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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [19, -1]], 3, 3], [[[2, 1], [19, -1]], 6, 2], [[[2, 1], [19, 1]], 3, 2], [[[2, -1], [19, 1]], 6, 3]], 'Nk2': 2432, 'analytic_conductor': 4.854904442893847, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [608, 1, [191, 229, 97], [1, 1, 1]], 'conrey_indexes': [1], 'cusp_dim': 73, 'dim': 18, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5, 7], 'hecke_orbit_code': 33555040, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 4, 4], 'label': '608.2.a', 'level': 608, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 19], 'level_radical': 38, 'mf_dim': 88, 'mf_new_dim': 18, 'num_forms': 10, 'plus_dim': 6, 'prim_orbit_index': 1, 'relative_dim': 18, 'sturm_bound': 160, 'trace_bound': 7, 'trace_display': [0, 0, 4, 0], 'traces': [18, 0, 0, 0, 4, 0, 0, 0, 18, 0, 0, 0, 4, 0, 0, 0, -12, 0, 0, 0, 16, 0, 0, 0, 22, 0, 0, 0, 20, 0, 0, 0, 16, 0, 0, 0, 20, 0, 0, 0, -12, 0, 0, 0, -12, 0, 0, 0, 34, 0, 0, 0, -44, 0, 0, 0, 0, 0, 0, 0, 20, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 8, 0, 0, 0, -30, 0, 0, 0, 0, 0, 0, 0, -60, 0, 0, 0, -16, 0, 0, 0, -60, 0, 0, 0, 12, 0, 0, 0, -32, 0, 0, 0, 20, 0, 0, 0, 36, 0, 0, 0, 52, 0, 0, 0, 2, 0, 0, 0, -48, 0, 0, 0, 32, 0, 0, 0, 0, 0, 0, 0, -12, 0, 0, 0, -80, 0, 0, 0, -72, 0, 0, 0, -44, 0, 0, 0, 12, 0, 0, 0, -4, 0, 0, 0, -24, 0, 0, 0, -144, 0, 0, 0, 22, 0, 0, 0, -44, 0, 0, 0, -40, 0, 0, 0, 20, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, -12, 0, 0, 0, -36, 0, 0, 0, -40, 0, 0, 0, 104, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 48, 0, 0, 0, -88, 0, 0, 0, 22, 0, 0, 0, 68, 0, 0, 0, 28, 0, 0, 0, 48, 0, 0, 0, 100, 0, 0, 0, 76, 0, 0, 0, 64, 0, 0, 0, 16, 0, 0, 0, 20, 0, 0, 0, -28, 0, 0, 0, 8, 0, 0, 0, 20, 0, 0, 0, 104, 0, 0, 0, 52, 0, 0, 0, -92, 0, 0, 0, 0, 0, 0, 0, 134, 0, 0, 0, 68, 0, 0, 0, 64, 0, 0, 0, 56, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, 132, 0, 0, 0, -88, 0, 0, 0, 156, 0, 0, 0, 72, 0, 0, 0, -60, 0, 0, 0, 116, 0, 0, 0, -128, 0, 0, 0, 80, 0, 0, 0, 164, 0, 0, 0, -84, 0, 0, 0, -48, 0, 0, 0, 18, 0, 0, 0, 0, 0, 0, 0, -92, 0, 0, 0, 132, 0, 0, 0, 112, 0, 0, 0, -96, 0, 0, 0, 24, 0, 0, 0, 116, 0, 0, 0, -64, 0, 0, 0, -124, 0, 0, 0, -140, 0, 0, 0, 36, 0, 0, 0, -12, 0, 0, 0, 48, 0, 0, 0, 32, 0, 0, 0, -44, 0, 0, 0, -204, 0, 0, 0, 112, 0, 0, 0, 36, 0, 0, 0, -24, 0, 0, 0, -230, 0, 0, 0, -72, 0, 0, 0, 20, 0, 0, 0, 16, 0, 0, 0, 52, 0, 0, 0, -44, 0, 0, 0, -64, 0, 0, 0, 0, 0, 0, 0, 136, 0, 0, 0, -60, 0, 0, 0, -56, 0, 0, 0, 56, 0, 0, 0, -48, 0, 0, 0, 56, 0, 0, 0, -160, 0, 0, 0, -240, 0, 0, 0, -72, 0, 0, 0, 116, 0, 0, 0, 24, 0, 0, 0, -216, 0, 0, 0, 68, 0, 0, 0, -32, 0, 0, 0, -6, 0, 0, 0, -104, 0, 0, 0, -32, 0, 0, 0, -76, 0, 0, 0, 168, 0, 0, 0, 4, 0, 0, 0, 176, 0, 0, 0, -172, 0, 0, 0, -80, 0, 0, 0, -184, 0, 0, 0, -92, 0, 0, 0, -208, 0, 0, 0, 164, 0, 0, 0, -192, 0, 0, 0, -168, 0, 0, 0, 16, 0, 0, 0, 132, 0, 0, 0, 304, 0, 0, 0, 20, 0, 0, 0, -196, 0, 0, 0, -136, 0, 0, 0, 36, 0, 0, 0, 44, 0, 0, 0, 64, 0, 0, 0, 26, 0, 0, 0, 184, 0, 0, 0, 40, 0, 0, 0, 36, 0, 0, 0, -108, 0, 0, 0, 16, 0, 0, 0, 112, 0, 0, 0, 228, 0, 0, 0, 188, 0, 0, 0, 4, 0, 0, 0, -24, 0, 0, 0, 224, 0, 0, 0, -124, 0, 0, 0, 20, 0, 0, 0, -40, 0, 0, 0, -192, 0, 0, 0, -32, 0, 0, 0, -136, 0, 0, 0, -104, 0, 0, 0, -20, 0, 0, 0, -208, 0, 0, 0, 60, 0, 0, 0, -16, 0, 0, 0, 112, 0, 0, 0, -80, 0, 0, 0, 188, 0, 0, 0, -198, 0, 0, 0, 28, 0, 0, 0, 224, 0, 0, 0, 0, 0, 0, 0, -128, 0, 0, 0, -304, 0, 0, 0, 32, 0, 0, 0, -124, 0, 0, 0, 148, 0, 0, 0, 224, 0, 0, 0, -188, 0, 0, 0, -172, 0, 0, 0, 192, 0, 0, 0, -304, 0, 0, 0, -40, 0, 0, 0, 16, 0, 0, 0, -24, 0, 0, 0, 68, 0, 0, 0, -124, 0, 0, 0, -192, 0, 0, 0, -60, 0, 0, 0, 96, 0, 0, 0, 32, 0, 0, 0, 52, 0, 0, 0, 448, 0, 0, 0, -140, 0, 0, 0, 116, 0, 0, 0, 240, 0, 0, 0, -170, 0, 0, 0, 156, 0, 0, 0, 240, 0, 0, 0, 76, 0, 0, 0, 148, 0, 0, 0, -80, 0, 0, 0, -184, 0, 0, 0, 96, 0, 0, 0, 4, 0, 0, 0, 68, 0, 0, 0, 252, 0, 0, 0, 0, 0, 0, 0, -128, 0, 0, 0, 16, 0, 0, 0, 248, 0, 0, 0, 8, 0, 0, 0, 104, 0, 0, 0, 204, 0, 0, 0, -160, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, 220, 0, 0, 0, -68, 0, 0, 0, 400, 0, 0, 0, 84, 0, 0, 0, 148, 0, 0, 0, 48, 0, 0, 0, -24, 0, 0, 0, 164, 0, 0, 0, 336, 0, 0, 0, 242, 0, 0, 0, -168, 0, 0, 0, -72, 0, 0, 0, 200, 0, 0, 0, -28, 0, 0, 0, 228, 0, 0, 0, -136, 0, 0, 0, 32, 0, 0, 0, 168, 0, 0, 0, 116, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 256874
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '608.2.a', 'level': 608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '19.2.a', 'sub_level': 19, 'sub_mult': 6, 'weight': 2}
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id: 256876
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '608.2.a', 'level': 608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '32.2.a', 'sub_level': 32, 'sub_mult': 2, 'weight': 2}
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id: 256877
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '608.2.a', 'level': 608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '38.2.a', 'sub_level': 38, 'sub_mult': 5, 'weight': 2}
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id: 256879
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '608.2.a', 'level': 608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '76.2.a', 'sub_level': 76, 'sub_mult': 4, 'weight': 2}
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id: 256873
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '608.2.a', 'level': 608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '152.2.a', 'sub_level': 152, 'sub_mult': 3, 'weight': 2}
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id: 256875
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '608.2.a', 'level': 608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '304.2.a', 'sub_level': 304, 'sub_mult': 2, 'weight': 2}
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id: 256878
