNttbNnZ8MoRc7g9vgIpiclP3pLh7p3mr/7Wp/bHtrAmaROP1BMJpqG75hcQeAZF5eYnMWzC0dJUUr+uNjBacFKtrPEOhmLZ8w+7noVLF4k6arBaAF2K1+drZwFnK6Qf3Gpve2Jp4//nJLy0/+gDN5dfhIhvR8/dfCvn5/GSygpMEY7zSucJDBjwLbLTZHqLQWSeVCZsbioMoAR6wK7AvAM2BgX/bvMnDJ5lq4CbmVrMgI/JQgiQj+iVR8Q1AZ88Aseb//zjRxdmcH3a2yuw2yomahpm50M7Zi0es2Cu+7YuxYYF6DaFaEeRix3NP0kQHmKQOrcpahocMhT30miGMUBoTdgarJPe9RkGEtGUcowMASRrV231qYqgkNhN9PC1Y9oLZhqSX7gpi4vvXaR3/mzEe///EaW4xaD0KcZC1q+bYIIlchB7kuX+CmtfHmgLkrHusTi65B5weiV81hl8LxgcQzsRULPrvZ5KUYWo7kV7/T8Kl/82qPP/7c/+70/fv8jB//02isv+F8H+Ggwx6Of3MJ5173vhSQnNvpeAqgisJACqbVrMBAo45I5RuCpbFnK5ImosHYmU4wpGhN0XvCzHrBNfoAtu5SGBLngy5N2+I2X3b3UtqR5CUEQE3gx9dqIMBjw5LGUv7ujzl98dgMnV6Zp1n1maobpwNCqaRohNF0BVi2UNpUfSmqB9c5roQ1UQ9+yd6s55At3KA4eblDPEiqZO1FCSCbJUleoFMUel+yGl17V5SNfmaVb92gldnjmKDIMPY3n68Lmk7J04ZhKYiZJJVsne/z6j/XYvS3mI3dM8tjRKYZenV7q0fQETWUIvWwOjCtCU/Z4eqKIY7ILU4qqDbuGyccBPmbp5qUVrMPkOeGV5IqTsWnp3xhszcr+owsbP3TrvS/87V/8pT89fnKBc7Y/+7D9bwrwZLTEpa868pOrJz/yI6Tz+J4CUsdCdlsPZSQ6A7kR7nkBaFNm7hLYczmyDmsbU+WJHNxl9i4NCrLSRDtNqfFUNnYiwfNSAj+iHkYEwYhePOIPP1zjvZ/ewJmlKWJVZ7KpmA0NE4ENzsrgtoytXDGWcOxtwV1zVXu1MCZNYx4/GtCPQ2YCt/zLDBRlF0JUAs0kUUwoj0vPi/hbb0Q38hgEgnrstHOs8SPtCqUkSgqEslO4hDuFVtvb1TNJJRMNn1/4vh5vfsUZ3vfpDu/52AaW+y0GXkjXVzQ8QV1BqLQFuqvTzz5zDvIc4KZqH47ReJmQKgwOYzJF5IVxVbniLnpTtM/l4M8vEMWRUyvMLaz+yJNPf+Xe02dW3vu/xODDzmOErYsbZw790eVR98nAU6kNljKgSneijKxk6IpeSLHmuTGiwtpZM3AG6ApxGyrLoihpfiHKgWVWQGQr5TyVuuGcCb6XUKtFhN6I9iDh3kcFf3LrFF96cJql/gS1WsjGACYDTSswNANDPbSyJGfuUNl6lVASBlaa1PwC5IGf0KhFnFlJuPVrM4zwCLwSuLPGokyD58uxrcyLU4UxPq+9scN7PtNnYbXBIBGMYmv1BTH4UZonaDylrPPhJvBmx6i4cGx3U6Ou2DIz4BfeOOSq3Sd5z62TPHxggqVek6EK8QNFzZPUJQTK2CpLV1KcZTirIC/JlXVAnp+/8opMlckL73yMwTMN7vR3VimaQs7kBqvRv/7QoeCPPvSVy9/xH97c+Mr9B/ovvXbP/xzA0+gEw5Xl7/JV9+cTeRKhPOxHLrQzeaWZLLGzLMCsq8CuMHd2INZh7Ap7Y8YC2oy9NcIxtyyB294TwjAi8CNWewm3PSj52FebfObeKRbaLVS9xkRTMeXDRGCDsEZgqAfkdeEZuK00UVaaBIbQATsMMjcmJvRHPHJIsjgICT1JIG2CR5WW+kwyVzraU+EmA3jM1AXXXNDjk/dM0098homgFhuCyPr3nmeDTTWy7G0voKKTOAeSdtV9RhAnHo2az+teMuClz1vmc/d2+ehXm9z16CTz3QaRF9APFL6UBFIQSgik0+aisFwzFpclV6Wc0l9TbpsBvczipYswXQfgGWsn7nliSprc/Q6B4vETba7sxD//N1946PZ2d/jR/ykGN2YRmN04XPqb72F4L7UgBqErRfEZmC1wS6A2suSaCAzu31JlcCoAz3i6BOyssi0LJjOAZ8kTaWzxvtQoaQv5A9/KhdCPWWgnfOF+j0/f0eJjd0+y3Gkighphy6flCaZ8C+y6b6hn4A4EtVDY+vBAUvPtQJ1aQM7eFuDaujFeQuDH1IIRn7kn5NRKndmWsEt+7kKsE5jlEqXQ4RumPL77BT0+fmdsAR4LRj6EiZ0m5UfaWnulMoRszHTBoAWRpK4JO/v9zdqIN79swKtesMwn7+5x6x0N7ni4xXy7QaICBoFnx+RJgS8lnrCM7ks75kMJ4c5Doc3HSoFK53JMpuQXtgM4pWZnI0iMjdsSXNCJ7RE1uVdsSrUCmi/fvY8rL9z5Pf/uJ17+tVtO9hZ2bW/+/QB+au4MmnRX3UQ/MjVxhCSuk8YCjW3qtQCXJWAXQM/B7MYS50unEW7pKuluqpZTiRRKmUpTumsnSxxrSzvPMPATwlpMEiecWDA8fszjLz47xd2Ptzg93yQNa3gtu4HThAdNL6Xh27naNdfRYxk6A7etyLPgFjnAw8AQ+toyt58S+LZ2Zd8Rw5NHawjpEyhKGUfhgswC5mtA6BI+SepxyXlDLju/y/6Tdfq+pJGkFtwKIs+44NlNrZISSZaUkfa3ly05JxltWYBHkvgMIp96OOItN4+45Xmr3P14l/d/tskTx+ocna+T9EKSusfI8xBCotxcdk/KfJ6NoiRd1rl4i4utCnJdAnUuSUqvGWPQ5egUDcalvbPnWHo//fQyM373R+L4zLtJVxf+Xgz+X9//Jd72Wx/EDzepDc2D7N1S48YrEi7fndplwrgZJKkDuC6B3hSgz+QLpROagTsH+fqmU9XnzthbugGdwgLb81KUShAq4cwy3HaHx5NH69x2d4PTnRrH5hvghaiWT8NTtJSh6RnqngO1Z6j5EAbCzRgvwB0Gtg4k9CWhD0GFvVNCXzvbMaFeH3FoDo6eqqOkZ+WJLC/tjGnlaoCV5q1gHudvM1y4tce+wzP0G5bFQw/8xODHLjurdJ6BtPUjmUsj82Oqs1U1L5dwrWapIk58wihgw0TE975kxPUXt5nrtfni10P2Hw35wgNNziyFGOkTSw+UIpIS3E4bWSpfIorirDFiyr5nxlt6jMltHb8p6oryflptwaw1kLp6Dvu6MCmQcvnuiBdf0uWSrbfCyoOqPliiv/BRGhu/91sDuDbw6ld+z+ZvPHTgve/9qweEb7Zx/jkjtm+M+LFX97hoZ0yjnrBzuybQAqELoOdjG0qsbhxzZ88pAbx0WHKAF8FMwdpKGoRrmDUqRRvNwgI8fULxN7c3ePBAyLHjdbqjkH4aghcgmz41JWh40FCamnKgLlcT+sL+7MAdujLT0IE8Z+6sfsVPHXNbcIdBjCSm3ZdEJrCpcKnt8EtR9cDLDGs94VIbWCqJUw9hFK1mBIwYxD5DT1BPjCuDdckZpa2TktfeyFIpgCwAVf4bqcwB7idujHLsE/gBGyYjtm6IuWzniG7U5+gzbR4+EPDXX26w/5mQpYWAxHgkSqGFyhu4reNgr96iwbtKWIWNaIqfcnY2BaAzcGtjmdpolLvv3B7TrCdcfE7Ej353n22bNOdvN4j0aRGnV713ctNNN5t0+cy3zOD/5q0vEx+57ZHdi6vDC4ZxwEApHj4c8sjBmDsebqJEwq4dMa97yZDrLhpx7eUxqda0ApiqG8gZXLqlR2RFrRbY6+jtAuvatZtlXd+aUWJY6Rnw4fhJyVfuC+gMFZ+9u86BYzV6aUBifFA+eAEqVARKUleGRgZqZZ2CMAO3a1cLfAg92/QQBrY81bK3IAwgDAoZk4E8q2XJ3JOTiykfvW2C+Xad6clMs1bZO69DKZ1vnTseFuSjkc+GGcUbbhpy+0N9TrQb9ANJIxEEMUTK4CXgxThpRqHFKY2CQJbkqgvUdNZKZif0JqnC9wqg+16C78e0vJir9yRcdcGI779lwFPHJJ+7O6QzUtx+X40TJwLwJEt9j2GsHKAlJluizlZrm3vAY3q6xNrCGKYaKU1fkxrNtVeMuO6iiNe9ZMiu7XZ/pmYgSFOPOA2IUkji3gVBPdxd3/D6edYI3bMAfGG5W980VX//1x862KBes1eUUhjt0UkSMCkPH9Q88mSDrRsTdmxN0KnmuosjvufGIcbYqa4zLcPe82NqofsO+RmWrH+zgWM0Ejz6tKI/knieZN8Rn7/9Ug0jJEtdn+PPhCRGoX0fozzwfaT0kFISSkFNOlBL7RIatgYjcGlqP+/FJJ81XoA7kyVZQ4SVJZa9NaHn2NsBIvRH3PGo4vZ9TUSgCFU2urjknowRW+4i6SKrm3Wmj0Y+N1425MVXdvnr26foJyHDBEIPoqQYmqTykgTtJIMc0/kZk4tqQOtWi8R34x5ShZ96JElClPh4KsldKKUSrtyVcNXeESmaZ17VY7kjMELw4dtqPHbYx/MEg5Hisac9opFyNTfrAL0MbmydfxhafEy3UlefYnj9d4y49uIIncCOLSlbNhlMJDGpR6rt5mGptvFKHCv0ypONYPo170+TzlVA/1sC+MOPH+HQsfmgv9oh9CQjLTFCgvRAW4Abk2K8lJNtw8llq5nuf8rwnlttIGASw/YNKS+/bsRUU1tJVe1UGGNuiwIpYbUn+dTXayz3FEJayUPqgVC2Laim7GcRCiVs1B8qqElDKDWB83X9ErB95YDtmo19XxB6wj66rpfAVe3ZNjYrTYLAWMYPHGs739t38iRKYh4/FtDp1QhbklC6AqvczizXERbn2iZmikBQa0miFVHss2Factl5A0J/YGtTEkGY2EDTi02pG0fb+u38IspCvsyKlUUVn87yFGlei554ktSXJGlKohQqyXIISZ5L8GSKVNahOndzwvnbUoTUXLu3hzG2oG21J/jUXQGrA+HmH4pnjzyxn2mqqbn52ohtGwxpYt+TCrsaGEma+MQ9idaqIoFT7bn5LB5x0mfQPRYkSbzun1sD8OOnllnt9H/sv/7JZ2c8Yai7YpsIRWokCC/XSJgUpAG/0FAmW3oCzckVw/s/06yaolVUVwGeyRgpIRTgS0ym