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '608.2.a', 'level': 608, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 18, 'sub_label': '608.2.a', 'sub_level': 608, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '608.2.a', 'level': 608, 'portrait': 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3PsjOH4OU3KkKlWyum2YjAYkcYJQkiCWp0LNvjsmh1RC8EYwbkVw4WbDPUw5Vzb5/i8IlDg+zAaSPZsS+iNYgJP4ivN8fmAM22femDYs2XAwpKHNlAPJds3xOzc3KFRHyEERLGk3W8wtxwy05SkScjxOZ+jZwTHziacbUf49RFXXdjjx1+rGQ3XceR0ixNzirPzKWcWY04uGA4uGK6+ZIH/+PYlNk9PcfTMOuYW65xb8llYESy5/bjUTVlY0cz3pFm/7QL9ulsvfuCdP7j339aaFx2C5JgQE883NL7p7dse4P/3Bz5JGsfbWzOz7z52/Oz3bqn/FW95xTy93kYWVlosrtRZXAlZaHssdcgPzsJKylwbjswLNs4u8ys/vMQNF9c5cXaG42ebnF30OLNgmFtMODmfcnI5ZcP6Ht9xU5+LtiiaYYgvayyshMwvKeZXYDCCODF4ytCopUxPJCQGjs9B3Y+ohR6eTGnVoTMIadZHCKARapbaIctdSbMuWOoIFrspjdBggGZNsTIUTNdHeFJRr0cEnuTYGZ9Ee8y0BM1QoBQkiaA/FMyv2JNpoRPj+0NqjYQLt434zhtiNk01OTM/xYm5gDMLcHYx4dxSwvF5OLJkuP7yBf7TO5bYND3FsTPr7FUiB7dmuROz3ElY6hoWuoKTHUmv0+Gfv2PIv/uJV5Cw8286Kys/73nqxKbd3/d8Q+Qb3r5tNfjZuXkmW42pw8dO/+x//6PPXP/olx773oefmWfzJo9LLhTcdFGbOFGkqSTVklSDMR5GK4wBDAiRIoXhyMI0v/pnkl9+xzzX7IqZaq5jojFBsxYy2fCZbkk2LUuOz0/x0TsaqGDEpTuGXLA5pdsbcMFswmtfkjKKPQSaLz8astQLaaQjTi0o2t0aG7eFLPZhbh4uvkBy6Kxh71afqUbEqWXFpqmEVEsWunUWuppN62KW2oqJhuLCLX2OnA65ZEfCqXnDSqfOnm0pF2yKOL6QMtEa0e7G3PlYDZBEsebFVw644QLDYs/noi0RF18gCUSdwXA9jz4Xcm5JMr+UsrCScHpRc2Re0E2GvODSFX7pbT02TKzj6Kkpzi3XWFjxWWwLljualW5Mu5fS7htW+oJzA8VyL+aWy5d5y0uX6M19kqXenu9N5S6z6cLvengwGLw3jfsrrcn1zzdk1rx9WzL4577wFWq1MFxcWnnfw4/t+5FHnjymjpzqsJyGzPU01+6c47d+6hxXXtjg7OI0S+0mS+0aSx2fpbbHcheW26lloU7CQgeOLwmakwOuu3iFN79kxJ4tdXr9SU7NN5hf9llsS5Y7hoUVzbkVTW+Y0o00w1HChqkRl+zQGCMIPMOBUyFJWmfXRsme7SnTU0POLUc8c6TJ1bthamKZe56YZsNUxFRTsNj12bMtIooSHjo0SRSn7N2sWe4L1rWGrJ/0uOepmKlGgyt3pzxzLObcks9MK2TPNsOOzRGaiIOnFL5vwBgu3RmzfkLQH4T0hwG9gcfcksfCimC5k7LcSVlop5xYFLTjhN0XdPjem5e5fo9iqj7JqXMTLGRXvrZl7pVuzEo3ZaVrWOzB2Z7kbDvlhj1n+T9/aoG921ostidZbnsMkw2IYHe6buMlf1yrT/2TJB6NLr/q5ucbOqtu31YAX1w4h+d5/mc+8xl/YnL9++66+/4feu7QSW8YS3pDwfJAcq4vmesmXLf7LP/5Jxe5+sIGc0vTLLUbLHdCljoByx2P5a6g3UlZ7iasdBOWO4ZTK4K5nmZyos8NF3d468sTLt5aoz9sMr9cZ6kT0OlJOn1Bb1BIkigRaA2+Z6jXYPOMZuvsENSIZ08kPH0ooKbqvPzaGD9o88izLTbPKh7Zn7JtVtEfpUzUU+aXNVftFcwva5o1n8FQsG1TwsPP1tg6Cw8fHBGIOrdcDUGtz1NHUp47WkcSsGVGsWUd1Gvge4JUC+IE4gQGQ+gNNd2+ptPXLPXgXNvQiVP27OzyllescMNezXS9wVJ7gjMLDRbbAUttxXIXVjopK92Edi9lpWdYcuCea2tuuHiO//Mnz3HZjjoLy1Msdxt0eiHtrsdKVxA0tiW79lz/pydOnvsnr3rVa+MkTeINGzY831DKb982AG+vLDMxOeWdOH74P37pS1/6kX3PHZ5dWumHg0gzGBg6Q013IFgZCM4NJGe7MdfvPMdv/ZNFrtkdci4HeY2VbsCKOwArXWMvud2ElV7Kcg/m2rA0Mgg15LtubnPZ9oQb9hqmmjXavRpJ4pOkijiRpFqQuTOhnzDR6vPYIclwFHPHwy1EXGP31oCbr+4R6WW+eP86rtodMN/tcPJMk+suiXnumEdsDEdOG376jUMOn9LEusVzJzQv2Cs4dq7P4vIUV+2J+dLDA+JRkxdf4bN7e4QRHb7wiGA0FDxxMKRV92l4wsowQGuIUkOcGkYa2n3N1OSQay8ZcMUFQ9744hRFg26vybnlBksdu2+WO5J217DSS+j0LLjbPcNiXzLXk8x3Em68eI7/8jPzXLK9xsLKNO1unXavRqfv0+l59AaS7kAQp+Fow6ad87e87NY/vuii3b+ysrKSTE9PP9+QAr5NAP6F23+P08ceq93w0rf/myNHjvzyY489Ibr9lMFIMxim9Iea3lDTGxo6A2gPBPMDydlewg17zvGff3Keqy4MWGlPsbjSZKVbo90LWOl5tLuKdk/Q6Ws6vYRuP6U70LT7hqW+YHlg6EUJl1w4ZLKeoJOEN9484OrdKaNY4UnDKDZ84msN9p9qsnlac+x0gEedvVsVV+0x1Bo9Hni2z9x8i2v31Fm3boU7Hw24blfAQq/LoN9ker3h0X2Sd9w25OF9hg3rQnqjLssrU1yxp89XHoWNExNce0mPsysr3PfkNA2/ydUXwZ4Lhiivx6Gzmo3rIo6djvnkPSGDWCElRLHhmj0jXveSEXHsMVWHK3YKeoMGnV6dlW7ISs+n3VN0epJ2Dzr9lG4vpdNP6fQ17QEs9QRnepLl/ogX7jnHr//kMlfuqrG4MkG7Z5m70w/oDjy6fUVvIOgNBb2BZjgyXH7FVWbXhRf+x107d3x494U7DgHD57uI63kH+F2ffw+1WthYXu78q+Xl9n9cWOoxGEn6Q8FgaBgMUwajMsg1vSF0hoL5geJMR3P9RYu89RULvOnmlIlak/nlCZY7ddq9kHbPp9NXdPqSbh96A0N/mNIfaHs/MvRH9qTpR4Yo1QSBwXPht68glAajJaHvsX5CsW2DZOcWw47NA1LR4fb7FM8dmuBV1wa8+Npl3v+plKlgHa95UZ+7n4iZrE2yZXOPux6u8103p9zxWMqu9SHNiS73PBbyHTf6tFpzvP8T63jp5XVeeUOHJ44P+fy9PiZpsGNjwK7Ngm0bNeunIsIgRpsU30tRypaNBB7UAkEce/SHAZ2+R3/o0RsqegNJbwC9oaE30PT6Kb2BPdE7A1gZCOZ7grm2YWKiw5tvmeetLx9x+c46C8st2r063X5Id+DT7Xv0Bhbc/aGgPzIMhpr+MGEwTAlqLf1db3hNfOnFF93Q7fWevOaqS/+/C/An7vkvhKFfa3cG/+bcfPuXVlb6chT79DOAjxzIR6ll8pF2O1PTHUJ3JFgaSs51IEoHvOO1c3zPi/pcv8cjTVsstZssd2t0+z7dgTsww+zkgeHIMIw1o8gQJ5okMaQaUg0YkErge4KaD62GZLIl2Dyj2bZxwNRkm688YbjjgYBATnL9noBrLunw8OEeT+6b4pXX+oSNJT79tRrfeVPI9NQCt989zcuvF3zsvohN9Qbf8eIOt99raKgpXv6CIQ8f6vLk/kmu313j2kuGBOEin39IcfdjDdY1QrbPeGyaEUw2Ja0G1ALwfYOSdn+mqSDRECeCOBaMYsNwBIPIMBzqnCj6I0sS3SGc60nmuxCLITdfssQbXtzhHa9OGUUTLKw06fRrdPs2iLWbLPahA/dw5K62o5TuICEMm3pq3YZfbbYmfzOKRsP//lvvfN4w9rzahM164iVJ/5d0vPivfDGSrUaIHFpGEkiEsE04QiiEEEiZogQoCVIZPM/gK03dE8z3G3zoC9v5wgNtvvP6Zb7r5hWuurDHzFSDxXaD7iCkP/DpjzwGI8VwpBhFglEsiRNIUkWagjb2rJcSfA9C39Csa6YnYrZt6JOYHvtPxXzs3oBnDk2wrl7n+os9brmuw9eebvPFr09y08UhG2YGfOZBg07rrJuIWOyM7EkDbJrqsbwQokSNF129xOfvqXHibJ3X39QnSRf58qPridMaL7h0I294YZtdW9rc86TH4yfqmCMh22Yk65qCRk0QBgJPCQdygzZWlyepPWmj2DByJ/Ewgn5kr37LI8FyF6Q35JpLVnjzLW1uuzZm/USdxZVpVrp1+sOA7iADt2IwtMH+YCToDw3DSDMYJQxH2m6RIUkVS/M9Od/h31x79ewF/9cv/fgj/+03/+l7PO/5SZr/bwe4af8e7U4Lz0vf2Vve953Li2dv9kQcNOohQiRYA9tz4JZIQAqBFBIpsGl2JVAqxVcQKAg9Td0zTAwVC511/PEXWnz58S43Xd7mR16zwqXb26yfqhEnNQajkO4gYDD0GMWKJJHEqURrgTbCglsYwjClGSaEQYxUQ861R3zyAcmxswGHT0xj4hp7t/lculNx3SUdhH+ORw9McMFMjSsuNMxMr7DYrrF1RoHUfPq+kBBJPTS87oUDPvTplDPzIbMbFAvdEU8dCtk6O831F81z9+Ntvv70JMNRwCU7Z7h2Z58rd3Y4cHqFY3OGrz/V4PDxBqGQhJ6kGUKtxOTGQKoNSQpRClEi6I0EnaGgHUGsE4QactXuDj/66g43XabZvsGnP1jHuaWGZexhQH9gJc5gZGvT7RUVy9yjlFGUOmBbcA/c1SLSivmFfvi1Rw//+C/+zidXGs2G+tX3f+7dZ+Z7vPfffe8/XID/5u9/DCbehOi+7+d0/4lfNdHpVuApGrUaQtijI4RBCJBCIYVBShtISSVQSuEpieeleErge5rA04Q+1AJDPUiZqkk6I5+llXV85KuTfO3pAVPNAW+/rc3ujSsksceebYZLdimGI+uWpFpijFVrSqaEQcLBU3DknGCQaP78iw1WelMM+wEzdcWWdR47NntcuFVwxUVtUrnI732yRa89yU2Xeuze3uXxIymddo3tu6FZT+hENcJAgjEEvs/KEE7OSS7eGXLZ7iH79kc8ebDOTVes4x+9foE//HSXB/a16A08FtstLtxa4/JtA158aZfXvbBLe7DIn32xTj8OODHn88SRgMCzRACgsVIr0Zokgs0bIy67pI9OY3ZvHvGDt46YbHhsmg6I4jon52r0BwGDkU9/6DlQKwYj6TYYRsbKulHKMEoZRTa4HEZ2G0QwiAX9WDDQHqdOtnniL+6aunL35l971c270/f+O94zWPgQ9fVv/4cH8P/0+5/nhltfqf7pr//VP2rx9d/6/pc8EV66M0DQIIu0hSgD3CCFh5SgpEQpYcGtBJ6n8DyJ76UEfkoQGcKRpuYbmrFmogbr6oJeJOkMWhxvt3jXB2cgjZEkXHFxn0suiBhFAqNTjLGySEqBlJIgDHjyUMDB4zXqgU/Tk6xvCnZvkWxY57FlVrJjs+biHcvELPLfP9Hi+LFJbtjrc9F2jfQ63PFwyHTDZ2YKpieGNOs1FNa/7gwCFnuaxbZhpdvktuvbPL4/4tApj5nJGi+4bIp/9IYl/vvH4eGDTXpDw0rP4+ziBJtn6syuG7FlcsAv/uCARq3Dcyc0TxxWhKFBKo0UTmcZg9EQRYJLLki4Zm+KMB5xHICZZhiFnJn36Y98BiOP4UgxjCxjDyPBcCQZRILhCIaRZhRpRiN7P4y01fhRthXg7sWC5UjQTQzpYMCw/XDrZZec/K3fWLky7iY/8Pu9ub9Kmxvf8g8H4L/xgc9yyY71/u1/84kffejJI//t6/fP+U88M8G7fqbL3m09hDQIYZDSIIVGSYOSPkoaPOXhKWMBrWySI/DtNvIFo0gS+ppRkFKPjNWcibX2pmJNlMAoFgwTySgNiZMaB4+0ePqAITWgnaGshJU7vhKEHrRCuHQDtOow1ZRMtxQzUx6z07Bj84gtsyuMzBLv+dgkhw5Pce2FHru2SnZvX+bBQyNOnJ3mxXsl0xOawBtQkz7KYH11DeghS50ap+c9brqizmUXdnhiX8j6SUmj1uLqvSn/5E3LvOfjmqdPtWj3NO2OYn7ZY/1Ui3WTdaZaCRONhOlGxGtviAn9GF8lKKWR0n4vYwRaS6JEsbSkSBKPKFFEsWIUu/tI2i2WtjkkFowiwTCCUWQssB1jj2JDFFtJMoodq8cwdODuRpLlGLpxCoMBV12wzLt++hyvvPxU2F7w/psIP6JN7co/6pz5cDyx+fv//gP8fX/8Wbasn/Ce3nfsJx5/4tDv3PfkUZ/mJLffJ5FS8ms/vcKlW7t4UiOFtoGk1HZTPsozeErheQrfM/iRJPBKAA8UkTs4cWyIEk0Ua+LEBllZti9JjbtkG7S2wWSWLBEucPWktdtCH8JQ0qhJmjXFZEsyPQEbplN2bO4z0VrmI3fH3PP0OlYWJrjiAsXOLR4XbR8h1Ap//ZUJNjQU6yYl66dG3P2k5NSc4uLNEKeCCzekvOSqEfsOTrHYFiy1W3zfyzo8tG/I4dOSZk0S+JNcvhv+ww8vcPczAz5553oWurBjQ8pyx2OqpZhshbTqAc16nVqoqQUpvqctIUgDwlgiB7S2V49US5JEkKSSOBFEiSCOJVEsGCWW7aMERpENUKNYE0WaUWIDVfuaYRg7gMcZc0s6saAdw2CUQNTjyguW+fWfXuQ7btT0ehMMR8/5BLX3yqihhH/B7589+olk087v+vsN8CROxHNHzv7MI4/t/41nnz3mTzc8uglETHD7fYpBpPjumzv80Ku7TLYSVL+OJzXKS/GUxvNSfM/DjzwCTxL4ipFvAR0Fwh6YWBDFiiiBOC4svyTVJKnJwZ2mBuNY2xgLbAAlBUoKPE8QeIIwkNRDSaMumGgYplops1MRG9Z1QS7zl3cpPvT5GdbXaly5Q3DBZp8LNmt2bFrhM49olpbrXL1dMjUhmZ6IOHrOp9P3UArSVNKqK7ZsTPj6E5qVjubsYsjluxu89Jo2X74vZLoJYRig1CRX7IafeM05fHmOj909zbOnamzqxKyfTJhsKlp1SaOuqIceYeAR+tbD9yRIafLviLEntTaCNIVEC9LEnnBJakkgI4g40cSxdmRhiN1VMQP3KIahuzIOnCTpJMIe1+GQSb/L29+0wPfc3OdlV0O322IYhURxwLB7xFe1+m81pqQvVfAed/79/QT4Bz54O1rrn//a/fv+47P7jzcna4ogNSgh6AifkWjxxYcV9z1dY6G7yDu/r8/MVEJvkOANQ3yV4sc+gecTeCmB7xHEmjCQRJEiSgSRY5+cjRJBkih70FJjrT9tSLUpWLvE3EJgbTaFvTIEUA+gUdO0Gnawz+zUkI0zy9y7L+IPPtPk4PFJLpj02b1JsG1jwLaNgou29RD+Ml96eJrpUDEzKZlqGqZaAyZamsC3tqfWMIo8VroxnX5Ku6eYX/Hp9lvcdu0cn72vz8EzLephjKcChJhk91bJD926yE2XnuUDn57kwaen2dqVbJyImWgImjV7QoahJPQlvuesQyWQojiRjXGSxRR+f5pqUpfqT3JiyIBuAW2vgoaRA/UosZJkkAg6sQX2MErQwyETtQ7v/L5F/uVb+9SDkHavzigKGcU+UeQTxR5R/0hzFIlfm1h/nTq671O/vfOSN/z9A3in08X3/Z99/x9/7D+eOnlishkKEm1QidW7nhB0hUdfNulEHv/1wz4PPbfC217Z5dU3dFg3GdEb1AjigMAPCAOfUeTZHRQrokARJZI4kcSxu08dwFPHUqkg1eQWoDHCYtvYIFZIJ02ULaQKfE0t0DRqCc1awmRrxIZ1XTqDHv/lrz3ueHSGbqfJ7vWCCzYIts5acO/cPKTVWOJDXwo4dabJZZsF0y3F9ESKNiO6A4EnLdi0sSw+2UiQKmG557PSgbmlOnsvqPNDt63wl18KOH7Ox/dilPQxpkWcKq7YvsSvvKPDlx/v8YFPrOfMyQabJ2G6ntIMU+phEZ/4nsRTLnB2+QT71YsT3Z74oFNN4q5wFuiWHJIUosQCPEoEo9SxdgK9RFpgx5o0GjFZ6/LaW5f5gVf2uOUqjRQNlto1RnFIFPtuc8culnTPnZvsjQ7edtMrjvz2HZ9+L6983c/+/QH4f/j13+Gn3/nL8tqrLr/2yWcOTdY8gycEUWIKL1safCnwpaAna3Qij9vvq3H3I01edX2bt76qzy3XRUy1QqIoZBgFjHy7k+LEd5JEkSTKgVuSpIIkkaRppjeF09sCPcbc1k/XKAW+0vi+1bDNWkyzHtFqDFCqy1efMnz0ngnufHg9m5qKyzfDpnWSTesDtmyQbJ2N2L1tmYcPDvnE3RuYCRQzE5KJpmR2esj+k4a7HwmRxp5MaSoQKF5+bczdT0TMr9To9FIWlj22zrZ400t6PHaozRPPrqcRJCglAB+dNhiNFFs3hvzALctsnjrLx+6p8/XHpznVqbEuFEzUDM1AUwsg8FI85XIG7vuW89YmkyzaeuYZoycO2EkKsbaEEacwSixj9xNBL4FBrNFJxEzQ4+UvWeEHXtXm1usTGl7AKLZ1K1HsM4p94tgdrzgLcCWjSNDun3nNFz554a9PTG745Ts+/d/TV77uZ769Ae6mSdXmFxZ2/F/v/sO3PfXUvp9YafeohZI4MdbPTmxCQiXgCfAlhFLQlT6DRLGUBHz0aw3ueKzHjZd2eeebe1y1O2J60iNNAwbDoLLTklQRpzZhk2pFmggSbZ0DbQRaF5V3Jge3dWw8pfGVJvBTGvWYejjCUyOGyZCnjmne96kpHj04jZeG7J0xbJwyrJ9SbFgXsGlGsmU2ZteWLnMrHf7ki01MXGPzBsFky2OyaZhoRAzSFG0UgRQI6RhcK5SnSLSmO9R0+ikrXY8zC3UunWjx9ttW+M1zdQ6fa+B5sZU2xiPRNUaxpNsPeMmlXV50aZsnjpzgfZ+cYN/xFvNLdUIpqfuCVmioebb7yFeOWOT48SIPuLWGxLk8Vt5BlAoibYE9TKEfG0ZRgmci1k/2uHpPl3/5fStcf3FCq+ETjVp0+qGVIklGRsVVN3bgjtxVdxSN/FE8/2/jhMR4G3/jUx/9veEbvuenvn0Bvn//AZrNxiXP7jtw3/Lygj8c9UUtVCSJcdlIk7O3FDYQ8hIIpCFUgoES9LyQoe+zFNX43EN2AOZ3vKjNm14x4IqdPS5YP2Cy6RElvuuQ9xhFHnGiSLQkTZUDtkRrMIgijHHgDnxtGc5L8b0YX0WcWU44cFrztSc9Hjsywf1PT5HEdTZPGDa0DOsmBDOTipkpnw3rJJvXJ2ydHTA9tcRffxbufWqKq7cKpicEE01Jq6FpNUZ004jAV3iJlQrGWAeDkaQ/TOm4Aqh2z7DU8Ti3NMHNl/X4jhcu8YefCmkuSpSILSC1R5wEjGJJf+izfqrGDXu7vP+dPe5/tsNjR3zue6LFiaUa+xbqhEpSV1YeBZ4h9A0KR+Rut2RMnhor52JtmTtKYRBZqRKbBJPEtIIhezcPuGxnn+95ZY/X3BTTCnyGwxbddkCUBESJRxz7DsyKOPGIE2tTZlIyk5ZJKugP+6I/XPrlsKFS6c/81l/+2Qf6b33bP/72A/jp02fZvHlj7a67vvY9n//8F/1o1JeN0CNJjQt0LMiVBJVaFvdSY/VvCn4CNWWop+5SqEJGgU87qfOXX5ngC48M2D4z4PUv6bJpOmHnphE3XNJHoJhZJ/GUJE09tJYYIx1zZ9flLHmkMcI2BQxGGuklfP1Zj0NnJJ97oMGB0y1WVuoEwrdsvU4z2bA++FTLY2bKY2ZKsHFdwub1A7ZsWObep6002Trpsb4FE02PiYZgspkgZcQzxxTtvmJb0w23NTCKJRtnBJfsGPHVeUN7YOgOLIsvrIScXZzizS85x9NHF3nwyVl8ZUDEGANJaiXaMFIMhh7tXsB0q8nLrurxymv7LN42z8HT8NkHaxw6HfLQvgbC95gfegwXFVJIhBBOkwsHcuNAbkiNxqTWxVo3MWJSxFx/2YCdG4dsWRfzhhdHbFonWDehGAwnWVoJLIhTjzj2iBLPycZsk2OblZFRKkkS+326/R5B5P/Ki15yo7zmuhf+5qtf+93DmZmN314AD8PAO3Dg4L8/eOjg/9HtdWUtcOCWIKRlb5vAMUhpge65Bl4/tWWpQQpBYqgrQVMLhqlg6PmMfJ/2sM4TxxIePzqD0DHbNwy5dteAyWbKLTcO2TITk8YJRrsDZwppgtOgUhkiDfc/Uefpww2CmuSRQw1OL9apeR4TgWTHOsNUTTNRM7TqkomGZLLlMTXhMTMJs9MJG9cN2b6xQ8oyH7pjisXFCa7crpls2R7LVkMz0YgxJuaBpwMWl3wuWmezi8bAaCTZMCV54eUDvvpoSncg6fUTOj3FctdnbrHJ5bsHvOOVbR54ts6RxQmU0EDsakx8l6AR9EeS3sBnpRcy0WgxPTHkhj0Dbr58yJnFIU8e6VCrpzx52OOBJ0JSIxFS5NnjXJcbA0aD1qSJYdP6hFtuHDJd11y1S7NtVpCkHlo3GMU+C8v26mkbQ5xUdGydxUVZnU+SCOK0YG0LckHszIDUeHQ6HXn82KF/u352kzc1PfMfgOTbBuCPPHg3d3zxs0G7033bM88+FwS+xBjrw1oGNyQCpAKZgkysTPGkwNP2Muinhji12cRYQy01NFJBrK0WHAWCKPWJtE+sDafaExx/QCNVyucejWl4Cdpoe5CM7VYX2REU0m5SooWi3fNJIo/Qk7RqhotmoBkYWkFCPYRmTdCoKVp1xUTDyxM9M1MJG6aHbFrfJdHL/NaH6zx6YIYL1hummsKBW9CspzRrEc3GkFq9ju8CPeFkQaoFUeIzGAxZGWqmQ1ur3R1o2l3FciPg+NlJrrlwxC+8dY7//GGPEyt1ECnaJGgNceoRJdLVjih6Q4/ewKfdDanXGtRdsPzyqyL8IOKGPSnf99JhnkgTQuelEZmGy8gh1dZqnGoplAwYDj0WVjxXcWnBnCSKRNvYJ0mz+wzQ9nEW9Gegtp67tEFsIlww60Cu4fHHnwgWlvpvq9eb7/rynXclt77iZc8/wJ968mGkEOG2rbPvO3jX0xeEgcDTijQ1JNIGc6m7V9o4YNtI3Vp5Bk/ZL+vrLII31rbSxu4kF+XH2gaQiYYolKRNSaI94iRkIbIZcGOKvIEQtjzVc9LId9nKTU1DfdoQepqa06Y1X1AP7dYIFY26R6uhmGgKplua6VbC+qkRG9b12Lpxkd//tOZjd25g46TH+pZmsmFPhmYdC/B6xJklzYFTIfVA2KQLWaWfYDjy2LMlYdPMiG4vtA0dg5ROX7HS82i1a0w0pnjry85x4ORZ/uhT25xlqNE6cZ61xyjK6kck/aGiUfOohz71wBaNBUFK4CeEfkotSPFEipKpzRoLg5C64pNnV780lSws2YkFWmf3woFckmiJdiBO0wzQDtQ5kC1TJ9rd5++52nXn1mTPoyTluf2HLnjpLS9/30Sr9VP33//g6Kabbnj+AL60tMT09HTjvq9/+T3PPP3oDxsTiVrg6qtFAW4LdE2qbdYwlQalNGkKKgUvs6qcb52VeqZjFlb+PLO3XGbOmAzc1c+XWZKZPPKc5x1Ig++5uhYPQl9SCwS10CZM6jWPZl0w0YDJZspUK2F6ImJ2useW2SUePzzkT7+ylWYtZNOEZrIhaDYUjbqgWXc+en3Eo0cFD++rsWva/n3hKFwb6I88XnCJYe+2Ifc/MUk/gsEwpTfQdHqSlYbP/HKdWjjFW25Z5MFn5nnyyCbsKatJdUqijUvG2HqSwUjSqAnqoaIeakLfdwDX+J7GVzY7rJR2UtEUTF7ab1lCyCaFRO5GaZfqT3XJik2lc16Ea7iQDryiBOLVuYkC2K6MwnnwUTT0HnjgoR9+8Ytu0q9+9at+bmVlpT81NfX8AHx5aY5ud+lfHDt64McW5s/gKd+GLsImGNJU5OytlSBJNak0pEqgUkGqDJ62X8761rZOJE2pgFq7LGRaqiPJkxWZBVgGtztgmWsjpU0uKWWzlp7r1Ak8CHxB6CvCQFALFLWapFkTtBqGiUbKZDNhqhUxM9Vn88wyjx3u8y8/sJGTZ6a4aEYz1YBWXdKsK5o1aNRSGrUE3x8xiAye9AgVuebNJEqcSNLUpxUkDFNNbyRt+9zQavJ2V1EPQ2pBix2bYv7Lz6zwCx8QPH5gIxhJqlPSVJMkMVGsGUUew5FkOJLUQwgDSS0wBIEi8AyBZ0HueSYHuHWzTEmqlEAO4PIHJgO4EXlNS1HbQg5ye9xEbjXmhJUBXBegzh9rV0rhMqrawKlTp8Wz+/b/2O7duw/Fcfxr/ysY/Z8G+INf/xT9zsltR48ceEFn+SS1UKG1swOt3CWRoLR9nmphQa/sl9FKOGAbUmXyhIPNrokiy1byao1jbeNqSUz2uIrtAuCS3LmRUuBJm/iw7C1dZaJ0YJBWotQMzZqm1UiZaMRMNiPWTQ7YOLPCIwf7/Nv/McOhk+vYNW2YbuA0t6JZlzTrhkaY0qpHtPsJH7+njkk9AmUDayEK7zlOJEp4vPHmLnc/HdEZ1lwLWEp/oOgOJI2eRz0ICYMJdm9K+I1/tMgv/qHkkX0brOevU2vrJakbbyEZxYrhyH6nMBSEviD0jfu+Nqj3lEEpJxsFrpoTR07F3iyYPEvxU2Jzay3mgM9JqQB1/jx7bwzY+fFPs8faHXPB/oNH+egnPvuCyy65dNtf/NUnTv7AW/7nirL+pwDe785Tb67fuv/pu9896M69SSdtwsB3H9J+kcwpSVMnSzQk0gFXSVKt7eO0ALcp1Yzoyr3doZmdVTgkpmAbinR0lqkUJYArWdRn+J5NZfu+tAAIBLXQjlirh5pWPaXpwD3dGjA73bbg/oN1PHVkll0zkvXNlMm6LZxq1hWNEns36hFGRJxdmkAKu8yJrGQRLaNp47Np2uDphF4iGESGwcg2Q3f7knqoqAU+gV/D8ya5YkfCb/zEHP/2D+DhfbOkRhGnmqRUNxJFmlGoqAWSILLfL/ClO6mzQiwLcLtfnI1bAXn5s44BHVeZmJkuJiuHoMTs2fOxq3GpLijbdBnk2WtacG5hBSPOvOnKK65I3/r9b/xnt87Nn9q08W+/Stz/FMAXF84QdjsXdzsLbx72F6gFilRrEimQDtAyNaQSUiXcF7MSIdsBqUvEZF8wB3O2OZbOgG7KzE25aMpUjojIdbdwxokoqgWVxPMygAsC35bG1kJDPdTUw5RGLaVZT5hojJhsWnA/fGDIv/n9aZ48Osv2acVsUzNZFzQbkkZN0ahLmjX7Oxq1hNCLuH8/nFkMaAbOKhXWmssv91rSH3psXie44qIe9z3doj/K2sG0CzoVtUAR+IHT0FNcviPlN//xHL/wfsPD+zaQGMfkqSFObf17FBuiQBIE0tWmyPyK5XlOpklykGcAzwqz8r0pStIvk4VYtyU7JqkRDujkwNbl5470CmAXxzkHemryK3b2GDxOnZ7nzNz8m5/bf/g9nW7v1P8WBj984EGU5289deKZ3zh84CHbpCANUoPUWFBrV3ehIdGgpZUWauxSpjVoJargdo/zstYM4Ni9mzNKwTGOdUrs7XxeJa0sUoq8HNY2TUDgG1v3HdgCq3qYUq/ZWpRWfUSrOWBmssMjB4b8y9+d4dnjG9gy5bGhoZmsQ7Nuq/gK9tY0ain1MCbwRzx1yGN+vs6FGylqQdw5qZ2TMhh5XLRdcMXuPnc+rulHkkGk3TwYTW9gqwMD38P3AjzVQErN5duX+a8/Pcc/f5/h4ec2EGuP9am2AI8hCm3tdhhqC3B3tbIFWMJtrk5FFlJOZGB34B6/ZaSSAT2TjeMpf21crFSJnQpQF4+LuCoDdsb82l2t77r7fmph8BuXX7rnzXfdff+pl730b7cy3N8K