+fJHG9l7LusWCmOlh0tSBG53Az9LQ2eTs9yYCF85aZK3rRXgzqRJ4Gca3c5OsbMMtRu/kLpZ5XZY57FFzZfua4AKCJSzB8cCzDWNjhQ6XDubLLP0ktQjSX1uuW7EX322zxPzTbq+Tz2xhVK+K5LK/obILVNdMPhYWYCNhTL3wjZ9p1rnDo6XKBK34YCnUpSn8GTqgtk0d6qiSCOkRgk7cMnKSE0j0LzlFRqhjMtZlPQ2uJ/LX95dhBqSWBENZe6u6biwnivOXGY9a+XaHbNH6C7cMbNlz0/+WDKaf7cXbnp2gH/08/cziuK3PH30zITAELrqMk8IIuMmt2a1IqaspbLAQRccpQwElL5s9rgm7s61XI6IjJqQrvjHJqU9aeeaBMLYZESWlMgeMxCUnvseeTdLxuK+J/D9rGdRud0jnCwJLLgD3xC4rp/AT53nndq6Fj9GypgnjkoOna4jlJcnSPI6kXLZqfuqRcVkUSKs06IuJUkti5+3ZcTFu/rsPzNikPgMPEEttSPuvGyIqcrs0mpdPNmOdblThXO2XIO3l/nv9u55miSVDuASL1U2r+DqeTI7Nkuo2QRbtuWMBfVgqAsr14FcYMau6+L8l520zGXDxWq69DxPDmYZ8hKTW0MD4uGJif7SfW8R0n/3szL48moHrU3w6//lw5Ikwle2oEoZYU1/A4nMzPlSpVdG0JVAghJjr2NyZ25KzjaimCGI64Z3zz1p8IXBFw64oihk8pwksMt2AfLiLvLNqzz3mHXVB750IC/AXdyLzp+g1CRhgzEL8NjEfP2hOksrdbwJRZClucdT3OssnRWQm5KboiXDkc/MtORFVw344n0jukmdQapoJMXK5KXGTawtJ750JdC0R17kZkVRTqHzwDPRAj+VeeWlBbh25QBZ/YuzZlU1B1E2AmQlV5EBvMhCr4sDCsOhnBPJwV4CvCmDvFQOorXApJpe55TcdP6PBKNhJwprE+sDfDAYAfx+3ec6RYovszSqQRnwsmIYjJtP4sBe+mCaUo3JN7llo9UE5GBWWXpYuMo24eaJZ0mGrBVNFABXMhuFYE++rQUXFYDbhmPhOsvHAS7WAbaTJ57G91O3V5BjcS8m8CLmljUPHKhjVOCyf6Xir1JgWfbAc3DnOrk8vljks/9M6nHN3pjZ2T6dxQb9pE5DCXynxVVWHizsvBmJto0nrgklA3nOlGXvPVvuPW3Lm5V9TJW9J0riucK1RKUuaaXzR/v9dHVnPFc2kbF2URxXyJU1cWcZI+W8SF7LIlztiqwU5dnapixbbssdRrF3nU6j3wd+/qwM/vC+IwBbHn3iqDRG40nl2o7sL1KUeu2yP+YG75QzVlAY++PMXa47ystes0dh8ucZqPMunTLYyz2XwgI7B7rrFvddIb+Xs7cNKG3LlszvVo9T2Ie+JswmQTn29jOQ+ym+n+B5MVJGfOVBn7seaSFqHoEDeO5/5/dS+9caBi8Vo1WmRSn6g4AXXT7kO5/X5y+/GBGlIf1UUnONxZ4ElWQ+uOvySfSapFImVzQi75YqKvikbQT3hNXkSpB6ApXa2TVKa1Qqc3CrDNz5hazzkglZGuYpxFqgs0auZHxdLdWoSJcSqMvj5HJmzxvVDf32IdlvH9oy/hdygM8vdtg429r7H//r3+6cXxnk22gLATIDsSmY2j4Wr48vQMVreVV+xQ8WpZ9zoOdlsKU0sMjS3qWlX4LngC1LgC/GIWSzP0pzQFw3eTEfpAB3HlR6Rcd9Ps+vxNy+l+Ary+CDNOG/f2qWSIR4UhFkteilHEjxHcv2XVWHZycuaxTJbLw09ZDG56df0+XjXx6yktbopzXqKfipwMvGT0tDnEkVJxdE6VxkyZ8cMJ4jKM/V7Xt2XIPvCdfRbtvY0tS4bKlBKemcIY1UJXBLWfq7RVKuXNJc6PC1ALeXXJXWq+UbooK57P2c5R3TCwGKNnF//3lbdr/lkiRqP+EFk1WAh6FHmuofX15pv3hltUs99IoDJcoZKapjHNaAee1VWk5yiDLYxVoWF6JY3itMKAv5Uh3DnG0DWLB33oaVzQBx8sTzpAN51mVekiUO2H5pjl/gWxb3/Ww3CMvefhjxxGHJqaUaKB8lhdXf6zB3Hl6UQ47S8TDZfBinwXVqyyDsSGKfrTMxF+7sc+/BBrEX0E8ENSVssCnJ565LKZDJWAYYXfpjjsnzgieTL/H531faMrcHqdSoVOS9rWn2N9Js5Ju0zJ1boqbK4Hk2upApawF+dte4yuRrq07L8kYIQRz16a0e2gScJ4R6Yg2DP334lN3JbDgk8Ao2rYLzbCxd+VhnveXsXTrZecdICfSyBPQM0OUhmkUGj0KyKJGzuFLFYJt8+28HcMvgPAu4iwblcfb2lA0uoyTmLz7T5PRCHRFm8qQ80LKUxaS6aq3fzlW09WUMrrUiSjy2bRS89bs77PvvLXpJyFCFDFJbm+Jl3z2hxKTCBXZ28wH7mBU7OQeMTMsWVY3WL7eSxXPj9Sx5aJR230tKK1NKTSb5ucrHYxTVhoVcIQ86y+f/2W5rvYoSs49hyl5Aimg00N2le3WaDPP3c4D/yQe/hFKKJw6czBlRrsM62QvmLFjOPth6XyILMsq2cAHuahlmGSTVAfoilyWyxN5KCsfaxRzC7K6ykW1K2tkoGcA940ZJlJjbLzsmBch9t59PPYx4+gR8+e4GsQhQUhHKAmwVcMsqi5tSY2ahLavjifMun1SSJB5a+7zshSPO+VifJ4/XGXm+TfxIF2ckjF1UpnScHcjdiAJjSvahKcZ0pG7+Y6rBcwOavNTNL1QS6QCuBG6OShFM50SUOzlU9HeVxdee/28OdFPIiDEaLXAjEEJj9HDP6vz9NxmTfr4C8PsefJrrnreXH/2FPwjjaJS7ExUngG/Gz2v/ePlJbhlR9YWr8qTM4GX2FmuZvARsqYrdijP9nc0iVBlzu6my3hi4g/xunZOCvbVL6BTg9r0Y5UU8ctjjTDsE5dsNnlwHvxSsaXCoSLGxA1WeJKAzFyUvcVUk2taKbJ4YcfXuAU8eG6HTgL4KrSeeJZVKdqE92eXV14E8kyt5xWcmjaw7prU9NtqAcuP3PG0lSWVQpy6tUuNAr4Cb3CMvlz0zfizEt4Aqs/ZpRQVIO9UhjmNGg074qXf/WzpLTzIxe7EFeK8/4L6Hnnrz3336rp97dN+A0BeuW8RVNHyLV9v4Lfsipgxqij0bxwFQrt3INGwV2MXKUpEpGXvLQncrx9y+kvnYNk+NMbdfevQNnnJ7vXvFY5G6tk3LvWHKX3x2iqVRiAgVnhB4UtugV1YvzvHxZ+WT5JSyjWeywjqXyMj8cO1KWycbHm99ZZ9P3j2kl9SIlc9AWhYv6lLKgWYpuHOBpy0S0RgkJnssTzNQ5I6EJ4UdzmTsqqS1QCtDKtykYFnS/XlfbMHYRdAp8s9SHvGRA9RQkS5/X3DlDG4ERngMhiNaszM/92P/af99STL4IDgGP3z8JPVa2JyfX/CFjglDv7gS1zlB3wqwK1n4sdfWsNs4qKlKEyHtaDixRqKUx4+VZUqmu2Ul6eP7boRbBvD8eWYFZpJEO7CneC6x43sJfhjxgU+H3Pd4A2SAUB41ZSrBpZDjK5L99mIM4RUXJa/fHttJIc3S9z7Pv2TAm2/q8t5b62gvYCADanmiqxSAl4GVuRfgZIoFd7aWjrcRapfr0BI842a8u7yC0mVwi1JTssltymyEhygHnRkIS5+nwuIlBv+WIZZduKb8uyUmHtFtL/v1iZPNNB2RAzxw1lnou+J6NaaX/xcAXg4s8ueuvqXioqwrUUrzOSrsnTG3rDK46zgvB5rjgzcrmrssSVTJ8/ac362sLegp27i8uKz50t0tFns1CH08IQiEKcZDZH50qVb72bRmebB8EeyVLUNFqhVR7DHdlLzshX0+cdeQuU5IpDz6qcibhPPjkuteF2yWxKXJNTloo/MalexzeKY05toIx9521F5aCvAzF6s6CatIOuUNEeV4oBx8lqQq2eV2tnjvWUBWYNT+bq0Vcerl5ADgHTpygh3bNp3713/3hdfOn5mnXrPDZbIr61v9g+uxdm6PGbFWkpyFxQWlEWKlkb5Z90p+YLPRyGPypJApVNnbM3gV1i7fLXvbOSrlkROOwVVC4EUcOSPYf6QGJshrT7ws+BoPjindx9yodV0UXb5nVXMiL8DSeFyyK2LXliFzy3VMalk8SIvygCyzWaTLRS4VSik4J1NwrC5KQLfsrUtA96QNOi17Z7LQlADvwO1IR2jj6vnLK4n9XHn6XogcmCBKyaBnJ9M1Pkp+UQjnUAWsriwytaH32vMvvuVz7ZWTxzwhYDAYXSjQr11aWqReC9dEreN/ZL2woMxUYj2gl0+0W7pz7V1azseHzRTgLpg7lyYSZ12NBZhj4LYj3NaC28v3rSkkiZ89ellddIrvR0DCHQ812T9Xh9DWngeymH0y3p4mSl/4bCRRzi0UQ5HKUkXlMiUa+uzZHHHD8/rcs78BaUCiPAZaEqZrXZyyDrZkJXLmtEVxYyM8sr8rnWRR7gJ0oNZuhdIlckmlQWpKzE1+geWDPCkC36zzp8LkIoNoGbCc/YgJUSGL7CvZ/18xWF5mW8Jr02T0B8aIY54N+AyBb+fu+V6pQPCbE3cFyYLyHyuurvUCykKTidJ2IwWoM8Art+QXQaYb81sa+1v2wXNw57MJszavdVjbMXYmT7xMnmSjJ7wYT8WEYcSDRyV/9fkWoyiARlmerAcsdwE/CyNV5mxrKm5KpTmh1JQ8Wfd4880Dbr+nzwOHAozyGYqAgXDBZloO7srJljyio5Ar5RpPnRc0aSXzVSW7cLUkZ29dkmJ2Nos7d7pq8WbnE+FkE6L0eQqSs09LSSDxbAAfuwLKeRj3PIo9krSQXl6cxMRRjNFpXrOR+7RrqOYsf3bsE60XUFZZXIxJE3EWFhe5TShESZaoTK5k3eXk1YRZUJQNns+YOwe4yjrTHaO72YW5JFEpyktdZ0tCEEREScrn7mrw2LE6+D5CqKI0VhgX4Dn3YPy7rQPyCrjzup5ytV+5YdiNftCK0cjn0nNjXvGiPk8cbzBIIrT0GGhFkBalDEqUpErlT2e5ZLO2e8wxtjLaDXQSaCkxqrAOs+fSCMfcdkx2eXXNZ6fo6iqyhtxykGc0aNaA+5t55