4GeP38uv/MKr+Zl3vm/Lwtzx60mWCH0fbTTaCFSmrbRAS6vNlDakOXMbdInFs7PduiIZu1FhbJtuL5gbU7IC3ZEoX1bLMUCeUFJu88BXhsAz+L6hFmhC34K7FiY08kKrPusmuzxyYMS/+L0Znj1h7cDZhk0ANWuuRLWmrOsSatdwkFALYqQa0Yt8pPLwlUEpHIsXAEnTrOnApxnEQEI3Cm2rWKQZRin9oSQMlAsUfXxPo1QDKQ17txr+r5+Z45+/V/PQcxuJU981GBui1DDyDbWkpMF9ja/sSZ61/ikpbW7C7acM5OX9maf1x4L5Qq6UpKPOau0LsGpTgNmUHp/3Pj85wBjJmbkVvv7Ak9efW+xu+Wc//cOnvvDlB3j1rTf+vwPwJFriP/3mx6a6nTN/MR8dCZoNe3nMLSSZRdiZKyJKkqR06UrLQWOmr6mAu6y1y1nJnLldJic7GNmWuybZ5i7DnjL4vgO4rwl8TRik1IOUWpBQr8U0aiMmWwMmWx0e3Jfwc+/ZwL4Ts2xo+czWNZM1Q8sxd6OmaNQU9ZqxW6iphwn1WsTRs5o/+WKLsAZ+yanIPrYxhcXW7Qf80Kvb/OlX+pxbqDHI2sBGmkGQEg5lUf7q+SV7z3DxNvidfzrPz/+3lK8/s4FBUmM2FUSppuHDKDbUAkPoZSW09grmedoBXNhmbnely8jByqkM5AKEAVNQekYwZdmo88DflK7Aq6/M2X2Bh7LBMC51DIlWPPr0iWDvxZf89cnTp7976+b1T5Rh8HcKcBU/IIa99KZ+u7+hFiQoZTtCtLOJpBZWhmhRuvyISgCiDY7FxxySDNRaWE9bF1o7Z+7SZ8l2dzkwkq6LRYoyuF29i6dty5unHcBt4qMWJNTCiHotYqrVZxj3+OyD8K4/38S+E+tZ3/IsuOsFuOs1Ra2mXGLIBqa1ICEMEsIgQpPQH9WZDASetM6SyEPg7GS2nnKceLSaCk+MGCaaQSzyRt5wpBkGmoGvCHxJ4Ck85aFU4E4aw+7Ngt/8yRX+61+k3P3Mek51WwxTxaRvaAWaKDWEniFMDIGXWaSmpMNFweDO6cnuy9Jv/FYck5KjlcdLBejLtefFMTclIBezXMqgzx7HqT1R77x3367LLrv4j0+ea9/I3yKN/y0DfHnhEEZH39k9+qe/Hw/PTvl+ACJFCmm97dwuEmgji0aDDPDGFADXGWuLIpgsOSXliH0Vc5cAnh8EafKETiZPlHMKMlvMdz5w4Flwhw6QtSCiURuxfqrHfHvAb/5pgz/+0gYiM8mGlmK2rpmqGybyFL7t1WyEdsZJPbTjKmqhPVF8b8Qdj/ik2rds6WpvhCy+R9E6JolThRQ+t13X5Xc/tZ5u7DPpWLwW2WlRGYP7SjkGd+wqDEYLLr1A8oFfaPNndwz49Q9u5MzSNL0Jj+lUMZFo6r4hjI3zw20MYvs2RclNcdKuDHDh2LzMKGWQ5+RjCjKqSJVS3bkp5zBMVvaSJ+3KoM7Ab2M4QWIET+07zn/7w9s3/fLPf89rnnr20KevuHT33y3A++2DYPTP9XrdLSBRUoPnGFPbxI3WklQK92Uc4E0Gepd11OXIW5SkSLmlTJyXucusnZW/5uztsqc2ieEOoqdt3ben8zEToZ8Q5OAeUK/1ueMRzV9/dYK/uGMDWkywoSVYX3OypAaNmnCgltRCRc2xdy3Q+ZUg9GO8YMgXH5pCpz6hIgdNrmuLmiZ78FKFkh6vvr7P+z8W0U8Cy+KxyTvaByNttbNnZ8MoRc7gdv8IpiclP/rqDnXvDH/z1T53PLqeuaROP1BMJpqG75hcQeAZF5eYnMWzE0e5wrhc8kkX5YxnO0usk7F4Bvpx16tg8WqSzlrDWUa6xOKm5KfrzLQQdNsrW55+7vjPKSk+/XfK4P2VZxDS+/Ezh/78RmnmkZ4FpNLG+dkO2Nrk5n++GWGdEl0CeR5UZiwuirMf+9pawK4APAM2xkX/LjOniqrFCriVrckI/JQgiAj9iFZ9QFAb8Gdf8HjXH89ydHkdvl9jYx1mQs1ETdvsZGjHpNVrFtx1x961wLgA1V4R6mHEUkfTTwKUpwikzl2KiganuLoliWIUB4TegKnJPu1Rk2Es7dSowBBEtnbdWpuqCA6FXUwLVz+itWCqJXnrrV1e/oIFfuOPRnzw87MsxS0GoU8zFrR82wQRKpGD3Jcu8VO68uWBuijt6xKLj5N5mYiqx7HK4AW7V+Vp8VwUZRgO+BnQtREcO73C7Xc+ceO//dnv+fEHHjv4hzdec9H/OsB1fJwHP7aDPTe9/0UyPTkbBhHGeO4AGaSx90oLUq1RlU4aUWFy4xoQivRvUfNQlSSlUtcKsE2+gy27lIYEueDLk3b4jZdtXmpb0ryEIIgJvJh6bUQYDHj2WMrf3F3nTz67nlPL0zTrPutqhunA0KppGiE0XQFWLZQ2lR9KaoH1zmuhDVRD37J3qznkC3crDh5uUM8SKpk7UUJIJslSV6gUxR6X7YaXX9PlI1+ZoVv3aCV2eOYoMgw9jefrwuaTsnTimEpiJkklmyd7/MqP9di9JeYjd0/y5NEphl6dXurR9ARNZQi9bA6MK0JTdn96oohjshNTiqoNu4rJywB3XzBrEcwBXgb/WC3ROOAzQCdlkBvbF/rU4YXZD37qgRf91r/+pT88eOwsF+3Y9L/I4Mk5bvzup/9x58yHf8QTpyAIXfBoq8yUdpo7lSgjMEaTamGDxQzsleKdwhLMHRKqTgkZi68F7lXTrwpw21kq9t5zhUW+l+B5KYEfUQ8jgmBELx7xvg/X+MCn1zO3OEWs6kw2FTOhYSKwwVkZ3JaxlSvGEo69LbhrrmqvFsakaczTRwP6cci6wF3+ZQYKUflu5UAzSRQTyuPynRF/7Y3oRh6DQFCPnXaONX6kXaGUREmBUHYKl3CH0Gp7u8+TVDLR8Pn57+/xttfM8Qef7vD+j61nqd9i4IV0fUXDE9QVhEpboEtjcwXuM+cgzwFuqvbhGI1XYqUyg69icjH2fDXY00yDuyyp1eEw0oqnTy5zyenFH3nk6U8/cPLs4gf+lxi8s/gsbX1JI1j6z1ea0ROBr2KEkCitihJKt1M9VWToKgxeKtQhlyMZY4vSmV4UI1XooXRZLMDtJmGV2NsWENlKOU+lbjhngu8l1GoRoTeiPUh44AnB798+xZcemWaxP0GtFjIbwGSgaQWGZmCoh1aW5MwdKluvEkrCwEqTml+APPATGrWIueWE27+6jhEegVcCd9ZYlGnw/HJs92GcKozxeeMtHd7/mT7zKw0GiWAUWwchiMGP0jxB4yllnQ8hi99dOXFsd1Ojrti0bsDPv3nINbtP8f7bJ3nswASLvSZDFeIHiponqUsIlLFVlq6kOMtwVkFeAnpxQWL8kOXy0ogqc1PYw7oE+OxxBvKcuY0FdqwFkYHIQJoY7nv4ueB9f66ufP9/+vHGI4/t7193zd7/OYCn0UlkuvQdvYH3z9J+xwY6MsE43S2NxJRAXlSdyRJLl0Fd1tsFyFcxdgnYdj8aG+SMA1tohGNuWQK33RLCMCLwI1Z6CXc8IvnYXU0+88AU8+0Wql5joqmY8mEisEFYIzDUA/K68AzcVpooK00CQ+iAHQaZGxMT+iMePyRZGISEniSQNsGjSpf6TDJXOtpT4TpgPNbVBddf1OOT903TT3yGiaAWG4LI+veeZ4NNNbLsbU+gopO4uPy76j4jiBOPRs3nu1864OXXLfG5B7p89K4m9zwxyblug8gL6AcKX0oCKQglBNJpc1FYruW2w/F6lVUBaCUpV/rOpZMwCyyzdL82runZWDmSGIgd2O3r7oeV4Pj8gDiR/+zTX370zpXu4KP/UwxuzCKwbnaw8JHvGg0fdJoWjEkxUqKNlSfGlAEundbOpImVKgYnWRAVzU0F4KspIa9sy4JJUZ5haBy4UwtuaQv5A9/KhdCPmW8nfOEhj0/f3eJj906y1Gkighphy6flCaZ8C+y6b6hn4A4EtVDY+vBAUvPtQJ1aQM7eFuDaujFeQuDH1IIRn7kv5PRynZmWsJf83IVYIzDLJUqhw9dPebzuhT0+/rXYAjwWjHwIEztNyo+0tfZKZQiWVUsgpyCS1DVhZ7+/WRvxtlcO+M4XLvHJe3vcfneDux9rca7dIFEBg8CzY/KkwJcST1hG9yUoYQc2SUoOiztjv5FcGZcqGcGllOxSB+jEMXaanwA2K2p/YVokR4DPf30fl+3Z8V3/+sdf+dWXnOrN79ra/NsB/PTZObRId9XS4Y9MTx4iTUPSxH4TbSRGq5yZLWOr/HEOZsfqFfaGkg1YkiVjQWW57LUsS4TrRJEZa0s7zzDwE8JaTBInnJw3PH3M408+O8W9T7c4c65JGtbwWnYBpwkPml5Kw7dztWuuo8cydAZuW5FnwS1ygIeBIfS1ZW4/JfBt7cpTRwzPHq0hpE+gKGUchQsyC5ivAqFL+CSpx2U7h1xxYZd9p+r0fUkjSS24FUSecUTjplZJiSRLykj728uWnJOMtizAI0l8BpFPPRzx9ttGvPq6Fe59ussHP9vkmWN1jp6rk/RCkrrHyPOsHHVz2T0pbU29sJ35uXRhTaVC+ZDmtSusZmxNAWhb+pyBOms/TKv3GEgFp57rMOV3fySO595L2p7/WzH4f/2TO3jnu/4SP5xV6xsH2bsx5JarEq7cnbpTUaC1ZYYC3I69jXst09ylJuDstRzkFCAf3zUVnztj72xAp7DA9rwUpRKESphbgjvu9nj2aJ077m1wplPj2LkGeCGq5dPwFC1laHqGuudA7RlqPoSBcDPGC3CHga0DCX1J6ENQYe+U0NfOdkyo10ccOgtHT9dR0rPyRJYv7Yxp5bEAK28F87hwi+HizT2eOryOfsOyeOiBnxj82GVnlc4zkLZ+JHNpZL5PtSmkorXaXKtZqogTnzAKWD8R8T0vHXHTpW3O9tp88esh+46GfOHhJnOLIUb6xNIDpYikBLfSRpbKl4iiOKsM9PI8xDGQF4xunE+e0b0uNlz5aQZqV5wiLO9z5e6Il1zW45KNn0YvPqbC/gK9cx+jueFN3zqDv+E1r9t432OHPvCBv3hE+OkWLtw+YOuGiB97fZ9Ltsc06ikXbI3wtUToDOiyKlVMicFL8oQc4OcBdx7MFKytpEG4hlmjUrTRzM/D/pOKv7qzwSMHQo4dr9MdhfTTELwA2fSpKUHDg4bS1JQDdbma0Bf2uQN36MpMQwfynLmz+hU/dcxtwR0GMZKYdl8SmcCmwqW2wy9F1QMvM6zJyhKyNrBUEqcewihazQgYMYh9hp6gnhhXBuuSM0pbJyWvvZGlUgBZAKr8N1KZA9xP3Bjl2CfwA9ZPRmxeH3PF9hHdqM/RE20eOxDwl19usO9EyOJ8QGI8EqXQQuUN3DY9a8/eosFbjB3N7IEpnhnH5xlTUwK3NjmwldYok7J9W0KznnLpjogf/c4+W2ZTLtxqMOkBEetrPjC14WW3mXR57ltm8H/xjlvFp778+O5ue3DRMPYYiBaPHfF5/FDM3Y82UFKza1vMd790yA2XjHjBlTGp1rQCmKobyBlc2qxlDmaRy5PzXtiEdu1mWde3ZpQYlnsGfDh+SvKVBwM6Q8Vn761z4FiNXhqQGB+UD16AChWBktSVoZGBWlmnIMzA7drVAh9CzzY9hIEtT7XsLQgDCINCxmQgz2pZMvfk1ELKR++Y4Fy7zvRkplmr7F0itSqL5/2NktHIZ/06xffeOuTOR/ucbDfoB5JGIghiiJTBS8CLcdKMQotTGgWBLEpbnYdctJLZCb1JqvC9Aui+l+D7MS0v5to9CddcNOItrx7w3DHJ5+4N6YwUdz5Y4+TJADzJYt9jGCsHaInJLlHns1cKa6U4yylJETTCGKYaKU1fkxrNC66KuOGSEd/90iG7tiUooBUK0tQjTmr0Y4keDS6q1Rq7m7MvP1c+n74hwBeWOvXpidoH73rouYYJfPvfJBit6CQ+mJTHDoY8/myDzbMJ2zYn6FRzw6UR33XLEGPsVNd1LcPeC2NqofsO+RGWrH2zgWM0EjyxX9EfSTxP8tQRn7/+Ug0jJItdn+MnQhKj0L6PUR74PlJ6SCkJpaAmHaildgkNW4MRuDS1n/diks8aL8CdyZKsIcLKEsvemtBz7O0AEfoj7n5CcedTTUSgCFU2urjknowRW+4ilWpzss700cjnliuGvOTqLn955xT9JGSYQOhBlLhZMlmtjXOQrGSQYzo/Y3JRDWjd1SLx3biHVOGnHkmSECU+nkpyF0qphKt3JVyzd0SK5sR39ljqCIwQfPiOGk8e9vE8wWCkeHK/RzRSruZmDaCXwY2t8w9Di4/pVmorELXhTS8b8YJLI3QC2zalbNpgIBIYrUi1XTxMa0WSehg8dP+xhj/7HR/USecaoP8tAfzuRw9w6NhccPrMAqgQV3QCwrODTYzGkGI8zam24dSS1UgPPWd4/+2p/QKJYev6lFfdMGKqqdG5IXoebDsUSAkrPcmnvl5jqacQ0koeUg+Esm1BNQXSPlfCRv2hgpo0hFITOF/XLwHbVw7YrtnY9wWhJ+y963oJXNWebWOz0iQIjGX8wLG28719J0+iJObpYwGdXo2wJQmlK7DK7cxyHWFxrDNPOM8daEmiFVHss35acsXOAaE/sLUpiSBMbKDpxabUjaNt/XZ+EmUhX2bFyqKKLy+fSPNa9MSTpL4kSVMSpVBJlkNI8lyCJ1Oksg7Vjo0JF25JEVLzgr09W66hDCs9wafuCVgZCDf/UHyTyNN+pqmm5rYXRGxZb0jd+mNSWSwYI0kTn7gnS0aGRBtnZmh7QgfqNCJ5NjCjzpp/bhXAT5xZZLHd/7Ffe/8X1kXSd3tOAQqMNxYMuDYevzRwJ7v0BJpTy4YPfqZZNUWrqK4CPJMxUkIowJeYTPPl9zay91zWLRTGSg+XpAjc6gZ+loZWJu/iyeqhbZeLKC2HYsGdSZPAzzS6nZ1iZxlqN34hdbPK7bDOYwuaLz3YABUQKGcPjgWYq43jcnZPuIyddEN1PJLU59U3jPjzz/Z55lyTru9TT2yhlO+KpLK/IXLLVBcMPlYWYGOhzL0QtoNd69zB8RJFki04oFKUp+wiBNKC3C6JkhJFGiE1StiBS1ZGahqB5u2v0QhlXM6ipLfBPS9/eXcSakhiRTSUboakQMdZrCYrMVzZwCjHcnHi01v86rrmln/+Y/Fw/r1+rdq3uQrgH/3cQwyj5O0nTi5MhJ7VWJpS1gnpbJwMtLoEXl0KJgwoAwGcn7ZLIHdaLkdERk1IV/xjk9KetHNNAmHw88ybZTU/q/12ZarZY98j72bJWNz3BL6f9Swqt3qEkyWBBXfgGwLX9RP4qfO8U1vX4sdIGfPMUcmhM3WE8vIESV4nUi47dV+1Uo+RdTClRV1KkloW37lpxKW7+uybGzFIfAaeoJbaOY5eNqFXZXZptS7e6klKThXO2XLNBV7mv9vN8zRJKh3AJV5qAS5V6u51vqyMdE5W7mhJC+rBUBdWrgO5IKuTMdVjnRO5c9ScAUFuRmRWatVmriQNs3gOD+L5CRM++HYh/fd+QwZfXO6gtQl+8b/8tfTTiEnf1fFSpFJTRO5japzvDSW7p/SFyh2r5wV29o8oZgjiuuHd4yyr5kvwhC0IygqZvBLAlSpAXmwiX7zKc/dZV33gSwfyAtzFVnT+BKUmCRuMWYDHJubrj9ZZXK7jTSiCLM09nuJe49tXQG5KboqWDEc+66YlL75mwBcfHNFN6gxSRSMprkxeatzE2nLiS1cCTbvnRW5WFA3POg88Ey3wU5lXXlqAu7oXqUjcoCApsvsiB1E2AmQlV5EBvMhCl7555fiXp2lVgD/mvJUrT2Ec8Aavf1Ku3/ljQRR1oiCYWBvgg+EI4LcagbkhFImd2IqzIckmSJm8Oiwbu6spVQm6D188/ga8XUoUZGBWWXrYAVkK4xIMLrDKunVEAXAls1EI9uDbWnBRAbhtOBaus3wc4GINYDt54ml8364Lb+VJQuDFBF7E2SXNwwfqGBW47F+p+KsUWJY98BzcuU4ujy8W+ew/k3pcvzdmZqZPZ6FBP6nTUALfaXGVlQcLOxZOohFC2vv8L8lKYq2o/3AL33q2ME4re58quyVKWomijJUobjJZdp+thpe1zpXLJjLWLorjCpIrx52r1Go5L5IlAbPXdAnskLO9duUIWku8yL8hTaPfAv7ZeRn8qWcOA2zav/+I9KRGOaBqIdClxt+83JUs+1RNyWZnoh7/EiLn6mIT2RQqV1/iXstAnXfplMFe7rkUFtg50F23uO8K+b2cvW1AaVu2ZL5ZPU5hH/qaMJsE5djbz0Dup/h+gufFSBnxlUd87nm8hah5BA7guf+db6X2r1UMXrB34YnbpEx/EPDiK4e84ro+f/rFiCgN6aeSmmss9twiAjIrb5UgEs14UimTKxrhkiuCojRV2spQz5Y6p0qQegKV2tk1SmtUKnNwqwzc+Yms85IJWRrmKcbkSXGin5/yciYvgZ0SoE0Z9OV9ZwRJDNH8MdlYd3hV7WwO8LMLbWZnJvb++rs/vH25M8BT5Zl/pZakXCMVXRxlIFdEyRiLl/3gMrjz+u68DLaUBhZZ2rt06XdSxXa2FGAvxiFksz9Kc0BcN3kxH6QAdx5UekXHfT7Pr8TcvpfgK8vggzTh9z41QyRCPKkIslr0Ug6k+I5l+66qw7ODlWZpdWfjpamHND4/9YYuH//ykOW0Rj+tUU/BTwVeCiqxfzNOisUFhMsjVIVAick9x+Kea1Dx7CgH3xP5RASl7KwSmy01KCWdM6SRqgRuKUt/t0jKlUua1wL6N7qtlioF5or3yw0yTo/rLnH/uZ1b9/zgZWm88ozyp6oADwOfNNE/fuRs7yXHz/WZrCsLnuygZGdZaVTa6rYywRqkXQF/HlZkBTtloOcVa1SBLrL5gqVZg5VNVNg7b8PKZoA4eeJ50oE86zIvyRIHbL80xy/wLYv7frYahGVvP4x45rDk9GINlI+SwurvNZg7Dy/E2vvDZPNhnAa3DdzZiGKfzetiLt7e54GDDWIvoJ8IakrYYFNakEvX9ymTsQxwnigHjGPyvOCp3CPr/r7Slrk9SKVGpSLvbU2zv5FmI9+kZe7cEjVVBi/Vj2cjmr8VgJfJMQfyKr1evre/35dLmNHTG0DsFEI+s4rBDx89TS3wSUcDfFnIgVXMbL7R82+kukvsXdKmmTwpdka5NLMAd3mIZpHBo5AsSuQsrlQx2CZf/tsB3DI43wDcRYPyOHt7ygaXURLzJ59pcma+jggzeVIeaFnKYlK9ap2vCSBzVDIG11oRJR5bZgXveF2Hp36vRS8JGaqQQWprU7zsuyeUmFS4wE5jXSmdHxmNK4IjCziLqkbtmlhS7QaiKunIQ+djr22JrqbcZJIfq3w8hqkyeEmLjx//bwjyik9Rsjyh5L4UV34tFcPhSC/OPaxNOsh/Tw7wP/rLL6KU4sSxEzQDmxxZ9UHMN5Yg3+yWBRllW7gAd7UMswySCsDdsnhFD2Exe1Cp0hQrVWwqG9mmpJ2NkgHcM26URIm5/bJjUoDcd+v51MOI/Sfhy/c2iEWAkopQFmCrgFtWWdyUGjMLbVkdT5x3+aSSJPHQ2ueVLxpxwcf6PHu8zsjzbeJHujgjYeykMqX97EDuykyNKdmHpoilUjf/MdXguQFNXurmFyqJdABXAjdHpQimcyLKnZxClpSZnMrn+lZBbop6JWNjiMJxKSkBDKlWiIHeo849eKsx+vMVgD/59H6uvHwvP/1/vDskjagFthE1Z50xUNu7klaqPCijufzUuO7sakdIRaZUGLzM3mI1k5eALVWxWnGmv7NZhCpjbjdV1hsDd5Bv1jkp2Fu7hE4Bbt+LUV7E44c95tohKN8u8OQ6+KVgVYND2Qcfd8vKU3J15qLkJa7ZCgoeGydGXLt7wLPHRug0oK9C64lnSaWSXWjT9sUgTTKQZ3IlT5hk0gg899hz+ly5EXyetpKkMqhTl65S40CvgJvcIy+XPZeNhrXtwxJi1nCeoarTRennNRoZ9MIvvu9fcPb0ATZt2WMBPhgMeOqZ59726c/d83MH9u2jEZYM+dIfqVo7ZpXVs9rOp3SWudNiTI+WAVCu3cg0bBXYomDJskzJ2FsWuls55vaVzMe2eWqMuf3SvW/wlFvr3Svui9S1bVruDVP+5LNTLI5CRKjwhMCT2ga9snpyjo8/K++nLDgymHy+X5aSzvxw7UpbJxse73htn0/eO6SX1IiVz0BaFi/qUsqBZim4c4GnLRLRGCQmuy9PM1CZbLHzUrRyYJdOwihDKooFDHLdLwrmziRKEXSKNT7LmFTJUVq8XoWVWKUUyho8e90OM03xWxt+7q2/cfDBOB7+Wc7gx0+cphYGzcXFeV+JhMAP7MyKkl5cJU/WOunWYO+1dHcZ9OV0dla8Py5NhATl5uZVJUp5/FhZpmS6W1aSPr7vRrhlAM8fZ1ZgJkm0A3uK5xI7vpfghxEf+nTIg083QAYI5VFTphJcCjl+RbJfTowhvOKiICoJn3IJrfXFfW68bMDbbu3ygdvraC9gIANqeaKrFICXgVUGjtFgLLizUH+8jVAbx+YSPOPmkbi8gtJlcItSU3LG4IWlW9HhFPFUfvxX6fEqF695K+luU1IR5Ta94SjBX17yW0unm2kyIge4khKlbPlk4ItcFuSzLLKDUsb1t5J9X4PFi7S1qLxWLi0tWLA0n6PC3hlzyyqDu47zcqA5PnizornLkkSVPG/P+d3K2oKeso3LC0uaL93bYqFXg9DHE4JAmGI8ROZHS7GKxdc8Zjlrl4O9smVoK+ii2GO6KXnli/p84p4hZzshkfLopyJvEs73S657XbBZEpkm1+Sgjc5rVLLP4ZnSmGsjHHvbUXtpKcDPXKzqJKwi6VScYFUnpeqqVGMy+8J5QDXWkF62DMvyLortlQ+X5gfwTp06xaaNG3Z85nNfeuPy0jyhr+w5LoqO5wLc5puDu/TBLY7Fqi9T0aVibKM0Qqw00jfrXsl3bDYaeUyeFDKFKnt7Bq/C2uXNsredo1IeOeEYXCUEXsSROcG+IzUwQV574mXB13hwzOpkVrbr1nRRysOS8oWfRF6ApfG4bFfErk1Dzi7VMall8SAtygOyzGaRLhe5VChdzJ1MyVhdlIBu2VuXgO5JG3Ra9s5koZ39Xj6pMtIR2rgrs7EnOmW5Mj7qOgN6toOKwHGcCDDFTsyDz+wz51PSPObmFpmYGbzx+htf8bm5uTPHvFQbev3hxcNR8sZTZ+aRKrDfUNoTSo7ZNd+Ka7LK813F3pTanqqX8/FhM8VOLJg7lyYSZ12NBZhj4LYj3FaD28vXrSkkiZ/de1lddIrvR0DC3Y822Xe2DqGtPQ9kMftkvD1NlL7w+Ui8LPV0KTNXAF7lMiUa+uzZGHHzdX3u29eANCBRHgMtCdPVLk5ZB1tmFKWjlwF7dZ2Hlk6yKHcCOlBrd4XSJXIpssyiJFMcm0uBSMmZPT/hKjgwa5LhN7xVEj+iEqRLKej15/FU8sY0Gf6OkuaYFyV2zZT+CLoDQ6uZNcqa0tkzJvLXYuzzMTiiAPxazO3ez4evO1BngFfukl8EmaLC3lngmfngObjz2YRZm9carO0YO5MnXiZPstETXoynYsIw4pGjkj//fItRFECjLE/WAlbmR6/lFpQJg1IhVLnCsNScUGpKnqx7vO22AXfe1+fhQwFG+QxFwEC4YDMdY8tcGpSjuSJjUUhOXTSQK5lfVbITV0ty9tYlKSbz42OrpssWb3Y8cVjKj3NlgFP56j7WwLgGMVRdPEqpfPdfJEy3UiabKZ6yEtRLoogoGqHTtAiI3Jk4/kvPx0JruSblx6vkCYKqNKmCumDxIh4QOcDd0HZRyBGZBVqqCIqywfMZc+cAV1lnumN0N7swlyQqRXmp62xJCIKIKEn53D0NnjxWB99HCFWUxgrjAjznHox/tzVAXgF3Xg5RrvYrNwy70Q9aMRr5XL4j5jUv7vPM8QaDJEJLj4FWBGlRyqBKrFm1J7Nccklqus+AY2xlNEY6sEuJUYV1mDkr0gi7oofABp2lq2vO2Lp6FRknt7WwcT5gnxd7eRLIkBXuGQRpoknimCSO8f78w5/E9zzOzs3TqCk8tQbrfIvZnHFgk3kHa+ptUXktX12gBPasDjyXJqLM3pTYm8p9Du5sfHIJ5F5pTrjnpc4K1JX7gsFt5vLgabj97gZxbNlbSmHliaiWxmYLKpe/V2YR5UAr264lYFfdjPMHm62a4g0vHfLRrwzYd8qy+EhKBqljcW1Q2jZe5dIgdfIgzUSmA4Wqfg4798ZglP080lmHSgqMk6xaFvU/UjqwC6u9Zen4lcEOBdjHzYWMRsUacu6bKZbCpra/0/bj+xw88BRnz55Fpwne8uI8SklGwwFhIJGyjNIxcJeN7/Ll5bwAH3NNviHIRSFRZBaZl7V3sQKBUoVVWGbtrAnAk7j1ILPungLonpdNiCrcEz/vZklyYHtejK9iEpPw8bvqfP2pOtQ9EB6+FPii1LkznsFcpcXPd4REJdljxmaqVwLOVKKVYjTwedEVfd748j5H/qLOSPvoVDEQPn5q7VSVMWea7ePCWSlOr9LBzX1wuy8zX1wZnYNdG7vAgXHfN2P1iglg7GMtDEK7YwlFW9348R8jvzVxtOpBlSQqbwubrV1Z6TMYzqO1xlNKlnxjCxyz1gExY39FrP67RXAp8udV/1uMgSAD+NjKAmKMscseeAlUlYIrZRsdisdjm2fliLfGplSR1MmkiacSfC/m0FnBH3+uBV4AwkdIWYw2K/Ve5gc6Y6tVO7AqFPKBTfaoVFLnRfq+lPRxLJ5qDx17/Mhr+nzizibPnfVBesSpYiClrTLMriqYMbYsC8qSXMnzHaZULWqfSyMwzo6V0qb0pRFWskhyUEtX/pJZunmNCjiwF8e5PBE3d1VK+6x4z6y1+1aju/QzWguUVzRMeF62CFEGcCkZX1yVtX9X5dmqRE52dpZ0aQH6QpPl9dKi0P75pa7E2rJ8aVRFYKeyGYAuqFRZu1q26Gn+OAsoTcHaedYykySWvbPMpfESPvaVOgeO1cGzQPKkCy5F6fOIAtSy/P0otvMdnKLGvjR9N/PEV3X7KDcywWfPBUO+62U93v0XNWIVY4TPMJX4IkuxZ+ApSiTKwM4eGyNAlcuhs5PPShVpwBhtpUimvaXBSMvo5WRc/liX9oMs9k0l6B2PU9a6+pdQ/838u+zE1FrjpbZTSWuBp6ShVvdEkkhGnnCEsvZ87jUBXgkQ1tDc2euVLylW3Rdn/phUEVQBrsoMbioMrrJh7mX9rQpw5/d5e5Zbu12mFEM7LYv7YcSzxwV/9NkWsZu5IqQNLnP/O7fG3PeSxYErzua1EF4ASVOUr66lyTOJktWnpMr64vVA8aPf2ecz9zR46rgPMrKNEqm08ilj8QxsqZMqZZAbbN/sKibPPoPdv0aBNAapJUoWS8xIYRBOg5cDz8IRK4N9tSzFXVXWkixlkhwn0bV2Zva5kxRULJCeEnEUo/7mI3++uxZ4f3zwwMGNqc5mbNhxYPI8mzrv48LKUzn7uvcy10NK95rMXREls2mpwi25J1bra5XVe2fgLVmCXuGSZBnLtcBt3ZJqQZXd3AxxV1AVeBFKRnzgEw1uv3uSxKvZEXDSo64MdTeOwle26tJznft5e1yWSS1lVW222D32Sq5PLrOy1Smy76tLy7EUI6LzLho066Zj5lcEdz8RYpAg7OQpIWyD9uqE01jcJMSYHK2q9OIqY1gVHLM6yz2+kEFuMZc3Pfac0pDWUlNxeamTtR6Pb/litKldxOuyK194/Y0vvu2z3r5nH2/MnT21N4pGSGnnaAhR8hbHzppKTYWonmUFcdk3ZOakiNIOHpMl0u39csVgpQ6lHLGXWLtYaKq04JQsJIryjC2CcqDO1mevsLeX5hLFd4NulIrxg5hjc4KPfLnJUPtWnghlx1LkrXLVDqNMphRJizJLFY8rUmDsEkv54GZtbPlYCZvV1ErlUqXuK77/1j4f+lyTI2c9kDFGKAbaQ5X2u40LXNCJQIzLlXIO3AiMMqgyiyOcHgdlSjpcgjAGI6yU0VmCx1RjrVXBN2s/rrK3WIWvtfFoSvvP/my/N+TI0WN7e4Oo4R0/PeLU2RHtXkK9FpTSqGuDt/hDYtUfzPR2WXtXLcJxaVKtGhQloKyWJ6YSXMoyuCsAz9acMSVwOwZXGk9mFYLangAqcbM/igBTq4Tf/dQE+4/bjh2khxSKQIAvbId/eTTbeHNDVX+vfV1di92KxZvK+jsDe1mmSFJtp8XuvWDIT72hy7//QEiaRiDsCdDHLsyrsn2clnm55KCUNHnOzA7QqpTkU7L4nLLExlJaU0Ibawlq95oWhQ7XYwAva3LWelzCVSH3ijtR/tSitIcdGU5NGLbMGjbOGryhW8VrFGlqgUGocqFQcXBWnTmVLNTYHysxdhFsls1+kc/NrpbIrtbc42tfSpXN3TYV7V0GuColc4q1erQFcXav0hzYSiUomaBkStiIefSgx5fvbzBM3WL20rP+eunqUaSpTeWkHT94qyKo0v4se9CUgJ2PeMg0uNFuMHz2mgVxklgWv/WFA6764oBHD/jQikF7JPgMhW1tq5TRltiyfP3I4y6Fc3VEDnbl3pfSuGDTsblwbC4c6F0QaYxYBWxZOv56nMXH9fc3CDxXYa70ezJLMvQNzZqhUTN4jZqkXrN9imVPsxwQMPYLy2dNcaYVgM8SHDnIncFfYbpSWWml/iSvWjNj8sSU2tWMG3qzNoOrcXCXA8r83r3mBud7ns1anlvSfPD2CZ45XLC3ENad8EUpuVOpmRkLosYOxlocXslmUmbv8rIe5boUWbEN01SRSNvWdtmuEe94fY+THww417Na3AjJSCt84YK//LNkgWaZxbMyuoLJVXbpN1mGM1cwxVUnB7YDusOPzgLQLJu6Cuzj5HceRi/fj+NwDYBn9VNRLOgNJfWBwgsCaQe9+7YhNytsKg7Uagswv/Cu+cdE5UPLCtirQC4XWmWAKbpFspPNOA+8kCnKdXbnnSYqW13N5PM8MhAXW5nNi0YGlSV2lB2oecdDAX/yqQl6cWBnSQgPKbKmYmHHlpX6RcdtMMbAXj06OZqKFLnTjpXAzWCDrgqTl4CeKrRM7RDKxKNRT/jhN/S57+mQv7ojAOWkihAMtESlRa19wd7jBVgFzMt11soUksXqbpOfkEo6aSIzO9GghWV6LUQOcun+XuY02WpVsyqbPS57zwfytd4XpZPRaMEwEowigWe0/cCeG6WQLfxZOUDjf6Siz8WqM2788pO9vnbNdwbwUjd9SQJUVvxSWICVWLwqU9xg/JzFS1vJCqzaggmejPGDiGPLhg9/ocliJ3BZSx+ktMFlue47l1PjK5GRs2NFoYwV7GTVn2UGp6S/8wYI1/VunEzJLUNTpPCl9ogin9nJlO9/dY97Hq1zYlmBjEBIYmwxVi6lnCe+VgFW5fJSqsFWGJxd7jS4/X3WKnQWp8yYmzEdbsGeS1TjCq/GSxooCvwKJh8D/BiZrmJ7l3zKvo4U4PleMTY48GSFfYtfIiq/sPzHxkF9PpCP663iEl+ahZInDUqaO3+ctUmVwC0KzZ3ZaJ5cDe4Kk8vscZLrb89LEDLlrodCvvxo3fa1Sc8Fl5JAVLtmVPmzliRX5YB9w0xPAfQyyMdXfC4XX2WOitZlcGuUVlauRIpXXTvipdf3+asv+eg0kyqKkVbO9XFr7KTCVYQ7sIsxkEtK+tsxucwYPgO0q+QTJv/cQmBT+U7GCJHp8mL/ZE6TVa1FrYoQ5H0Iwr1Qbm8blySMgT97nLrFIaLYrnPvtRqSVkPRrFufdnwsROn3VyLZ82qltQ546cCXAVwGeyZHysAvVt7N3iuaX3N/WJXXxyyBXOqK1vbHUvF2JJkLLlXMsXn4xFcaLLeDvOYEKfEErrDK5DKpDO4KyEUV16v23zi6S3bh+CCgVXXapqgyTLW0SRdnHSppWXxqMuVNL+9z32M1Di+6lK9QaARDIS24KYCTiZTVnT821swArWRxhVE5uI2TKcLag47NMzclIyaTAVXbBgg3tydvYcsDTlmU1I7jaW1Qr52JNAZGI02np2n2NZ7vRpbVQncW6eplc/worSXwc2CfJ1ioypNq9q8sR3JgZ69LU7IIC4BXEyAlzV1aDLaQKWmJubPHLrhUtqgq0pr/9ucT/M2dTaiNsbcsBvpUpZWpOEDZ5T8/DmsAfU0iLxvihoIhjZtjosdqVEpLpKdaodwYZKkV8dDjza8YcuJcm1/+XZ9+GpONnU60zxCBKmtfDHHleBYZzTyxk3njMjdYkM5CFC5hIqQFsnFAzwLRQoe7fWacbHHWYoUoTZm9cV69WJNEV+1M46IHA1obRlFKFGuSROOlbpqArUlxyyjr8wB8rTMr/0DFY1l+nLF5aZRBEZyZNaWKkqb0frnfMQM2pXl5pggi3ew8b0yOZLo728qd8l6Q8OQ+j0/d3SCVvmVukQ3Xp9LUUCmNpXwCi7UZvILo1fDOu+opy5QSi2uKar5yhWFpPaQM3FJ7pGmK0glvvGXAhz475LHnFEZGuFQPsfAYaCdTMviUJEomk8jlSEmauJNPieKcVMKiWRgw0jiQU7IKTQ5o4U4ARCFnzidpy6+tRaprBe0G44YX2bFzljwFXuC5Qe++wQirz1L+FgBf80Oa6gEXVRCLHOBlYJuKRViWJePMnS3bbSWMBbqXaesc8CXmLrN3yfv2VEx3aHj/p5ocOV2DwAPprEEpSuOQTV57sqostnxgxvcF57+Z8oOcoV2Rk8kavgupsrqdLbMOFVpru3KDViSxz67NI37yjV1+4b0+nUSCiEFLjJBEyHx1NEnG5msFmyJDjgOzg7x03T4m09vGMbsFsJFV7W31uAW7yU4WKSpYgSyjXXVWMufF7tPi842nFTJZnTpwj2JNFBvixOBNNFOifko9NIwSm53CdW6sqlYssXZZhuQW0Fp6VNgLX9kKLEuRXLLIqu4WJYCrTPeW1qWRuYuiKw6KlSdlzzsdA3WCkjFKJni1hD/4iyZ//YUWieekibC6NW9JKxcujX3OcbDL/ECQI3zcF6+wznh9Ryk9ntdd5EA2paUBjRtob1vNdCpJhUJKzwaeccr3v6bPc8d9fvvP3ZrixvaeaXxGQtpa7izaG3NUKl3r0gFYZroc53a4E1La/ymFY/AsuHTHsCxTjJM1BYMXc1NMvr/GY7tMd68dcEJx1cuapUeRpjtI6Q40nl3EyDhpkikxe8ZWLZPypaI4kyo6alVgWR3HVn2+OqDMfHBRCTCr7okdxF4C+Ri4yzq7una9tQqltAFmEMbsO674iy82Wez6ECoXWHoI6cpOxdoD7SsyZUySVA5OxTRcm8HzjnFTBHiFo1IEc1lBktauMbic/BFWpmit0akilYrZZspbX9Xj01+r89xJBWEMbgWNVPsMyKoLxxk8Az2Oce1nUKXPnbF5BugM6NqRgRAitwyltOCVJflSgLt8pc/il3INuxhj8SJWKN+V92qWqDTGym3v4EnF/JxibknQaozroILCz6uNKFk/JbaubmbMbTBrBpfnY+3ieeac6IpU8bLKu7z8VRdyxC317blUvCetNNFoPvv1FgeOhC4AKRhcCfLlUcqD98f97goLVfbLNyjtrHLGGgxeZfHzt7RJu1KDlrZIztiacSkUMvWIk5S9F8a89kV9Dv6NT5o6XaitHk/wGAqbdhfaZZu1A7kSmNJMbJUxO+TSROW6u0gMSZGdQ4WDUmX08r4qk11RAFZN+FTnGZKdBBnoxwoCBbZSc3baZ/f2kAu2B3i791zV19rbf+TI4SuSJMX3RYVpcxIvsXmZuRgHdYXJxxgcc/7gsrwymSo9rmjusgYvlY9mTC2zRE9ayBMH6twWVAl+LeHjXw357T+dYGngW+3tAssiLe+G64siVijHDMV3Ku38ihY/H8uUGHzcJiyxesbiWluZUB4MZLSwixJU6sUdg0tXiBVr1tU07/yhDofP+HzyKxLqFtzZp46FypkchEVtBvK8dbEo0DIG8jkiwn1GCUY7oFcAncmWTJYUxJYTQ+6VFzpcZFo8x5woYW18IpYoSZ9i30+2Glx04QX7r7zysr66+KKNS73O4n5P6XcYHVkyE0UNSOFdV8tCCwtvjcq/sfcs61Yf50PtVSmAVGM+tzKFv10upCoFlF4uQ3RhAeYBpabcyKBUjO/HnFkU/PZfTnL34007z00GoAKQHp4S1KUhLDU2lGeflJdNqc4mL+Ykjg8kWmvMRbY/i86ktfalGduvRTBenupaPB+bTYhhdiohMYZ7nw7o9sd8zZKfIilfecoj+8cvO2O9NWb1D5k13spKAPKMbX4ii1Unu/0PY6/neQORkwCmfPplrxtq9Qanzy69/a67H3zIa9YlQqSG1IC2V+vxgDG7XOSXkIy5x7W2e30tvV1+PWfCsQOlRKG/i/nTusLaBZuPBZeZU5K/lyVyrO6W0mYsI6n5k9tbfOSLzUKaCAWyxN6ymFiVL6MyFlCOb9nxH3dUKO2r/NhVfOYqgxfr0JQliiuZLbkpq6xDWfRwSiHR0nb+yDjl+1814MkjPr/zQcUwlaUPKGzQmTv4VSbPS2cdRDOtrbCOiaJUfOW8beOOn9FFf69xvZuixOgZe8sKdsQqTNmXSwkgTGXCW/aeceoAY31wbxgbrQVeLbRLUQhj0Gk2Anc1kIsTeLUFCFlkXXVJVgeYpSSPLF/yS6AuDVMve9/ZshnVALPkd2dBpSxbgWXvOwaRcNejAR/8XItR4tmkjnAgxw58z4JL5SRK5aq1qvZk9XyXb6BKVpNhid5MxlqleZA6DzLtGkkZkO0czWwMsq1RMVqipWtOFgah7SpoSeIRNjTveE2Ph58MueNRO2/FZmcsKrXxGBlhtfhacsV9YlUaBqWchMmsQTcFzmnyDMyFhDDuT2Yp+txCLO9DMxZQ5pZh9fUCiwJhTCGbjV1BbhTZ8uhUp3jSnaNKGDfjWoy5AdWlJ6pWoKn87KpkTmm60uqETgnYwlQAX/W/9RjYs4DSLkhaZu4yuKUDtnSdOp6XMDcQ/PafTvD0obBYLVl6lr1dWr4Y5lOyBEsAHo9PxrcygFcx+apL9nleW5W2N6uCzWLL1r90WlwYB3RrHQrhEQ9Trtgd884favPEPp+zgyqLgyDFYygtSIQx2FnJVZAb4RwVUVx9lEvb5+AuaWJTStcbQZGtzMFdxswYWWQnQk6yYxWsZbItEbFOIUkNSartKOjJqRmk8ui0FxlFPTxpVsdHlUtwVY7kr8m1gL4a2FWJMr4ERiZNdJ6eFxUHRecsLuUa4M6zlSUWl9b7jlLDH32ixZ2P1W0jZZa1lB529WRcxw758oXZGIjKVagMi3GZUmL1yj4rg3hMmJalScUqXLM2pQC6ZXMXeIpComjhwC4UWmq0UaTaR0aGW6+O+JHv7vLuD0tGWYG2zj+4XQs++9RyNciVKL2nyZlbOb88B7grhc5YPUvySMqBZXm/un2bp+urAbuNQUvKIQOeqcATIWwmc6LVZOOGWeIkwbvpJa+nVm+x7+l7efyhz6GUP3YRPT+DMxbUMPaBx1m88LxLj0U1LV9d/6UK7FyWZDUocgzcYyl56VwTGSQ89nTIuz84wTByyzy4hE7FOSnZgWu1pFV1eHkG92owr0nc59Mu5YRPDvpxLV6wttGWEe29wMiSDs9KaYVEpgotNFoo0kRRCzTvfHuHLz8S8uBTChMIlwQS+UIQyVogl2P+eCkBlH1pg8g1eGbtZ0DOqguz5M83BHoGZjMmATOZY9bAZOlqGMcJ119/La96xc2sdDp4vu/h+z5hIAh9u0xc3q606gw5jywZY+7zATuzAyssXmFvvcbj6iKkRYFVWgJ+JkuKx0omeMLag4dPevznD04w3w9AlcBdYu9CexvKw+TL2cu1GNvul+paPNkb51XkJebGJVLWkiV5Ch+Tza+3FqEsSZNKCl9ipHZNwUWdSio0QipEopltJPzrd7T5hfcoDp0RIJKKVEEKEi0Z4ZhSmop1aLR1urLX8iKsXIMXkkXKQnZljJ7Zgha0hTVoyvs2Y/JMk4vVtT7GFLu23ME/iu1fC4IA37NLzCAEeEpTC1MQ2q5hrqsrWRXBZCZNyge8rEurgK4CPJsCVbK4xBqBpZMv+cKjmZPidHe2dnouU8rOicpckxQvTFjpw394/ySfuLNB4pd1d+Z7CwvusmtSCSxZvdSh27eV10vWmij/4Dek7mq63v7jwDQOeGBVGr/C6FaepFraS7UwCGHrxoWwBoLG2qrf/fIhvbjNz/+fipW+02b5UHgB0iMxkqEuS5IMuKU6cIQrn3XZzQzQ2tWllDzxSm1K/jj7mdXDOTMbvowhe46J/PVyEJNqg9YwGNk6lLxBWgiDUrXnaoH55IYNk3gqKTzvsq8txm06U5EMauxx9b3M0ivXcZfnfuiqQ6IKnztLwa8Jbud7ZwGlbR5OUcKWwRqp+djdNb54f50kG7IibCMAqPOwd1WKlHMB4+WxlWC8tFWkyrgIX0Oa5CyUsXvp+bgez+otDNVZIuVCrOrQoIztJamxC8x6WvKaGwd89y19pE4gTcCkoGMwCegEow2JgZGGkRbEBmItSAwkJlt6HJJspIVmbMuapHHLI1bvs8epIa8CzEqDtUuzF2t4kr9nV4Szm53laPKVSAaRZmJqlsTITzYbteeMATm5bhtnj33xWKNZ/2S9sYE4tuuWZ2dftT67SD5kYK161kVnTSXjWE63Z8AV49raVB6PM3TZEsxfF2khT1Shuz0vQaP56zvqvOsPJznT9p3udm1owjknDty+LDcTm4r3XZFhFPZgkT4uSZWqQqnWoIg1cV0kMcrvZRp8bEi9Lj/Xq6fR5nah24wDdtYBpFMPrT3iWLFlwvCLP9Hme1/Vx8OC2m4O5MaCPDYwdCCPtAO5xm0FsBMzBnJTAnrp5/TYiaBLP1sA3az6PRnITRn0ZHLZJtEwKdu3bqDVan3yzz/65WO7dm61a/ScmAvw/YCjZwIW2z6Num0uFVAaw5U1jWZzsKs6GzLJUQDC/j9NeWGicmApsgbePMgcW2RUWi+3GmgW7okUpaBSJIX+DlKOz0s+dHuTA4dDaGR6u+R7C2cLCrMqmTNeULVWeWzhrpRXLShQPF6LIsaRvRbQ12Ds4vm4XZil72Xe9yhLTC60ne8tMl9c2IAzNRKhPeLYcPGuhLe/ocuDjwccmZdWqmRWiLZf0miPRAqGznsX2iV/XPOx0VbCWA3u6sXz5/aL5+n6PNFTlSu5DjflK6TJve3ye+NJs+znlYTplmTbrGLjtGQ0koBbhKo5sYkgCHvKn41H8XE/CHSeni987NJScWPaaFxv5/o809NjP1NeFbe8FLQ9QXRVBjlZIkVZymTg1qXKwaLWZK4j+J0/m+DzD9Rt/YUsA9tJEwmhdFlLUZ1UNb6ceCXAGQN7ht4qc39T6V0Feo5seyTLqe4K0FnDLnQMLivzDAVCSHSaHQunz4XV4yl29Fva13znC0YcfFuH3/wfgnP90oeWUKwja0Fun2eFWDYazIqtsqI0AyhdgDkDsA04szRS0flT1uSVALNsVpTsw1xZZFZk6XmzHrBj24b4wp1be8PhMP8ahGHILZfv/TPS9ntarRCMdsPcHQCzGSSrCqAK+VEGqlpDpmSMXGQi9Vg5bFlX69LPrw4kC3BbiSKlkygqIVaaP/xok/f9dYvIVGu8s5Q82Nl9Pib3vMuzWCrjIFYVno21pY0Hn+OgFmvjPA8qx+RJGdR5M8Q40Evp+tXVhlaWmDF3pdDkynnjdvybJwQ/9/09fuxNXWo6tTLFZPeJzZyYdG25YsSYNHG6XJPr79RUZUZWlp2/PyZXium6pddzWWIq75fnFaapxvNrnDm39J4dO3f/WS0MCwa/+OK93Pn5P0FIOTKxz2Dgip5KgWWlkk6OMfVYEqealjeV18vOScVBydi6fF+SJfbEyQJKXcpWusZhkSB8zaPPBnz0zgZR4iZjllrQyuxtnZOxGYOrtPc4m1TZW44zdSZTSoHmNyPxSmFSDnhrEZicnTOAly3c0kRYBxbpkj520I4b1ZBJGC0RkLsrQniuvUvjhQnfe2ufOx8IeeCZel4HnsmU/ENqZZk8kyZZBlMWVqYSmetiJYtl6ILNK964ez+rLzHj+7nslZdUQ/Z/C5li0InB4OOHrdG73/uH7Nh1UQFwgB27LsH3wy93l49/XxyxJ583osryYSyjJ1YDvAL2PJM5Buq8Y0evlipOdyuVyRXnnmQetyyck8wOlDJFhSmPHPD5hd+e4qFnQwdux9gyA7pECFHR3qrE3hX3hCrYc9KuuCjlUs7V998Ssskq5MwYg5eKnMqvZcMvXW2K7WQHoSVaaOstO49capOX1crcN7e63EoVZVE0MtxwacxvvnOFf/FfBY/ur1k9DkWmMzubHcgz/R2U9HdZl0u3b40LYrKTUYrCTsyTNyJbcc/kr1eujOOAl9Yjz/ad/TmB8oID11171ZcHg1G+b3OAb9l+JWGtIR975C6JcaOIVZF4ERnzUg4q12bxcfYuwM0YmE0p0CwHmXo1i68hS3Ld7adEWvAHn2hy72N1tK/sVxMZsNdI6pQ6ddSazknGDiUGl2Nj2cbkSUWXfAvgrgSZY6+Z8utjNqHMwV4KOCkWiMqBL1yw6TS4IPPHDUJLhFAIoxFGIWPDS64Z8eNv7PGvftsnSoQNThD5MvdlkKdCEGUJHwdsdJHNVG7HZAFn1tFjAKlNweIO0JXCq7H+gjyRSpEVFcJN13IZH18ZZqab8iUvvE4OBoPVADdGg+Hoxk0XnCM+tVvSdZ32a8iRjKnWYPJxiVIGeA74scAyA7OoSJRCdxfPq+CW0q6IlgK/+zctPnpHg8grBZUVaWJZpWhmKGnvbKPkeZcDzBzExeyOHOhOlhTtaX+7W5HgWQ3mVaW0AJXmZHuQhXHr52Rs7qSNLZxylaLZY50dG+UeewggxeDFhje/csBzxz1+9yMtklQUjZjjIEeRasHIZVeNa4TQZMGkcWC2M1KUKRVjCdeEXHZQSkAvl9PiUv8ZwLWoEovWkKSa5nSD3RfuPAccTbNREWWAN5oTnDn+wDM7dmw/qvsPvHDYjxHIapBUBncGePf6mk6KBCl0VYM7gBdgLmvvcd2tS5JlHNzWMYk0vP/jTd71BxPMrQSuO0etDi6dhWWTOkXFYNYpn+2wQqas1Ug9tjTJuJNSCTy/edtahvCyF56Bowz+fPb1uBbP78tOiuvKd9rbCG298YxcjHDsrREoR1L2ntSwZV3CL/54B2Pg9z/eYpRyHpAbwENrwUi4GS7CjtnAgdgIt0KEm+5jSjIsc0SMKEvfMavQZTnLALf7NCtysLc0NUytq7N9x66jd9z10DOvevkNqwEOML1+J8DZTVu26flTZ2SaKrJZedmByACd/QGxFrBzMOvCWiwFm1LqCsBFRZZUWVzK1A28LHxvmTUyeIaPfL7Br/3+JOfavl1yYRVz28CyYG8zZglml75SLTxUwF2dO5i9XtYqf3vmXhPrZVcld1BKy5s4jMlMqmQgyVrGTKkAC1NicZEDWwrjNLtNdAktcytRoEgiw6aplF/6Rx0W2pK/+FyzGlGvweQGSZzVokhbu+5hQW8DTzfbMJMspeDRGIFwEkeWfnVZh+eQE9l+Efku0gbiRLJz5y596cW7zo4fiQrApReCMf9KYl7oKXGTcI5pZkMVtEIuUYoDXsgVKQ350nXS6XYH2jWdlJJTkkmTaoBpbUApXGApUlSgOXDW42/uaHBu0Yd62QqURYApZJGxFKVGhor2LiTKNyuLlVVcrwZ++U3OA3zBNz0jVluDtlgJUdbfq+vERUmyaFFIF6OlXUdSZI66dKRjJYwwygZuxpBGhk3rUt78yj4PPBpw8KxwQWfKmprc/cbEvZe5KuX3ZFmyCNcNBPlrmXavsLhZY5+OlTBoDXYGo3gwDIJ/Jccum7L8JAimOHPs3gh/p0YG+H6aryGZ+9oq88XHPWxT+NV5gFhOz5dS8kJXkjZZ2WvmklQ0eCZNMvYWKSrUHDrr8R9+d5K/+WodamVAZ+MfMrCXpInM7E/H4JTYW6wGclmH5/+O/VwuRUoWSiHdROG0lI5UtdZ7daq+UjJblibZ8+zgZt43q1P7unRfbnMzuVcucilTTMlSrnnZIx0K3vzSIb/8020u3BRBlOYp/Nwn13HhmxuDMdX6lUjj0vvjKXtRpPkrXrlb/NYUfnj1fXufaLvYVJQIohQaNZ8r92zWn/vSvdH6mYnzMzjA7NYb0UnvQ2Zw7xVRf3kiSRVJoki1LJg8ZyfnpqwRVJYZWpSlSEWSVB9XtXemuXVVmgSaw3Me/+49k3z4S82SDZgVUI0FljA2vH5tW/C8fndZV5edlTEmLsWcFaIuP/pGpL3mPEhTfm9sJbbKvc0u2nR9MRHLZjRdK5ooZApklYY2IhUGhC6OqRCANggR8/bX9PEV/OJ7pzg8F4CfFp/PZTptJaIBaeVKakQuV3z3RTJ5pYxtfTOlzKYd2Ol8cHeyWvYuspjlfaKNrYeJNAwTyZ7NWzq3vPjqD01NNlbtVzn+QqO5HmlO/Y/1W1+w1Gp0CIMEqUoAzvRxxcYby0aOZTjzofHlAFKOgbiclTwfuEML7l987yQf+WIDLbMKwaJxuAC7rTPwxHif5bhjMjazhbWTOuOsvarYKj8B/tfU+JrSJJMkFFlMKmxNXnhlgT1WmHUeZjemKM5K89njKs94pqkCLfi+Vw/41Z9ts2tjxuRpicnLWc8kr4jSxgIwr0bMTFtK7QAAKZFJREFUirSMLcxKSkVb2RUmz4LmVYZjo+pMtuyifb8XSzpRymtfdd3SodNL/2PThplV+9Nbayef7l7GoNeIFs9OsGs2pjcI8528VjBpmyCqFuG4B24DzvJ7Vd1t388qBO3jMrg9X3PolOJfv3eSj9/ZIKkkcMaZW67hmjjtzVhKviRDCr+/KpOLaawldi4xd+U9McY43zKwXZND6Xm5ha1cjVV2XfKmiNJMQ0G5MbkovsrY3AiJ1tkxtBrcGLsAsNaGzDax/JqgRMpbXtXHV4ZfeO8UR84Eq5GTsTm4/y9t8Fn56DYAzf5CbieaTA4K9ytMZdGAjIwwRU+sEoJhrHnptYbvunVDtH3LtjX3q1zrxa8dnxwouu/Ysf0F/fmlgOEoINXFj+YBZCY/Stpa5kt8VBlbjNmA6jzgFg7c1bYzDT586AtNPv2VBonJmLsUVMqqazJeClupFmR1Wn6cxdcqrmItVj8fYr9FkFfAOvY8A0X58bhEyYflZ46K0+Ia8nrx8RJbrbNalUJ/Z5Ox7HvK1ZAr+zhV+MLwhpcPePur+1ZU6zEmz9g8e2y02yzbjgwMDUQmqy3P2FpUdbYpaslTU/2O2W71pKERaNbXYvbsuq5/en7wDlg3WGv/rgnwPfqLptvh0MGT2w8ePDHLYOQ0eH7gx8pZK9nIKojVuAWY62tdaTPLQV4CdgZu7Qk+eXedP/9sg0GqbBqyYgOeB9xrSZNy8LgG4NcC8KptzCopJ3nKWvybmSVram5n+lYaIMYyl5xHfhTyhDHpUswUL9bhLBdkWalS1I+LVYFnGgsaSvODr+3x+pf2UYm2yymYseDTrAa+cc0MsbGbBbltnoiNrStP3PNUZw0VBfjzxV7d/lQSar7hqp0+L7ls5mBN+IfuuvurZq19vCbAR5FksPDonC/ifzy74QKj3cDwtVLt46CuZiCNkxrZmLW0JEvSHOzlhuG8xkTY6VSpB5+5t8a/e/cUzx4ObX1rRYqMg92C1ZbBmmrGkiqI1xzkwxi4x9g7Q/dqZl8Dyt+MxcfAPZ6mH39tVZfP+H3JMqzMGHe5DK2rLkploGdehWj1t2XxUuWh8UgjyeUXxrzr59t8x4sGdrj8OMgzPZ5r8ozNbco+dro8Mq4aURfATh3Qy45JGeTZFQpAp5pdO7ab+fnOP/7wR++eqwdr7+w1Nfitt76K5YXD+OFUunDqXo7vewqlvKLoybHyuFMiIAf0qgIr939Fpr9zZreyJHucWYJSahJP8Jl7avzyeyZ58nBoC7jHS19z/S0rronHGuxd0t55XXsZxOcBbsXrHmPpCp5zXT5mlp8P3KL6FMblSlH7vapsNrtsi6qtCOTFT1ka3/rcBchxGU2tpT1uxmlyV3WIBKELUWSkLVUVEhglXL0r4tf+WRsp4bP31EgE5DMLybJQqkjM5DerAtIMpMZN8HXa3Plg9iQUFNWS0v0i17SsDPRHmuuuu5bX3XZjOr/Y5rKLd33rAAdotGbwg8kjy0r+caM59aOSJTsYKAsUZQHc8ZoT8tertmBxn+n0akApS7XeOrA77xffPcmTR74RuIugUgirXoLxwHKVPFnLIlyjTLYM5rUYu3RSfMPb3zLoHPfGydL3WRbPmEJzVzYHCJFJGZPLEwEIZZlaGDBGl9jcpiGFLroIhJHuHpfYceGfA/m1F0W86+dXMMbwmXsaaJ+qHnBJqeK7Z7lKG8Cm2Dgh2/zsubMMFbZwTIksU2uXUTEpJIlm64ZphJR/PLt+3RGZjzpZfZPneyMIp1g6/eX5ZmvqExu37iYMhnheuYum2piwWqKMBZmZ9hZFUicPKMfAjS/41Nfq/Lt3T/LUkaAKbsrA9gpLkLVck8IdkZmDsob1V+1SGnNPyqAew+u4lCnXo3xTEJ8H2OX3VwGYrJ6jCu5cp+vi9WJdn0Ki5M/1Ggmg0uRaU+7p1IV0yeSLNh56JLhyV8y73tnh9S8dIBK3vFlFh6dAuvo19wGNsXo7ckForEuyxWnxOLMV3fujFNojuOyKS5mdnf3EX/4/7X15lB3Ffe5X1dudO7tm1Ugz2hgkISEJ2QgQWzB7