WYM4AZBHAviRBMnMXGS4P3Nhz+J73mcmV8gDOzEJKOLAqrKVXL2a2rNhxLuhzXgFuuDPN9doAT2rA48lyalnwsXpRTpj4M7G59cArlXmhPueamzAnXlsWBwm7k8eApuvaNBHFv2llJYeSKqpbHZhsqVFSp3UdwxKR3PQouPuxlnDzZbNcVrXjLko18ZsP+kZfGRlAxSx+LaoDTItJALpG5pTwvda+v1q5/DU86bV/bzSGcdKikwTptn8VEeCxl3vrQZI6MS2EtuCqLUiV9+HTGGHb75zaw9jqnxOHzwURbnT5KmCd7S4gJSSvr9AZ6yrkQ2km19gJvC2F4H5BWfk+Jkr9Ff5WW8wuKFzq5o8EyaODmSF1mVWDtrAvAkbj/IrLunALrnZROiCvfEz7tZkhzYnhfjq5jEJHz8q3W+vq8OdQ+Ehy8Ffql0V8pxeTKuxc92gsbGRlday8YCzlSilWI08HnhZX1e+9I+Rz5UZ6R9dKoYCB8/tXaqypgzzY5x4ayUmbx8cjPNrVThiyujc7BrI5C6CPIzVq+YAKbE2tqdSyja6ljn+DAG7vH4bfyHMTxWV0N7zDqdPqPIYLTG832JVAo/tlahEIVtBcXc52IpqOogMf4ZRB4yrLsUyXUBPrazgBhj7LIHXgJVpeBK2UaH4vnY3bNyxFvnrlSR1MmkiacSfC/m0Jzgzz/XAi8A4SOkLEablXov8xPN2ZocqkIhb4ZydQ/VbVtEXtifJ30ci6faQ8ceP/KKPp+4vclTcz5IjzhVDKS0VYbZqlLOZZTAVAZ5uXDOVoeKys/SCIyzY6W0KX1pBMptLpaBWrryl8zSzWtUwIG9ZCxUPPICSDkZVo6YqR7MclntGMCzHleZCJRndbiXfZgsUBNC2vLY7BeVwH72m1iXucmv0ur7ZU2WL2G5d1rsE1Nm7crSqIrATmUzAF1QqbJ2tWzT0/x5FlCagrXzrGUmSSx7Z5lL4yV87Ct1Dhyrg2eB5EkXXIrS5xEFqGX5+1Hcq8xdeurAlAd5pRO1ttvHDgeKE5895wz5nu/o8c4P1YhVjBE+w1TarictkGmx/IssK1Jh74zABKjxcuhCqkgDxmgrRTLtLbOx2eU8RSkxp0vHQRbHphL0jscpZWBXyPNZPJWSyrDH0O714/nFcfOk0IShL+LIZv/svy/PDjRFueJ6pVzlj7Ce5s5er3xJseaxuPLHpIqgCnBVZnBTYXCVDXMv629lSv62zuWJpwq/W8mUYminZXE/jHjyuODPPtsidjNXhLTBZe5/59aY+16yOHGVJWw9FyVjHYry1fU0ebn/ME0VqbK+eD1Q/Oir+nzmrgb7jvsgI9sokUornzIWz8CWOqlSBrnB9s2uYfLsM9jja5TtCZBaoqTJrUXp0uSWwYvAs3DEymBfK0vLSZpxM2Ic7OMHrxwj5sfSzVxXicBLpYiiGPWhD/3l7sD3/vzggQObjTYFa4piJFgR6J39nrkZ5Y1XK0Fh5npI6V6T7t9KJz1k7mVXgsdSAFk0M5jSc3K2znby9c8CbuuWVAuq7N3NEHcFVYEXoWTEez/R4NY7Jkm8mh0BJz3qylB34yh8ZUdSeK5zP2+PyzKppayqkjKvUVdeyfXJZVa2O0X2fXVpO5ZiRHTeRYNmZjpmYVVwx6MhBgnCTp4SwjZor004jXGiEOXN0yjE5XhZtKloX3s3axi0vPXMeD96Oc5Yr0whnyFfHrudxSWmdC/9nLtOuftkywvi2HDFVS+45sUvueWz3oMPPtw4dfLU3tFohOd5xc7Cz8bc67B4/jTT4CIrtx3bsWtMlmSFV+WKwUodSjliL7F2sdFUMQSnLFGUZ2wRlAN1tj97hb29NJcovhejVIJSMX4Qc+yM4CNfbjLUvpUnQtmxFHmrXLXDKJMpFXs0Z6nieUUKVEhJ5MmXfIsXd/LK/ZpaqVyq1H3F993U5wOfa3JkzgMZY4RioD1bu+Nkio0LXNBZyRyWmDxf8wVG2R7cnMURTo+DMiUdLkEYgxFWyugswWOqsdaa4Jv1n69l72e3UtZMsXW7iUTxkDNzJ/YKoRueTjU6228nC/LKV9/YL6tg+1nALcrP8y8xLk2qVYOiBJS18sRUgku5HrhLO6sVe/SYPJj0lcaTWYWgtheASuzsj1KAqVXCH39qgqeP244dpIcUikCAL+zc7PJotvHmhqr+Fmc/OWPsVmzeVNbfGdjLMsUOv0kSn73nDPnp13T5D+8NSdMIhL0A+ggU2UVowV4tZl6ryXNmdoBWJQwoWXxOmYHJnQsjbGO6FPbzSglaFDpcjwG8rMnHLWRKx7CMszL8xHrgLh8/jdtlROPZSU62u1w6e1AYKkvNs92e3fcu/Vwx+0U+N7taIrtWc4/vfSlLhU2FLZgV55dBXgW359khNvmjA7XKymGFnd4UNmIeOujx5W80GKZuM3vpWX+9tHoUzdCmctGOn7w1Z2vspOXHuATsfMRDPiJB53O07WsWxEliWfymFwy44osDHjrgQysG7ZHgMxS2ta1SRltiy/L6kc9sVzhXR+RgV+59Ke0IEW3cd3f/LnNRjAsijRFrgC1L51+Ps/i4/i4x+beS7BmXRbEbVBpF4GXjcLOyU6uBTL48fTPDvbgKC31X9b2LOoQK05XKSsv1JwWwzZg8MWPOiSlJFjMWZI6BuxxQ5o/uNTc4X3k2azm/rHn/rRM8cbhgbyGsO+GLUnKnUjMzFkSNrWziLCcmP0GU2bu860FZX8qKbZimikTatrZLdo1466t7nHh/wHzPanEjJCOt8IUL/vLPYkpnqpzdqDK5ylL6jhmVsQGrljj5YgFtH51scedHZwFoXjIg0MJUSaBCfmsZvUKez4LBcZvQGDdt2b3uZb8gCxDBbi5qP3z1IGSnLHtVrHvFicqHlhWwl0AxVjddaO/qthlSGueBl1jb+c95p4nKdlcz+TyPAsTajSArs3nRyKCyxI6yAzVvuz/gLz41QS8O7CwJ4SFF1lQs7NiyUr/ouA3GGNiL5a1CmEWK3GngSuBmsOegwuQloKcKLVO0Y/FGPeGHX9PnnsdD/ua2AJSTKkIw0BKVUgzKz684l2AZiwTs5yjsYeW8cYy1BrPPqAwuu2nyJI8xBi1s7YnOS3ezkgH3KG0jXZ7CZ+3xqljKY8dvzaEc98GN3e/eOCni1d1gd1/hSuEBSVaA9qy/vSxLxj9UZTmENWw3rl/zBtZch5uK3s4sQjtwhhJrU5ImbjB+zuIFyL2SFVi1BRM8GeMHEcdWDB/+QpOlTuCylj5IaYPLct23KH3GkrTKT0gpNS8oH8sSvkWVwQs9XkxzyrrejZMpuWVoihS+1B5R5LNxMuX7bulx10N1nllRICMQkhhbjFU0INgga70CrApqSuMbFAZnl9u3ZBF0SuFW/CyV7ySIDTrXNmAI48A+XtKA/YxQxU1mUpwN4JVj6i6yJNGM4pTRKMUzmHw7ieIqKr7weCQ7nsjJHsbBvEZjrQNuIQoNu0ae5PXGJpclWRVbDm5RaO/MRvNkAW6vwuC6shObyoPLBM9LEDLlq/eHfPmhuu1rk54LLiWBqHbNqNJnLUuuynF41kxPcVLKIM9kYSXYzMaT6apcseDWKK2sXIkUL796xEuu6fM3X/LRaSZVFCOtnOvj9thJhasId2AfO+e2JyLT347JZcbwGaBdV5Ao5KwQltWlky5COF2e92oWrlnWjSNLrK0r2HFKoFQPW1EJZ7nZuM7NShcCb6mdstxO6Q809Vq2bBR7q5dBPQ7wanZyDNzlE84YuKVZw+YZsAttW4C5eK8kUSraW1dYfC2Dl7KVzimxU1MTe1cxxxbgE19psNIO8poTpMQTuMKqjL1NBdwVkIsqrscP/FrKGS8WqiZ61joqRc+m1BLlrEMlLYtPTaa8/qV97nm4xuEll/IVCo1gKKQFdyYVckiv1/ljY80M0EqSrzCqJFVsz6bV1xmbZ25KFkMZIRxrW0y4wbLOQi4FnLIoqa3gLJcpJfli1t95Oct+N+uSmUnF7KTEy3eO0MWCtUZejP3B9T7AGpCXXq8GYtXsX+5EyLFlv1x3LMxaBh/b/NVmJDOZYkpMnpaYO3vugktli6oirflvfzXB393ehNoYe8tioE9VWpmKA5Qt//mBXwfo6/JO2RA3FAxp3BwTPVajoovkRqoVyo1BlloRDz3e+J1Dnplv82t/7NNPY7Kx04n2GSJQZe2LqZBQPkmqnNjJvHGZGyxIZyEKJ0+ktEA2DuhGsI5dWJItsojh8uNkymCGSkr/bPgzBehz4IvyNuQCr1ZThKGdG7KuMZ//wbWR7nqAzt7LEzgZm5cKbAqtXQV29reVkyjZWIKi33EssydL2tsFmLIkUyobw8riXu6U94KEx/Z7fOqOBqn0LXOLbLg+laaGSmlshQzE+gxeQfRaeOdd9ZRlSonFNUU1X7nCsDIM3oJbao80TVE64bU3DvjAZ4c8/JTCyAiX6iEWHgPtZAolPe4kSnGtFT8rJ1eUu/hcu4B9TxT2opFWpxtR9GcaJ0OMqy0yDsWmxOiUsPLNMDWeU8Gl+Q2iMv0hSWAYCQYjgZdF8ll6vsys34ydGTuhFZYeWwnKelvkAC8De63uzqcnVbzvgrktm2eMXdbYpsTWY+xd9r5VTHdoeM+nmhw5VcOO9HLWoBSlccgmrz1ZUxZbPj7jLMPZb6b8JGdocotW51ZtqUZ8PUdFK5fUSK03Hvvs2jrip17b5Zfe7dNJJIgY3C4dETLfHS1vJ1s32BTZkpJ3MBosWKURuYuSBYbGOOctlyYFWVpf3La7CazEKVjbyiAhBZBtx5IF5qVOoKwhwiUQZKmGPPPWpRBoTD6xC5HZhBQZwgqDjwVO68qX/PXiqlwLblNJ6uSllGXJUta347pbVIPLbHRvrr8rjG3GPO+xhI5KUDJGyQSvlvC+DzX52y+0SDwnTYTVrXlLWrlwafxzjoHd2p4lrZixu1gf4ZVsHCXmLpXPFkDOpvxmz52zYoSdZygUUno28IxTvu8VfZ467vOOv3J7ihvbe6bxGQlpa7nJkUTZUSmsN4GRdl9M42xdZbBaI7MSXYZTSpuyz5yUDOiZbZiBNpM15ZyBwFidnvvmGbYKlh4nWlN5za1CknzfowzXnt3pwBkHYwmXdYOn/MS5DyZYl61z0I8xeFF7sjagFJk8ESXWFuMsXh3lq0quiQX9GFNLXUrNp0hpA8wgjNl/XPGhLzZZ6voQKhdYegjpyk7F+gPtKzJlTJJUltmKabg+g5vMMzRFgFc4KkUwl2+Trl1jcDn5I6xM0VqjU0UqFRubKT/w8h6fvrPOUycUhLGVKkKQap/BGpuweDQZK7t132Bc0OnUjnZsLkogx9aiKCdTMqBLJ11k5ooI49i91FKXyzzzLARq/5Njyq0K2UUjpAFXd54kmii2d69ek9RCieexvjtQ+bnqU64PbLP2tcrEJfezXAfkwgJ4nM3Ls/CybTvKUiUDtzcuS5w0kVLjycQFl1aaaDSf/XqLA0dCW5LopEmmvX23508mmSr6e0wLrtWLZ2HtMQEwplLGXBSzxlWptrRJu1ODlkgp812TpVDI1CNOUvaeH/PKF/Y5+Hc+aeqWZG31eILHSAiUMbauW7gIEGO/dGkHA1XW5Jk0MZaMjCgSQ1Jk15A9l9kFIEqMLrABa4YTWQI75WNaIkiEyOVMxuyVEgkMQtsLUUoL8CQxJCl4F+y5vJ+k8mnfP3AZOiHbYLSw9MZA+81AXZEpZs0Fkj/KKviLOXfl52UW1yUnpWDufEvvErDzHcKypI4s2YIqwa8lfPxrIe/4ywmWB77V3i6wLNLy2f7spUH8Y3FEOdhEjGcKn12I58mdMrhLrJ6xuNZWJpQHAxkt0GK8XtwxuHSFWLFmpqZ52w91OHza55NfkVCXlJP2sVAMyjahKoE88/FKBVomkycl1laZNl8DaHusMrbOXhfSuBpxC9qsfqXao+v0tikBuCz5jPu9WOYuE7LRhkajzq5d5zx96aWX9tXO7RuWlxaXnob0rTqN8vELedeMLNt2Y/cckGNFUtJUXrO1zu65MO53O12tSgFkacijVwKyVEVCR6lyQFk8zxM6pWrBvN4k1+Ixvh9zeknwjr+e5I5Hmnaemwxs3YkbplmXhrDU2FCefVLeNqU6m7yYkzg+kKg8pCirdc86YIr6mvFk11mOfTbBtUQM5XFpeVzjPJqNUwmJMdz9eEC3P+ZrlvwUSXnlKY/sry47pmTdjfdH5hdC6eKtyDH7CyqVqpXSgNLP5UaG/LXxP5b/D+UWNkOz2WRlZeUt9913//1evaaQIjWpZ0d05TuErZEVz8bmz/6aXOd5MSgmS9Eb59EWAWW2NYZSmV1YdlDGgsvMKcnfyxI5VndLaTOWkdT8xa0tPvLFppMmWWBZKqqSxcSqKnuvs3qV9WJpdRs3wMuSJTvBVbYuaW8YkyhU5YlZxzqURQ+nlAptNEnqIeOU73v5gMeO+PzB+xXDVJY+oLBBZ+7gV5k8L511H7TIaFqdnlmGwtiFwbJ4ltG0RV6Zm5JXGmaMPhabZdJjrSLIRlBX+zgr/07i/paNZeI4ZTSKjTYCrxZY0BhtSOMsyFsLzLMFj4XvbdYFuKyAfR1pUgJ1WZpUg8vMTdGu66XYEKkAeDpmCaaFLJEpnopBJHz1oYD3f67FKPFsUkdkIJdWe7vgMtv0quyWrC07XTvf5VlUyTgZVpjIgqikvXGgpkiFZ0C2czRF4aRoaetVpGtOTu1WIlJoksQjbGje+ooeDzwWcttDdt5KnlY0Am08RkYg9PpyxTgJVq4wVK7D2rhxEW5Ylg0o3eumZDuPA718zMwYZqB0fM8WeNo/bw2LktQxxjCKrZOkU42XpiY/qFkL1Xi2sQigsrlzYx9oHORrtHk1mBTjwBYmT9+vBbcu6fFil698a7sSc5fBLbPETqne5MxA8I6/nODxQ2GxW7L0QNodlT1RHuYDa61AUbowC/1dvpcBvIbJ11ld131tLG2v8/qUcjuX66LJ9790WlwYB3RrHQrhEQ9TLtsd87YfavPofp+5QZXFQZDiMZQgMg2+RpO7CkfssSkDvdDghSGUBZaZPz0O9DKGCoCXi7LGTY3qfBVBllQqVo3MgiwfUW96ZgNKKTrtJdK4i2fXoDUgPpscQYxdEJUrzlRAvQbg41tg5CDXuSTJpEtFmqgyg5fAnWcry8+t9x2lhj/7RIvbH67bRsosa1li78Cxd7Z9YXn0QqFtS7AYlymlE1GOMcsYHzv+FWlStgrHQV51VsaSPkKQCoHUEi1c1aFQaKnRRpFqHxkZbroy4kde1+WdH5aMsm4EbbW4tQ8VQ2lXEmEMpCL3vK1NUqJM7QJNDcpYyWKyRcF55sY1HJuSNDkb0DGl4zvmTOUSpcLsY9iUlnxskNlk86aNxHGC95KXvop6vcWT++7m/nu+gJK2Vrba6r8W6GQzL1yVWRZ0V23B9eSOGdPfJk/bj7O3HAN2XntyNnCXU/IqRarE3oOEhx8Peef7JxhGbpsHl9CpOCeyNA6idPDLj1U2r2rrMpjXJe6zaZdywifT3C7wWwNqLaw80Vn9hyhGrZUSQamQyFRZwAtFmihqgeZtb+nw5QdD7tunMIEo9ZxZnCdaMcw+rDRVV0WXspZZAsh9aZNJJ8fIZUki88eyB+7ezzAjyetRMGs1+BpCLV8IkNfVxHHCVVddyU3feQPtdgfP9zx833fbfZTBN87WZv2rah1dXnicVTaXlWi/BPK8ilCfBeQlUI+BW7p91DO/W8pCe3vC2oOHT3j83vsnWOgHoErgXld7G8rD5Mv6ez3GpnSgx4tQzqrIS8yNS6SUGbtolcmCTpPNr8+BLDNpUmFziZE6fz+rU0mFRkiFSDQbGwn/9q1tfuldikOnBYikKrKkINGSERZc4yA32jpduT539SQm1+A2XS5LwNal51VcuGDTFOCuShQqKfqy7CtLFavH7fupBikVQeBbXGe6Txv7yzxV1d8ZU5elSP6HypnMisNSYm7WTv0v6+8c8GMBpihlKwsnxe2XrnTJLdG5H54zt0yQMsULE1b78B/fM8knbm+Q+GXdnfneIt8iPHdNKoElay7sDA6y8nOpyaH8D5+Vuqvp+qzoo9LZk4N8/QRQPnJBWP2daokQxrWI2bpxIQw6tRuXeFLzupcO6cVtfuE/KVb7TptlxdhagPRIjGSoq0yeZy9xxVVauPJZ54dn8kRnCC2CzuzrFd73GCmaUv5lDZBLWMsPazXAt2W6ttm4rMMlCHy/9pSU8pNTUzM23FDlCr1SbXW5B1KWfs6dDDP2vqm4HpX+yTwjWWjq7PdIVXrN1Zdk2rsCblXW2q4FTaYoYctgjdR87I4aX/xGnSQbsiJsIwCos7B3FdgVsI/byJXVrLhXpMq4CF9HmmRAN+s9wphdmM0GKdmFY5q8OjQoc1skqbEbzHpa8ornD3jdjX2kTiBNwKSgYzAJ6ASjNYmBkYaRFsQGYveYaNx4Z0iykRbaNs2kOrtnTdKQpu6us23L7T2bY2InB5j8Xv09Y3f3e1Jj3Ma1hiQ1pClEccrGDRuQUnyyUas9JQBvw8Zt7HvoS8eajcYnZ2Y3vHb+9CKe8ilvx5wL/Gy5KL++ZrkoL+V6Xcau6O+SHKmweR5oVvW3LDO3sG6JlCnS6e/M79ZoPnpbnbf/6SSn267YRrg2NOGcEwfuTHtX0/LlOKQILrPUcp7sKEuVMSxXalDEurjOATzO6uW+yKzKMJtHkpfSimzqqwW2EBLjgszsWBaaXCGwm5jEsWbbRMKv/ESbfiT52FebJLoUPbhA02hB7LQ12MaGjNGzv5+1sxkpULrkprgAVLvA0mAzmIaCKDJ5kjN6LlNMZSV0i0HFJhx/1BjiJGXjxk00m61P3vq524+97jW32GrCrDgp8FJCX6M8navDcpIiF/mUQL9Gg9uzVd359mxBpq5IEjkO8Eye5D+X2TtFihJ7i6TQ30HK8QXJB25tcuBwCI1Mb6/ne5s1yZxnTerkmi/Tk6Va8BLSx0lbjCN77Y/r24SUZEop4MxGvWltt9PWwoJfY7W5cJ650JJUGISwAWdqJEJ7xLHhwl0Jb3lNl/seCTiyIK1UyRCqhbMGPRIpGDrvXWiX/BGFdagyV0UINz/F5G2d0lUGZJ64EfbiGHdQyiZFxbDISbWMQ1EBePZ+FFsPPE40cWyPrgcwPbMFz6/1uiuH4+6q9CFds65WQW5Kzx14sz80xuTjWzyvp7urO+WW2TrT37q4GEoWoBSFcyLzSsGYMx3BH3xwgs/fW4d6KVspM+fE7uIbSpe1FNVJVWIc7KUL+Wymdym2XMPs3+w2HlyWU9zjKexKx48WTn8WzJ7ZhkJIdJqtwlaT27FuhhQ7+i3ta1517YiDb+7wu/9DMN8vfSiXvMlAnjO5tFsNGueq5MVWTuLZ+pRSI0c5mylxW/7hPlOphiRjb1O0sZX7N6s4NKXnxTFE+MzOzsbnnLO91+8P8q+B74e87fUXfjCNV95Vr4d5Z3r5vn4nTbmVrBQoqvH39Jg212NyI6vxLtrP8v+vVFCVgdvKl+y9NGduTyXEyvCnH23yh3/bIjJlUKsC5NjZfQEm97wzeZIziyzAXmVwsWbj2upKNsbczwbysWzPuOYumiFYE3Rm+ntttaHV29mem3n3T7kwy9gxzGnq4Qn4ue/r8mOv71LTKejU6fHE6fHUPRoSA0MNkRbEGmIjSIxwmhw3Ys5q9CQbOVfS3GUNXuwoV9bh1fmD4/p7/LUktfc0tbIrrNWYX2y/66rLL/xgvV4rGHzDlot45O4/QUg18v0z6KS37okxZVIq685Kxsmsz+KlpM76DK7X6O8ysKXUNlWfJXLK2UqZoESC8DUPPRnw0dsbRIkqVQkW9SYZe1vnZGzGYFl7j93Xm68nx44FmUwZDzTPgu01jzng7bqd1Z7Ikg43xtlwpuy2uPrrnL2LR5FJGC3tupydH2GrD9NU44UJb7ipz+33htz7RD2vA89kSv6ZtCLJuukzm9Dpb5yVabeWsc8zaWLy8tmxlL1xEs9Jl8IaJJfGZfauhDRl90lYwIdhyMzM5Og3/tP7uPqKiwqAA8xuvgylal/urR55UxqZPUJo9wtEsQSU/04O8EKnF5sJjQEbXFljFdyFdVjUmghZuCsZ8DNg56n5kiTJGTxMefCAzy+9Y4r7nwxttjJjbFmAWwhhU/J5KazJt+CrJHeogr24mMsuiqiekLHHZ71VmNsBpMLgWYWcWaPDyRohtG0z1K6m27pzhUcuSz554ZtLhM6kirJIGRmuuzjmd9+2yv/1XwQPPV2zehyc3y2Kq1nbgUIjp7+DUsCppbGAylvliwsgG7dcTvzkiZ6sLFbgOnvIG43KhFoGuxlf+YwgCMMD3/Giq77cH4zy93KAb9l5BZ7flAvPfEamo8RZaRTL4NhJyRg7fyyzdom9yyAug70AeZm5C6kyrrkLWWK1d4W9/ZRIC973iSZ3P1xH+8p+tYo0GUvqlDp1lCyAXGbq7LsVsmVsCM2YPFmXap4F3BU3Zew1U359TKJkG0FV0vg4oLvlX2YsjqtPca6Yzs6FlgghEUYhjEbGhhdfNeLHX9vjF9/hEyXCBieIfJv7YslSpFoQZQmfbI6KA7bJgVywuRa2cSLLzmaTzTLtLXMHRRTgNiV8res0FccnSTVhrSFvfPHzZKdbBBNe8T9oDBydmj1vPhmd2B3HQ5sZyw/g2iunAEEWZJYZz6wTYJbAXknu6EqAmYNZlsFesgVFEVgqLyUF/vjvWnz0tgaRJyslsIU8sVF80cxQ0t4ZY5fqTtbtnqdamF9guQD0txhXjmP9rGCunMwy4ZT6NkVuE2ZsbZlbGGexORYXRtqNWp1Esc/t90oxeLHhjS8b8NRxjz/+SIskFeS9ahWQG8Aj1RmTl2QKWTDsUvk6G9pZpO2lEEhdsHluFVKyCsfALcaOVxngSWrrTy7eu2seOJqmOj+m+TUZhJN05r/+xNSG8482GoEbkJMla3TuapQbD9av9itbe6Vkjhxj6rK+Fppyr6VaL7gU1uuWpWylUgmRhj/6uyZvf98Ep5ZKqXg5xuBClJI6piJNykFjYRGOB5elZZR17qV0fbmG4ltBeBXMxf9UWIWFgK0GlsVjEXSWBslnBFUe+VZOAGlVdAMZjzRVbJtJ+ZUf7/DTb+gSythGcCYLON3dZK/ZDvaRtsHnSNuA095d8Gls0ifJB4qWEkGlBNGaoLKc1Cq9lo49T1IYxYag3uSSS3Yf/dSXHnhiZnpiLYMDNCYvAJhrTOzWw8GSFEK7pUJUTkL5Vt3Yczy41NXAMy+uKjrjq0FmkdQpnqclDZ7Zg66RwTN85PMNfutPJplv+3bLhZy5y+CWJfY2Y5ZgBmxnYZYZe1y2lFYuUXnh78/c62J9Tdo+S/iU9DklmZIlg7Sr5nPPrTQRJRZ39yzgNDgdjpUq2LS+QJFEhi1TKb/6zzsstiUf+lyzGlGvI1cMkjirRZE2CPawBWNGO/vQ+X5ZSt2QSRTL8LlNSJXJcxYvkQGMTZIVkisuOU9fdcmuufETUQG4lCEG84uen7wg8PX1UVyqg4Cx7S4KgNtzPF6HUg0ii+ylzgPOCrhLzokNMKvOicy1d2KBHmgOzHn83W0N5pd863fneluWfG9ZZCxFqZHB2YI2mCzJlPKFug7Y11QPjgO//CZnAb7gm14RlRR99jwD0ZhMKduEmSSRWXCpXcWhlmggFZmIkO68SBvYGWVLZI0hjQxbZlLe+LI+9z4UcHBOuKDT5UfWgNz+xsS9l412K78nSy5LediRFPaizOuWyocnA7k5+7FJNMRGEqfmvjD0f1HK6oGV5R9UME3a+0w0vWFWK+U5K2jM7is7IaLaSlYJFPOqvOzfWMDmbWiljGRWw51ZgIVk0bksKdg7RYWaQ3Me//GPJ/m7r9WhVga0qj6Xoqj1dk3MeXCZg3utNTiuw8v/HffFi3oTUZIoxT8cZ/y1vvbZgC2qXrhj7Ox35PUoZO+NSZSxOpXifVlqeytPyVJOtnikQ8EbXzLk136mzflbIohKUiXzyXVckiy2caZcvxJpiDTEZUniJIvWhUeeSZG8fsW9V96bpxxgly98ISAMPHbumNV/8dGvRJtnJyoArzA4QDD5ncRR/wNDfeyyJD0yoVTmcWuMERW2yq9PUQQrZ2fvKnNXA8uS7y00omIF6lJQmaACzeEzHv/+XZN8+EvNkg2YFVBl8sQWPEioDK/PwLzulKpxF2XssaLHx5i4EnOueS7WvLeGsc0aoqLaeFvdiY3Ko8hbxIrNC4rAU7hH6QBt54lIUhuhWtbX1ZUYbRAi5i2v6OMr+JV3T3H4TAB+Wnw+l+m0lYgGpIfBgjOTK4H7Isb9M6XtfET7t4r+07z8IQs4TVHDUj52uXxz1B4ouPLiLZ3Xv+x5H2i16vzbsUMox35GqO20V3r/Y8O2FyyLkoQQ2ZJeKYzSjDcn5Bp67DUxHnCO3/N67mcBd2jB/SvvnuQjX2ygZVYhOO55Z2DPPO8ioZOxdsbEFfZ2B3JNs/U4a69XbJXLl/81NW7GGKoSUILzwKtsPR50ZtWGZjzwHKtANEYWe/9kAacpAs80VaAFb7plwG/+yza7NmdMnpaYvJz1zDKfVufHGkYmy3yWMp5akORsTr41S5atzINRZ3mu+ewU3xHgVS+/fnm13f0f5+3csuZ4eusd5KnZXQx7ftRuNkjjVQwSralSTH6CS2xNOaAkvwhEOZjML5ixKdNciAAAJ7dJREFUYDJjbqe5xRi4PV9z6KTi3757ko/f3iCpJHDGmXs916TM3mMlsWP6O4NpUfSzdoxCJflzlvf+XsCm2k+YJX8qrLWOrNE6+3zGBZPWyix2LXbaPGNzx+L2s1sNjjHOSLCVh5k3aPe5T1Ai5ftf3sdXhl969xRHTgdrkZOxOdn/L9Eu+NSCEg/bikaFZfO8A8hk+nxMizvLUFSOlbsAUsP0hkn27N4Z7Tl/27rHVa73ohdMDoRZfevGLbv6od+vFFNVs5bl7hzrjogxezDvhi+xtRBVe7AAd7ouuJXS4MMHvtDk019pkJhnYe48Y7m2FDZ3T/KOk2dPyzPG5BWpQvFYua2nVZ4V2Gvdqar/LYp/R5bQKUuXcZYvM/mY9l6zF6XMO/KNybYMlxij3HvKPk8VvjC85qUD3nJL31KzHmNyU6pjMamLiLUNBA1E7m7rV+xrVoNX61WKvYnWWc1Kd20Ei33NRZfu7Z9Z7r91erI5+JYBnrY/aJqN+UOtljroeaKY1pmfiLVZyvUeMzBnDF4NJM0acAtZ6G/lZpkopdGe4JN31PmrzzYYpMqmISs2YNUSHHdNcjCzfp9lIUHONiZjjKXHnlQ24Cq9883MkjXZ4ZyZRfG6GQNwuZVtvbtmjXRZM5k2a2+r9HHKvFCruumVDTzTWNBQmn/2yh6vfkkflbjuAzMWfJq1IMeBd+TuFZA7yaIZkyaUtjUvXfSFY2mQSlKvq4Nzy0uHfv9PbzXrHeN1AS6l4enH959ZWAp+csRlZjiyV7dBVMCwpp5EFA6KzGtJxmXJeIInLVLxsmBtm9DRpB585u4a//6dUzx5OLT1rSUwF5Ike7Sg9aSVJh6MTYitlsJWNHfZh82CnjE2r9R/V95bz0P9Fui7DO6xt8YDz5yhEVX2psx2Ip+wmunxtReCZO0AoawKscziylUeKlLjkUaSS8+PefsvtPmuFw7w0jLIs6rDsZ8d0I1LCmVMnjjmzpl83FUpu0Sl4yCE3Vk6lAk3Pe8cE5r0J++8c9+ZdUJ04CwaXE68hZXFw4S1yTQ+di+dZ04w0QSRbZ1L5hUXtmG5gUFk7kgpJV91S9ISgxeSJAN59jzxBJ+5q8avvWuSxw6HtoB7vPT1LK6JBfZ4y9k6IyDWZfKS61cKKMfVxzh+xwvynxXkpvreeAravjbWg8nadD6iaitatyLT1MXQoMInd7P9MkcFENIVYbn5Krj5gXnSXdqWMiGBUcKVuyJ+6+fbSAmfvatGInDjJUqBgXRK2xgnou05sl1CxfdTFE5JluIvH7usXsXkx9bGUKFIef3NV3HLTdeni8ttLrlw17cOcICgtpFao3VEG+/Pw/rUjxqW8qKqAsTr24BiLEv5bOCWTpbkABdWwujAHrxfeeckjx05G7hVhcGFCyCrGcv1OnXGBhhhY4o1FiFrLcE1RokogH3W298z6FybNS6d+KxMNtfaZcCPdfxk7FeqNLQ2IQijS+6KLSgRuqiAEqb0qCEXBg7kV18Q8fZfWMUYw2fuaqB9KGc38y371nz3EsiNK1Z0wadH8bx6/OxVnJ2zJNFs3TKD76s/37Rx5kgt9M96LOXZ3mg0J1g48ZWF2dmJT2zbcQGeTEtyRLMmQznecrYG3Pqs4FZj4MYXfOrOOv/+nZPsOxJUwU1Zbzv2dqMj17omlDKVY1nLsiyRZq3uZoy9y6zu3itH+OO++TcF8VmAXX6/4pjkLF0C7rqWYlmzr1+3ku/YNpYA0mUJowu5kkkXY4q6FT0SXLYr5u1v6/DqlwwQSeo2ehrT4ayny21WMzbFPXG6vBxkVu8i1+dRYrj0kguZmtnwib+79a6FycmJsx7nswIcYGJyEzNbrv+c5/l/ENSnkSIuTZUqMXimt93z9cGtzwpukWcqNQTwibtq/Mo7pth3JMAEkkptyZhbkksT13pWrjUpuuTHpm1RgDkfJlxm7TGwF8xdHVWQkUuZadc+W4v3NVq7BG4z/kb56To1QePOSdX3pnjU6wFZ5GCvFGWVO4BMsXW4zt0WG3gyElyxK+Ltb1vlNTcMEXG2m1kJ6Dpl/eDTrjYpVod/M5CnroBrFGk2b5ymVgv/4BUvfd7ntm3b/KxE4j3bm7XJy2gvPdmf3fGKxzDdaLAyF0hZXBNlH9zOdC574WvBLZ4N3EpjPMGn76rxH/5gkn1HfTu/OGPoddySchlsNnLNgwp7j6fd12Yvi+75SisaY2DnbMS8FtTZxfAt33I9LvITX/mDJZbO5ErO1KIqR7RbyrMyWnvxlGpXRDHIUwibNMEVXJH1TOaBqPtFUiP+/+19eZQdxX3uV9V995k7q2Y0Gu0SsgRISDKLzSIbEpyAN7AhcRI78PBxfBIbnJeTOE/h8WwTY/BGCCZwMIYYx85xsIkhjs1ibGMTFgnEJsUIydrXkTTS7HOX7q73R3VV/aq6Z7SNGBmnzrnn3l5u377dX339/Zb6lV6Wdk0UD5rgtRCnz6zjpusGEEYCjz5bQBQ/aA/fpFwJubn+HJKloa4hHaMqABEynHbqvNqHr3jHujWv/nrk3LeecphfOEzL5Fqw55lZ9zQ0FO8vNxbh85pmaDgBnoS3hIbkHVcgd8Ad+cCPns3j/9xWxrotWQPuMVyB8m5wDfBsCnvrGuZaqggb9HDYmvi1ae6IMTiT7kO63sX1EbkJnWVBPytWVsAmcgUWc5NOEAPUSq2Fiv65LsU4mhnrcFpPRU+XIjziPiSRTiVXIg9RFVg8u4Zb/nIQl7y9Ak97V1IkSwqTR5ZcYQjp/yfBqpGaQKG5GYWm8v0L519wT0d782G7kH+4HQqlTtSG14KxzHNRbcvl9VpfexQIxEOkAeVJgWTtw3pLNItLcPvZCHUOPPZsATd8Ldbc2bEMStuoRAzmDJNJmxa40xgbSYAaQJv3sfa3oXt4AB9RE+N/puwll5WnBHqmA9MRhN5XMBMQYcp3rtiemRxyJoQlXRBxMFX+LeIQiCTLg1sj7RGR/84BVEMsnl3D568dAAA89kwBQQjEySjupXN6tzE8OeTIH1X+DeT/B4Jh1vT2A3/47rOfu+ziJzCze8phL+9hGRwAsqXFCEfX3VdqWf4881tRD6RfXA2sc/O9xwa3rF/ikZTX3Yc8PPBEEX93Wxmv/Ppw4KbrWSKg4xbMtGuWpwVxRKoc0ffCYeZEh3DQbY/ygXWww3YEJ7CjGJvmQIuY1qz1KjcFrgZPNzhNdNMOAolIMbrSvyTjUBDGdoNCer1k8qXza/jCpwZw5cUj6Gqrg9Uc1o7SdLnR5MovHnspwSCrq2VYhOkdDbh0xaLnn3lxw30rls8/EugensFVyzXMRxgGdxwcmrm0PrKlq5iPtbQKPZDgDk3SsvzbKoiDCF5OYHOPjxvuKuOXq3PYedAf2xWo5Qi3wK1C8L7KFETKMDQL8Onygs4oJ3FJppR2wWl5SlgKwzPrLRXhad4SZ3+R8tJfpXqc+Mmpf1zlhkMvyx9hkFo80g50uZ9cjnNVBGIml/5xHilPoXQlympa8UnQjEIOoCKZ/It/1YcnV+fx/+5qlLkrWeUPF7HP3L0+8vdDAAGTJZmjWP5mOJDLhFg6p3HP8oXT7shmx3YLuu2IGBwAWG4pnvrF848MjTZe5ec6+wUN8jiVYI1hSSOUhLljcH/69jIeeLyInQez8SSs/tjMTTQ3IMGdjdlbgVcPHoYbsbQzBq065garqfLEgNpOuEoDPl3PHCAnmkjfnvoV6j1RmtwyPA3WjKRxmTyZk2K9YNdUkfLG1DYUZHwuDe9LTe7p9zDyEFUZZrSE+NC7RvDF6wYwe2pN5q9Y0c700L7QHhXD5FEU4fQFM3DdNe/pmdZSfPz85QuPGOBHzOAAcNqp0wX3G1bXR3fuH+zZ1mRGu8dZg8R7ohKsGGFvxkJ4OWBzj4/r74yzAplHvCVejDLi84arv+NQPNRLDm71HEArgKbqaQfMYwZwgEQncHcba814q8fDvMY+pW5mDpiI+hH/Nog3Rc2ckBj9w1L84kKOiJezucVjOQFEPIozE2FGBclAp8wudTS5LOXK5EItgO8LXH7hKIKQ4fo7ytjak4k1eRDvTy6oMI9UIRjqkJUDeARwcCxbunBrd3fXVd1dbSGOoh0xgwNArtCMfasu7M94Qx8qt3TVfG+UjNSJmZukuzLK3DyElwc275WDFb77eBEB1JwpbnmHtJE5xqhUzK1ArUbpqJCPLUdEEuRwtLXqDLQTpO0LW77Q6KY9sofi+yjdhfSdYDw9mGOMTliATQsAUba210WRyTGn+dfuCCHN2k4QyFTLIiwufEQBgx8J/NHFI/jCtf2SyavKV04HMFPfudHiVQEcHA0xY053bW9/9Yrp06a/+vDja8SRX9CjZPCmjgswevCnYH7znmCk+OJIb8/bwvoAGOPGz62BTopieiHqEfDcKzl84wcl/NsTReh5CqkEicuqWcwNTyeK0LIPKlqp5tE0rExcgQ5IzToSqif7SLA6ud9jaBJLihynO8VynhDGtoI+zGyjuePGH+5odu0Xp2xO9LlelmH/KJ6amCOutS0MY0NE4JATz0onuDwt6Q+HZnDO4jIpXAZmwAUQhuAQ+MPfGUWtznDvD4pYtT6PWgjAC20dD8S5AHIcab0eobO1ERede9qL57913p5lP/wlLvu9M4/q2h4VgwNAofV3EIbhbq901kq/8XelN4XmhhPNzVkA7suiPPf9ZwP+eGUrvvNYSbI0zecGLZDpFMqM6ZcGc+gErVKeOC5BUlcwDeRjMbgBuetBcYrbjwNqBrrT+MB3gW0COdSITDEyaWdQK7VMsVk6LbUWWkcr96Lxh9ujhWAinMLsQ+sc2kzuaT+5XO/LGoiBB4QCH3nXMP71lkO4+j1DyPLAzkSMiEcF0quSZQIfff9ZeO+KU1ciCHZf9d6zjxauRw9wAOC5OfAKizZ4uc4Hs/l2MFShh7Axo7n9XIiQM3z94RI++/VG7D6QgbCyAN2qr64rUBqVitN9aG5PTZzSM0gg3S041vo0kCtgcgJoWraXgSXIfcyM2ZT1aYBN7JAa06duQ9MBpFuNjSNPlF+chvrTclVonoqdVpsY/jaOXDG55D5CYYa/TW8PcOPHB/Cxy4bgiwCopuWTR0C1jnnTWjC7u/XBc5bM2bB0QReOpR1RQNVtN930ZfzdJ7sHs1k8HYWjc0U0spBjNK4zXpdFg/wQ2w/4uPvhBnz1W43o6c/Gs5v5dj7JuOCWoKG622eCFM00LsHknJb2dCR0mBqdTdhyEzKm2d90IKb3l7MTx67B+F0vM/Nups1jsXyzt49l7Fr2QGI5OfOY+T7peMx0QPe49kRhgC6D7RjZaU86aomn5d+wVCud6RFJ8rPEb7kUYdmiOhgDtu/jGBg2BqaMUjO0t5Zx2oLuhzo7ytf9x5Nrd3/g4rceE8CPSoPTVuj4M1QG1uwqTFm8hu3/9mXR6Kq48lWITC7Ec69l8Lk7y3hqbQHDgRcX5aFRSGewgvaWkKsb90AKbo+rBCl31gXi93Zvtr43IukdsQzI5I0+Im2dAAFdJw5/kJRd0ghcSREwoXW4YmujqQGTUptkc8ZUngrABNPaXjAV7aSML70qDOazQFx0nwNAJJ8caowni8DiooNCMF0KT/4GB+cMYCHqVYbOxgg3fHQA7zinis/d2YTVv4pZjHlAHThzYTdWfvz314xWart+7+2LjhWmxw5wAPDzM+Blptwaji6ZG4rdV3tsE4Nfx6rXMvj0Pzbjv14uQGS4nDLbSprikjbpMuLey4xByZH0mHAkQ/F02nElQ6j2dkfNp3lJUj0nie+w9I4Au6MkgX94cGvNzMh6alw6hqTuFDpEz/RKEXd+K9OQmRxyEJDLoE8MdtDOoIJB6q/EFqWK2EcMPJ7iWCZsxbcVIh4ILeLSE4hnd4jPjTFwFkEEEYpeiEvOqqD0KYG/uU3g5Q0lBIJjwbxp4oKzF3zzgqVzb921r+94IHr8qRSVvscBeDkWbru7d8+//Mn9/xn5//7LMl5Yn4egrI001ibrYFCmjEefgNvNM9GGJbeXvVhjm+0k2BNLGyVLqIRhjMWzPJttUq4wImmY8062c0aOweQ+ejtL/y6RSpaU4sLeps5df463k9mh9fd0Pr46jplIl6n6kXFwztPHSq/TrkvsaRIxI7Y4TZGm6dE6ZSMeAKNzlEwFBZ2zpOy1TIgXXvfx4M8LeOTpmfjEx/702XypdCGEqP6v97/tuPB5XAwOAPnmd6F26HvVF1/b8Rfrt5y54vPf3DZnuMZNfW4n889ibb0MbUwqb4mHJLjT0l7d0mvxEcc0JEG2WW4/ltxmTQ0Iw9qW3CTHOVK2OGyAMx6RQ0jZRC6ZZGVNtXSblhhwmD9mdeI7Z4SphTBxFxPFlKPOBJNzb8pzk2M8pXuQg8dJWYxHMgLP4/mBmJzihIVxRwCDTJ9iEKG0SxgXiFgELjywKMLyBQGWzBnBsiXzK+efv+wX2Uy+OrW9cLzwPH6AA0C25Uqs23Sg1iH2/+ulv/+zv/n+Yy9kBSesbAGcGdATDaBKqen8EqSwNU19BfGICAVMQR8ERJbYgxws0DLH8HO22ei2Qa4GGlPwA0iXKwrAghpuSV932ljNtKi+gPGHKwCbHeV6xtQ+kR3gYcmopjookfn6cJHg4LHejqfmiWWKjH8gkpmlkSrNDKHLNItI1myRTzgpk2RlrXiWCUQAEwgCH9mmd9Y+dPmlX2Ve9bOMtUwENCcG4ADAUQsuOX/h5zft2Bv84sVtN+w7MMDhK06FLUOIMWZ0tQE4Z0K7Aim4PQVubnQ2NSzV8cbyNoyrt1VzjEQD+rTEKu1DsA1NB7NH0tJYPdEZCFMb49DV6HRABE2Ppam1BNxMEONTllWzclyUzmdSb+uCQzARepcHTGF7k2kqmTsu9qnTq+U/FyIE9zuiTOatNzNv2S1hbUcwcbicoHbqvGn42eoNlfOWn/KD6z9+adjR1ix7NqdJVFy74jwms8RUZNKkvcaFerjD3OrixYYMHbig2NsqWI8UwzIVyOkyBMTPbe1vucVgIThheI5zvZIDi4mBRz7L9bEBCCVPaJCHWcczx4h/3YkSpQZyaDptIgFLpdkikaRl1Rsnw95C5RMnvvIoXh9GHGEYl6IIPQQhELF2RHzq5+pDL36pf+vKip+bOVGwnDgGB4CLzl4AAP89c2rzJxnwtZvufiS7r28EwpPudlrR1YtBooLziUHBsAM3po6JsB4CLoCprJDrhcW6LnNrUJIOQOWJhWOX3a1/z+x1rqYfp7lMTalfbdP7xEystglL1jCrZ1DNrj5bgyQcZmdEg2u3Yfxn1DkoeZI414ib6VHi9UI/9eIuR0r6QQg5732mWWSyU/6+zmZ9qVrrrbTPv2UiITmxAGfyggVtTaV7rnrfOX4G4stfuPcnxR29Q/A9jqyWHIaRFRZoER4F5MQ6RvYDASETCRbmFtqgAZzq/6bn4mhxIAl8KkuOVIIcU3N1uQV8FgOFamlhyxQ46zXIQXqNkirqqSD08QD1gFDjROXTQ8oToa+B7d8k5xb/BzMLH63KEEGwxnrIZn65eVp048C+vWHT7C9O+CWcMImiWmx4iZ6eQ3deffm5K9930eKBApNprXlPoMAFcszMD5+oG8hgagfCAXeasThG6N0K6KQxMWV7sh/ZixisyelIXLVjyZOjQb0Y493ZhUoPS8rAkTrks3DlS7zdroxl7yMX7BC+PXUKQMdwJuVKMhsxCmNZEnoIQk8Wwvc4Gpq7Hu869bvX795aPCHgBiaYwVVT3oX/+7WHbm9qzPMlC6Z9bv2vd5ULcTF6aZnHI0f0dwxg0yKSCvSUXV3NrY8FAn7Yx9HAV0YQzDr7PNLlBv0ByuSpVH4USLeksuPyS5Uv9AuMMLbyrIBKGyNdRIK5hfUbap3s1ip6qX/IOgnXwEw7RRBtD8ggD7wQ+dz0gVzDaU9Uexej+9SrJxyDqh1TLsqRtl8+8l1c9N4Pr5o+tWUoy8IVBw8czOYzLJYy5uZQSULBbfQ4SYeFbVwm6gxyx5PCSSdRLxK4sY6lc06Mx0QFa2jeB80tobko9jEZ3PwU7ZIElVf2+VtPIZj8ETePJDWvBfSdOcvuPmpCLWG7O/XDS0JU55i4jyn1DZK4Za3X2yXbBzF7B6FArmH+cKF8+vWRyH2tofMjJxKCJ4bBaWsveKK5q/mu5qyotxbE7b9avyUzGmYQRPTiCBuk+mY4g4LdG0XyUfTNJ5fYfdnX3rmp5P7Q39I8nabdmX1Ii2rJx7ECO5oPlTZWOzPCgsT4Y9Q57WpzR1fTUH5caJCE/hnxhVOfOdXeqs44oKZdkJdDxOfMrHPlcYKAfT+E/n9h6GNwmKPceko9U5r/1yw79RvVysB4Ma8JaROuwd127TWXojYyGCxcMOvec5fN/cSKs2fXPb+O0UDOx6Luh+0tUaPzTXTSBbo17a1DHgr8tKUGcqz9Hb1OZYnTKRLWpbNImU09po+mud+h8lxHMtUy0dKJz2m6Xetqc65axwu7V5rfZXa01HFb0pFAglx5+USNkM0EGB6toe69pc5ziz7R1Drr3oH+4aBj1vsnDGdjtRMOcAD46IcvRTSyv/76tivuu+bK9msvPLejOlAJMRoIXcVI53hzAmzn8cuphgZsxlaPdXJ1UwM56soDKcC014+VQGURNbOPmWoPjINvvUlYD7RE06AnLkBlMCbTDm02to4Ne7sQ9saEQRr/JgWzO9zNDEI2A5oB6Frv2UwFw2xa9fXeWdcuWvbB+zZvHanPXPCeY4HSUbcTqsFpe+DfvoOffH+OmLVg4Zp3fzDXV8zXV+zqHczW60Ahw/RIHUtDA+ka06kOmwz6kM9Ug1u53szax+hzZuWH26OEjP6mWl3pa0tn63eqxc02y205xsvqpHCMZDjXBGnXifxmrLWT+0sNZP8mkSPWMeiJyGZkHLM6FWeA79VRjxiGgvlDs2ec+rcrVtx411fvmy4uf/e73yjYvXEAB4Cbv/IQPnvbpfjMnw+sXnF680i5PP3tO3YO5euVUWR8ZmcAwr65gH1j0ovTj/HuGp4UnM7gB208UsDGGYLqXQ+UcAFPgc2poZkEeOLFkQ5stzPAPo4CvDWfECNGJIMFbh4DUv1H97qal0h0RtBrTqwg5RI0EkdO+OpnCsP7R2c9+fONb/v6954p337e7LPxuxd+6I2E3ImNU4zXqtUAtXrwyZU3f3vZ8y+t/5P+gZFcJuNJHmAA9cNSTacuvgrk6PRXB9icuSmnjheFM+t7nDA09aYYBre9JBbAeZLZKZtzTkfXMPNE4M4587TP9kglZv0vQc6XpNGyZDqtXd7aSa0ln01uvV1BWHYGE42EXIwzEbmWMZwBEAH8bEOtUOr4iufnPjPnjJUTlltytO2Ee1HGarmcj6uuu/WOUiGbn9ndtmM7cMPQ0Agv5Li0uiNSwos0V+MC6b00TRubDyyOsDmGJd2RMJbW6o7OtrbpZXbMrKEMbtXBjW+aZPkhvQah/SKjfUB0dXxw4ShyJxA59rlR2wMmghpFDGEozTmP15DLN0aZXMfNERpvCWvVSQO3Os9JbU+teg3lxtLpL6/b9MK3H3g0UxkZ5EHEUK0z1AJZLxpw/cR2GF+B1AxmEPpz+lhMlmB25jC4NRbTYWqbyVnqMjsGBk+XVcJ5qgjnv4jUd6YGQVjzJCWZ24tZmtZ8l78b6axNl8HVeQFybp163Uel6qMWMJTLRZSbGj9TLDR9pV6vjMxdtnJS8TVpDK7a+WcvBIBfcy6WNxYuuXLDxk2fefTnL7GhikA1ZLFvVWb40LRY7R+Ol2lPZSnrxqV9pVnJetenDqVlHdfLkTxNxm3K6xEflpKp5ebWeSQMsHJQkEh91bs4+yR/2/jA3aYrVKVcW3tyYCAIOaqBj6YpZ4rOrjk37t9855cinFVZdNbkghs4CQAeR9Eqvb29vzr9Le+46b9fm5YZGMWnn17zWub1PSNAlEHRl+WR3aZiEC6q0qIHCUMV5olAd2IgHgO1naxXncHaRgw8dVDLoBzrzxPgqRiOJVEgAzFaVDiShCVAHofiYQYc6/A8AFq+7fA3xg6iuZeZc4GsHyAI64jQUu2cNv9Ax8wL7u/omvv55o4zgnK5+cQA5ijbG+IHP5LW1taGXXv2BR0NG2/482uuvPWeL7zz+cVvydX6RuqIosiJcMpmaUyMEzGketoSzWZ9IsBD9tfSiO5LtT1zOsq4g9LMLmPtZf0fYR/V1AJ3AkIkGkSDNlaQxvr5dJQrhjadV1jHN4GcCFl/BBU0BhsHL/4ueHFBsaH1s4P9+08acKv/c9K1W7/5YxTzmdz+Q8N3rnl1+1Xbt+z0BgcGUMz5lodFsYzS2UZvC3ud5U1hKetil56r0bWGplqbuBKJHzy99gnZD7YGB7M1uOW7h/L0GE8K9a4Yz4jraRnbi6I0trJPzLoosV1pdC+WIdBJV/LiM9RQKJbQ3NYVtnfOu98vNP6FqNeqvPEPJhs6iXZSAhwAtu7aj3JDsWnT1j2fuPtbjy7fvbvngz37DsQThnoIInPDVYDIYxTswgK4R8CbGD3PWKITMAp8F8zED24bjklDExgf4Gp9AujUAFWgJeu5FRQTukOYEfhxdQECWs9LAt5zAK6WaQdgkHXCqzWGIGQoNbShsTzlwa65730xV+z+pzAY7s8Wpk42ZFLbSQtw1e74xsOoVOvTZ3S1/eOB3t4PPPyT5/HK1kHkfQ8FXw1tk4ytX/GNTbA4BzwF5pToZcLn7YKZZBZalaYIyxtwpzA66Lpk8MkCOfWJUxCngF6xtfIgaRBrpldgJeBWgOdRfK3ilxfpdTxezvgBorCGvuHpaO8+Dw2NLf8eVPd/ivHszhkLPjDZEBm3nfQAB4DBgSF4njdzy7bdc/fsfenmf/7h2rN++nQvL2fBfI9pxvbjGkMWwAnolfSggLfqnlBwu6496jKkMoWN7R5MRC8xPsAZHOZOuA4dl6Eb9CEMbtgbNqCZAbwGuAa7gO9F8L0InhfXe0eEUqEq9ox0R/3BO58/d/nilY1NUzcLEW3PZEuTDY3Dtkn3ohxJayw3AMB2Ea3Z/pZTZl3xyqa+rkVzznhgzcvr57z82i54nKFAJztSs7OCBIaoYUndfNS4JIak2tcOkauRPSmzPVjeE3r2LHkOcUskVxkPoHaBKjchQ5rbjw5HUwMdYtcfiBclxV1oZRCqIWXqerAIPg8AFgH+tP7SlCX7M/sG/mh46JQ9P3mpvusPLj7+eiVvVPuNYHDafvzTNbjkouXo6eld8urG3f98412PdFYGB7orA33wuUAuw+F7grC2kS5KiuiKVvEII6q3jXFnZAo7UvbWWtthbE596Wb4W4LBD8PiulwGlTCK1VNYXBvb3GHtmLHldYk1uCfg8xCeF8D3IpSbiigWS3ujKPvhQucfP5f16yNhUBEtncdXaeqNbr9xAAeAymgFuXyO/fCJl0RTU+nS9Ru3/+XTz609fW/Pga5DBw/B9wSyvmcZjr4CNKeGJ4kqOjrbjWImI5VJ7W0SmEwHoIlTLsApoKkL0tXiNtjtHBtrOcXY5Mzobwlqo7XVeoYInAfIeAKlxjKKDW17WjuWrGtonnWbl53644NbbsPURTdN9m0/pvYbCXC3vbRuMwB89LGfrT6vr2/givWvb248eLAPYAy+x+Epbc4ZPE8xOnOYkBGtSz47bkKaWOWy+FiGJRyAAw7oXT2O8Vg86TK0w/eOi5B4TTxPMbWA70fwuSy6E0VAsaGM1ilzBgvF8vc7u896GsC9peZTjuV2nFTtTQFw1Q4eGsjsP9B31UM/evL0aq123ao1G1jvwT7ksxz5rCdTcj3D5lbeicWYzAG6zehuHngS6Onglm/GOFDaXAVVUn3ilpGZzuLcMTYTnSE2uKUBqQzJAB6vo1hsQqn5VOH5mdtnLXjHunyh5f5srrE+2fdyotqbCuAAsH7DJhQK2ZaNm/act7un74MM0dVPPfOy2LZ9B2MIUMz58H1uA9ZiSWaxehqLKyljBhCQXHHGLNAyB9gqk89icmLcjuk+JIzu8fFBTstJMyuwE8HjdRTyHG1Tpomu6UuZ5+Gb3G97MF+a/nQUVg+1T5092bdwQtubDuCqxZM0de7t6Z15z7f+g7c2Fe8ZHR0+ZcPGTfmhwUEnPJ8sh+y6/TwOK887TZpIPeuMjoGpCgXAFMlUN8AySG0feCrYSSDLlipCl8RTzK1+SH2nWCph+ow5lVKxuBFi+GPzT3tflC+2bgfQo4JSb7b25vxXTnv8Z88iDMIpzU2leeXG0r9s2bYjs2rVmub9+/c3jVZqCIIIAhEyHtfsTtlZG6ScWdsogFV98ESQJ97PDNgVVqEetS+YTAxSI3u0fILN8Dpgxe3Aj/Z7MxW8YYjAwVgW7e1T+uctWNrX0t5dD2rDHxHh8CbOvP0z5p0z2bfmhLffCoADQH9fP8AYY0DhR48+WTvv3OUff/mVtdds27Y7CCKcsXXb9lytMoqRkWFkM3K6DVkLm8H3OTzO4XkmzC4vnvwgQccT4OaaxeNiRxEQRnIGBH0DiDQCCCPHL/cmeVxOUCeNZjm3cRjJ72f8CMViAcViHp1TZ1TrAV5paJrqz5t/2n17d669e97C87IQGBWAKJUaJ/uWvCHttwbgtPXs2wff97F69Rqcc87Z2Vqt/pVNm7d0bNq8tXtoaOh8JurYuXMXDvVXUKtVwBEik+HIZTPwfTmMNYqLR8pZHRi450YyqStPsncQAvVAIAhlGWIeG6w0yco8MeKZX5jsGJEqIyXkrAhZHygWPJSKOVSDPDw/u76tOc87u2YemNo1Y0dn16x9npf563VrX6gtWLgMYRigtXXKZF/6N7z9VgI8rY1WqgDEIt/3r+7d3xM9+tgT2LmnP9fZ0fxn/X2HSrmsh/6+g+gfOISMxzBSiVALBDK+h1yWw/d4rIHjyl2Q4M76EqhCANU6MDQaoVYNIQD4PoPveZqpRTxxDmcMvg/ks4DvCQyNhBipCHicob2tFZ2dbfA9gfa2lmER9H29EpbDqdMX/vTM5Uu8MIy2A1ibzeYm+5KeFO1/AD5G27R5C3zfy46OVq7cs2dv0eOo12qVyxjw/owPDA7X8fOnXgQTFTQ3ZnQQqR7UMDRU0VN9lApAc0OEXCbCgX6ObXsiHBqoI5cByqUMCgUPnMlR6J6XRT6f11q7pUFgakcBrVOXoFrj8H0Gj/OHG0qFh3wfmfYpXSPZXP57YRjUurtnTfYlOynbb0QuymS0eXPnAEANwHcAYHBwEAB+wYA7OUc0MlrDC69sRb1yEI0NOYABHvfY4iWL/2Hr1p0Lg0CEANBQBNqbQ7SUq9i1L4NsmWNvbx0tjQyt5QxKBSl5hIA3pbN7/dpXX/nfQkQCDCgWBTo7WnDGmedAIAvOwRnDRgBbGhp+OzT08bb/YfAJbPt6diEIgnlr1/2qENQjCAClAkNbU4D25gp27c9gw44M9vTWMaXM0NLoo1TgcZVdhvkLFo16nr9p5ozpk/1X3jTt/wNypiCuTd+H9AAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0xMVQyMTozNTo1MS0wNTowMNv0IawAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMTFUMjE6MzU6NTEtMDU6MDCqqZkQAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/d3fzzAAAAAElFTkSuQmCC', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 94059000
{'hecke_orbit_code': 687228322647, 'n': 1, 'trace_an': 64}
-
id: 94059001
{'hecke_orbit_code': 687228322647, 'n': 2, 'trace_an': 2}
-
id: 94059002
{'hecke_orbit_code': 687228322647, 'n': 3, 'trace_an': 0}
-
id: 94059003
{'hecke_orbit_code': 687228322647, 'n': 4, 'trace_an': -30}
-
id: 94059004
{'hecke_orbit_code': 687228322647, 'n': 5, 'trace_an': 0}
-
id: 94059005
{'hecke_orbit_code': 687228322647, 'n': 6, 'trace_an': 0}
-
id: 94059006
{'hecke_orbit_code': 687228322647, 'n': 7, 'trace_an': 4}
-
id: 94059007
{'hecke_orbit_code': 687228322647, 'n': 8, 'trace_an': -12}
-
id: 94059008
{'hecke_orbit_code': 687228322647, 'n': 9, 'trace_an': 0}
-
id: 94059009
{'hecke_orbit_code': 687228322647, 'n': 10, 'trace_an': -4}
-
id: 94059010
{'hecke_orbit_code': 687228322647, 'n': 11, 'trace_an': 0}
-
id: 94059011
{'hecke_orbit_code': 687228322647, 'n': 12, 'trace_an': 0}
-
id: 94059012
{'hecke_orbit_code': 687228322647, 'n': 13, 'trace_an': -10}
-
id: 94059013
{'hecke_orbit_code': 687228322647, 'n': 14, 'trace_an': -6}
-
id: 94059014
{'hecke_orbit_code': 687228322647, 'n': 15, 'trace_an': 0}
-
id: 94059015
{'hecke_orbit_code': 687228322647, 'n': 16, 'trace_an': -26}
-
id: 94059016
{'hecke_orbit_code': 687228322647, 'n': 17, 'trace_an': 18}
-
id: 94059017
{'hecke_orbit_code': 687228322647, 'n': 18, 'trace_an': 0}
-
id: 94059018
{'hecke_orbit_code': 687228322647, 'n': 19, 'trace_an': -10}
-
id: 94059019
{'hecke_orbit_code': 687228322647, 'n': 20, 'trace_an': 0}
-
id: 94059020
{'hecke_orbit_code': 687228322647, 'n': 21, 'trace_an': 0}
-
id: 94059021
{'hecke_orbit_code': 687228322647, 'n': 22, 'trace_an': 6}
-
id: 94059022
{'hecke_orbit_code': 687228322647, 'n': 23, 'trace_an': -6}
-
id: 94059023
{'hecke_orbit_code': 687228322647, 'n': 24, 'trace_an': 0}
-
id: 94059024
{'hecke_orbit_code': 687228322647, 'n': 25, 'trace_an': -32}
-
id: 94059025
{'hecke_orbit_code': 687228322647, 'n': 26, 'trace_an': -36}
-
id: 94059026
{'hecke_orbit_code': 687228322647, 'n': 27, 'trace_an': 0}
-
id: 94059027
{'hecke_orbit_code': 687228322647, 'n': 28, 'trace_an': -24}
-
id: 94059028
{'hecke_orbit_code': 687228322647, 'n': 29, 'trace_an': -6}
-
id: 94059029
{'hecke_orbit_code': 687228322647, 'n': 30, 'trace_an': 0}
-
id: 94059030
{'hecke_orbit_code': 687228322647, 'n': 31, 'trace_an': 16}
-
id: 94059031
{'hecke_orbit_code': 687228322647, 'n': 32, 'trace_an': 4}
-
id: 94059032
{'hecke_orbit_code': 687228322647, 'n': 33, 'trace_an': 0}
-
id: 94059033
{'hecke_orbit_code': 687228322647, 'n': 34, 'trace_an': -2}
-
id: 94059034
{'hecke_orbit_code': 687228322647, 'n': 35, 'trace_an': 2}
-
id: 94059035
{'hecke_orbit_code': 687228322647, 'n': 36, 'trace_an': 0}
-
id: 94059036
{'hecke_orbit_code': 687228322647, 'n': 37, 'trace_an': -8}
-
id: 94059037
{'hecke_orbit_code': 687228322647, 'n': 38, 'trace_an': 26}
-
id: 94059038
{'hecke_orbit_code': 687228322647, 'n': 39, 'trace_an': 0}
-
id: 94059039
{'hecke_orbit_code': 687228322647, 'n': 40, 'trace_an': -18}
-
id: 94059040
{'hecke_orbit_code': 687228322647, 'n': 41, 'trace_an': 4}
-
id: 94059041
{'hecke_orbit_code': 687228322647, 'n': 42, 'trace_an': 0}
-
id: 94059042
{'hecke_orbit_code': 687228322647, 'n': 43, 'trace_an': -12}
-
id: 94059043
{'hecke_orbit_code': 687228322647, 'n': 44, 'trace_an': -4}
-
id: 94059044
{'hecke_orbit_code': 687228322647, 'n': 45, 'trace_an': 0}
-
id: 94059045
{'hecke_orbit_code': 687228322647, 'n': 46, 'trace_an': 56}
-
id: 94059046
{'hecke_orbit_code': 687228322647, 'n': 47, 'trace_an': 12}
-
id: 94059047
{'hecke_orbit_code': 687228322647, 'n': 48, 'trace_an': 0}
-
id: 94059048
{'hecke_orbit_code': 687228322647, 'n': 49, 'trace_an': 96}
-
id: 94059049
{'hecke_orbit_code': 687228322647, 'n': 50, 'trace_an': -4}
-
id: 94059050
{'hecke_orbit_code': 687228322647, 'n': 51, 'trace_an': 0}
-
id: 94059051
{'hecke_orbit_code': 687228322647, 'n': 52, 'trace_an': -30}
-
id: 94059052
{'hecke_orbit_code': 687228322647, 'n': 53, 'trace_an': 8}
-
id: 94059053
{'hecke_orbit_code': 687228322647, 'n': 54, 'trace_an': 0}
-
id: 94059054
{'hecke_orbit_code': 687228322647, 'n': 55, 'trace_an': 0}
-
id: 94059055
{'hecke_orbit_code': 687228322647, 'n': 56, 'trace_an': 28}
-
id: 94059056
{'hecke_orbit_code': 687228322647, 'n': 57, 'trace_an': 0}
-
id: 94059057
{'hecke_orbit_code': 687228322647, 'n': 58, 'trace_an': -4}
-
id: 94059058
{'hecke_orbit_code': 687228322647, 'n': 59, 'trace_an': -18}
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