zDFrbCeEg2P7Pb/gF2PnJbYJ5r0QbCA+jgMEw7EJxNjGsZ3H4hcckCEnJjaLLDaBJLRLSGgZSUiz3Zm7dHe9P6qr+lfdfUcaaSQBTp1z597b2/Tt/urr77fUr/71xX0tzfVVr3NVgANAbUMrGttPX+a61j25miZwViFRySAFaitpTGqvSWBGOJkZmWQU3C7w/17I4ea7GrF6qwvhchPUKeaOpEk09IyCm7Os8ZYmU+tiwgTEBltTUBPAZ8oRGtChCfljgJsC2Vgn4i/xMpZi97hIEC0tYfq8k75xc3myDJx60ZFAVmRsSpDrzyXg5Oll3P7FAVx2ZhGsokYGE6CH1YzQeLazUIE3Ans5MkTL0fJ4sDNDsRyipbUJ3PXuufS8RcsmT24fk0jssVZ6dQtQGFg9Utf++6v8SrEcVF5ylcaOdXYsUaB940qHS1li8VDLFupFYSD+biuEsBn+7YUcvnZPA1a/7cj6xQrISHtLaBqsTV5J3Z2SIyDfid9b1znJchdmADUpTcbS54fWpNbURW1YgqGjbYwZkVlyjGY0OsYwOuOsQ8X+UraoqlhSi6vwP9PSBTKiyUPyXXplQ2HJ4GU5wPyeCr7xhUEEocDTL9YgVGJadU+hUilI52XRXDnRBFlSm8fudEtIv7gVaW5bjQoCsOTkGeU//cTZq5a/tmnk3FNPGPOKjsngAGA5k/DmkzMfsOzmh7ndCoao3rbtx9WlDP83NSCp5jbBHSdOKVcg8IsXc/jqXQ1YtcUl4K7C3IjrPHOm6gpGhkrKc6JAXYW9E0CW4CUam65PbJcM4yfty4O6CRPfDR+4chmqo6UkC0vLFJ39Wc2FaI7jFCL2icfbceJdsWJWJ5FOofNWLIQRk9/5xSFcekYRFvWuhFkSJcNfHtkYInIRloX0toyGwEgIjIYMJT/ElI5mdLY1PDxv9tkPdLU3HpQy7INtkMtPxtD+dWDMeak8uu1KlHe12rYEr74x0Y1QLK4MUApsbWASg5KxAJYrUGEMy16swS3/EGnuTHCzTGmidLcFUtskw7BM5ZtAGcZpL0qWTk9lBx4eRY+N8gyfOPWu6MCP9qiQNFlB8shDIIycGKGIngsZbB5GlMiIdEHIwVT5t5BDIESonm96pL3QmYeacksBTp5extf/bBAAsOyFGvgBAIdorWhUvjwhbv5YEd1TcmHVkyqEymNkmD61Zd8fXbbkpWsufhY9U9sOenkPyuAAUD9pNqzg1YdaOuetqG/wkPdGkXPLsO0KYWSaCktYmxqYPNAGJWMBuAvs3G/jZ8/m8Vd3NWDlxkNgbiVNouFjyYCOGZmkPu/0wIYUeyd1t6G1Td1NDczkesP1cgj9wQj4CMLcLP6uGV2VldDMTfV3FoNHxqeKcGofeMzmuvybUSmLZBwaDK4CQhF7i3ikflgCFp1Qxu03DuIPLhzB5EllsIpiacXo1DcexiyOkCwTUS8NgKACVEoQxSImNXk46/S5K55ZseGhxQvGliaqHZTBVfPqeiHC8r2jB5oXjY7smJzLMbiWiwoc6TvVN5+6D6XOzmJu7gFbdtu45f4G/OdvPbyz367uCtQe0pi5mQI1SEAH6fJrRm1Bg70zXIKaxVka2IyRzzFsk50CBPwwFycQbYJbJLbXgGWJwE9SjghBZIpZu5BFGl0m+yUHL8cDmJmQgxMgOJgICJPLQco8mhhYDlaQgDcyCel7UTL53/6vfvxqeQ7/+/56bN3NAPcQQKYvmtJpARCWUeuMwvFCdHV07TplzpR7azznEA42ToDz3EIc2Lf6lwP80323PfLPk+vdtbjzswX4gSN9rmCaxY0kq0QQR8oSYPNuG1++pwE//4+8HPs3FnMjyeLyxF3IiKUENjEoEbsFDR83AWxyYKthfMI0RDU+k5o8A8CHrFzUk5ulFwkkjqWAG50MHdJGI50qazV2DxLfeMggLBDwk5JwIeQ88gIS0CKEYBLckl2VT5xrAzUNbqa/83KA7kkBPnnxCDxH4Cv3NGBrnwskcWnovegXaKkSrQlLuOXavThr8XTUdFzWxyzvl4vn9k48wAGgqeWkYPu7717f1XX2zzdv7pte8Uuo+I7Ua0z6ZxmLR/OYBmUEbg/Y3Gfj5vuirEBmSQuRhtyTzG2M1IlGwkcvG2lXoCFNkuCtwtxJiZGlu+U2WRAey5w8PLFuGI/JThAZmMwY0QPdCQwvi1rHhCF1YgMzhKqzooEf5R2FPIwioCLygctz4DzUEU8T5KYmty2BK88bhR8w3HxvA7b2OSaTq2AQ15QS3eNIBEazTjfW1uGk3nO2NnRMvd5y2wOMo40L4L/8j9fERSctfqN0xgPX5JdOfWH33rLrOBZsW86iwKzI3icSRUcouZQlm3fLwQo/fSaPaLq1CFFZmjvN3LHHREoTOkOZhViG0OFnWW7ClOZmMYBZEthZ2pxsQJ8MhxKlr45qosdZDOjYSCSyRW9DarmLuK54HMJPuAmZYnERs30U1udC1lphnAxiDhkEl3NySv+geQ3CLJkSvTM/hG0J/OGFI2BM4K/ubcDWXa4EOa2aJELoCXyie5DjQK3NIIIaLFs5q1x2cc2Nn+14Y8fWV8d1SccF8Is/shi7t7+IWbPqdx3Y2/7qnu3B6fU1fajNy6pT8uRIvolibytAJQReWunhHx+vxU+fJeBmPLoaGbLEcOTJv1Jzk4AON9mbI1HAJ4ON6TQsYyVbQb/HOxvuQQrqI/CqGO5CwfSNNoI+VIsnfeFCnkhq8lgGE9yCsrgyQCN3I1cGahQuj5g8jCrXc0Rsz6S0YWC6E4TI1uSMMSAIwCHwiQtGUfYZHnwsj+VrPZQDO2YkPYuV0CSWtwQaLR+90xrw0TMXvnrySSfseurZ5ZgyffG4ru0heVFo6+w+A5VKsLOpbf5N7VNPh+/LMkVmPgpJmrIDlAXDQ7+owx/dNAmPLKsl4CYSxAC3qvppGpWxSzDW3bHfm7C3BqvQMkUvjwI7CryGno6AmiVdNIYpmDNAzeJeUXWbLGDHgZyED5x6UJCQLsQPHpKIZkg1OD2+0t2IvSUS0CS6qUP6GetEOvNQaP859ZPH+eShsBAGDAgErruogB/fcQCfumwYLvdlyqDORAzpDwOEHBR+6flLcOaSeTeFob/z0gtOGy9cx8fgqtU3TYGba1kflDY/yksNV9s4EEknGrqXMyz4guF7j9biGw/WY0+/I7OhOE1zTaS8gnznkt0VuKk0sWlxTMT+72TylB4NkgAszwQxMyQL3QdM+UcUxpmB80zPCe0UGeBWptWYK+kjI/J7w2DuRCchbG9EN5EwPKE6RlQ/UEcxIRlZhEDIwXlUV4WHQMjAOJdWKZEr8qNk+dBg8DCelCqQuJja6uNvPjcExwa++2gd/BIDPDPwEwqO/qKPE6a0obWt9dG5s2eu371n/+FAdfwMDgD52lYM7HxkJ2elG5tbmp5obHBhWxUyFE3md2/rs/CtH9fjjocaoqI8Y3lHssGtGNVGXPKB5nbHI9+FAdzM0DzS0iQJ/LTRyWJpwkRGB0ij11QsbCwST2M7g8lpHjj0O0PKkNQsr8p80GSrhIFJk6/IcdSEs+ZoIOpapLkupNh+qPzmdGrxKK88tBGENoLAgl/iaG8McPOnh/Dn1w6hu7Mko55hDHBRqaAp76Glo/WJQjG88bbv/OvOyR0thwXww2JwAGjp/mNs3vLyDm594pXt2//5iqn1r6K5HrB4AM+r4KW3LNx6fxN+vSqHQsWKivKQaBVlb6XB1XICbo44t1uBXBV2jLbSzE0TqiirxnXO03I5mS1o7Adka/EsRKsPKfkiqu83xiYU0Ab4I40ekzxJpWVKe8daXHXAWH9T+UJzVCKVwEXcIVS6LTiYiDhahBCRHmeQXhvlUZFOlFCm2vKoa4fKcGeR1AwhSgwd9SFu+cwgzj2thFvva8Jv1zKA24BgqHV9fPbySfgf1573SrFU3jH3xPMOF6aHD3AAGPKnQ1gt325o3jwTYvhTQqxj3PaxfK2NL9/TjN+8XgPhqCFmFNiRS4gCPPk9ArcRqeSi6vAzLUeQpcUJeydeerKjJMIJSA1vCqIbllif9LyMt2mdraQJ8ZML/VmuFGSdDumzGJTKtRgK4kpUwCbgT4GdkacBiyULIH3fUp1wgEv5IgdGyMkSVHCIMwBcygyOqIoWE9LPHnUQMIGwEqLGCnDJh0uovXE//vJugdc32AhYiAUnTBFLFiz8/vSeed8GdhwJRI88o+LtTS9ACMtrzG357tDeh6/90dNF+/HfNODltTUQDgEuCI0qKCaBrl/yxFTJBzoLGi1YT+fUiUEvtJ9czyvETDmjl3HSOTjLWBcZt0rvc3mTrWi52kb+H8lSFpcdgEfbcv2Zpf8P/V/K1am8Qpwup/MkqUHedLv0xARxJmVigoLEtnEwjlb8lRmgcYkQc9tkXRtVho+RhDsWDVekA9SBeEAMg6q0EMKyA7yyzsKjz+Xx9Euz8KXPXfvizA7nvCBE6fxzTz8ifB4RgwPAtFlL0b/rydKaTRtuWPf2wnNu//GuGcMlG8gBMc2oUD7tT5xogzj1VYFbgVkzN6pXhDXSXLW3JOH2o9sg8c4SuSXMZG1FBYbczvCkHHRkzyE0ra8R55ykaSjyd2vXoJQtms0FcSOSbXRilsHixFeujovI+AwBwWXClUp6UoanYnKuzicEwDnCyE/IEbF8BGx1XAFB7JcQLADKFWDBDIE53RUsOrm7ePbS+c85Tq40ua3miK/nEQMcAJomX4Y3N71b7mTv/vjKS3/zlz95+jW3IgR0LTt1542sIoWi2BWoGi1zbEcpsMrHrcCamksngoUBXvVi2fIkmfZqnFaiM6jzNwdGZOuSZG5Kso3pOTE/psL3xi7qfGgACCqsnwZueqAy1evqM9PH1p6WSIPL81EF+EFALjsBIpCLyKfCEEaTSOnEmPSPZlIeFkZdeA1nlz95xUV/x53iXzPWPBHQnBiAA0CdVfEvWdr79YF9O/11G9bcsnLrIC8FuVjk6jsbwgA5CLgZyLAzUiSTMHZcmUokRuMILRtMEGeAnhqbLN0hUgIb0C7EVA4KWYfUcvWj45UalPSSJO65gW66LfV4QOElZvsUKyvwKubWxiPMIJBaFqWC6P+l9D6IBkc0pYo6p5DJYBCk9FL+edkkgwt9sqYXBgBsO0ChWEZ/oStsbTzlDu4suHN0eLc/Ubg8LDdhVpsxvRNrN75ZPPe0nsdv+fx5wUlTXTBfIG8z5C0mp1TmSn+TCCVhTg46Iodoa8RgN3zcCZnCE0A1ZAmL2Vejj5nAzQq9pxhe+cKrGpUEzOO4fpleE/UuGNkmLsAp19GNmX43g0FMr0t3hPhlFPPUPvTqNViMF6qvU5XvRSiLC1UCG2XfQbniIgyAwWJDWK69qjLgz318zbq1xXz95ImC5cQBHADmnDAPnR0zVp+15Kw/+8wnrxzqbnFLzZaPZjdEnRVPa2GCgelPKjJJ019pZiCNSBpRRybSrsAMva3/I8sGcUqbJ88yobtNs8JMk6V96ZBbAnQMZgTT/JDwYWdFPTXg48I5FPQGONXzhvrAU1HN2B+uo6VqG1KclU49bv48uZ3v2yiWPBRGXRRKHaKubtptvPaUBbXNXevyjXMmEpITC3DGLISA31Tf8E9nnr6g+8rfm/ODeT0NaLADOAzRyCSV4E5oKAKtHrQAMwRvDDOjYEcCyEiCtErOif5OopHUiEyG2hlLfjyEi5FxXHqzRQZ4k9uMsSC5Dw0GJZnZCADR4I/B1skgkBk5T4brkwwfkuWqOGh8LWhtHCAMLQyPuBgutlSK4Yw7embV3dYRPrC+u4UVZ0yeAEudtAkFOKBcaKw8ozU3cPtN1628/MIFg821DK7tI4dRoFyM6krHIGeIAU0HLChAx35tkQHWjGVUK7M0qxrRyISurqbVU5gnT56j1mj+CUyJYhqLdB9GWDoRvaSgNTwupi42mBmxzDDlCDdzWui25IkARJ4vy0fOK4HzIsqVEEOjtSiK3l/+6R0fvfmtVXVB19y/PiqXcMKMzGRraqzH40/84judrXXO/DlTbj3FWdXA2CB+tCyP/nIesD1yATJ0N6syOidpQFZjcNUxkA18WjGWJYGe1BdV9HZKhzNz+bgaDeqweBH1lKDKu2ByR2p8Mn08klXI4k4C6feQBmNkXCpjlDHVOYQ2LlXsVOfCIJpGnMfeFV0iLjqJOOEthOtUUKj4+P4zLsKyhTMXdQ969XOe/eZX9uOk075ytGA48QxO25VXfBR9A+zu0xbP/tp1l/QW/uflJZw2e1hWb1GNmT5vamSmwAztd8keEZ9kdSTYO7lNwrAkp5Rif7mCpcCsPk8kk2tgZ60wvjK9KPafm94SEJmhCvxQ9lZXy2TnmMUBwujqM9XiyUq1KrswjFg/Oobr+Vi+zsF9P2vHlj2LCrVNs7/W2ujfferpF07glUu3o8bgqp13iivKQff9TXm/8s7OwXsOFDY6cd4JGRVPKk9VzS05ZPaGwcJZ7r2qDE7kixIhtFOo7+RIxpvRDkblNBwffeQwlylDMzVSx2DpOKCjQw50H7AoDkT84ww6jK9PheSlMMX60Q9TCYSqQ4XyqPGEtDzW6nEdRDmbm+AMIrSQtyu48Jzpld7pc/+i7Hf+44o1A+NxNB1WO6oMDgBzF12I+ro3/Z45uQdX9y34fEPbhyq5OhntshjT9UyogckzwF2tbmCmAVllHfT3GHgpHzhZlmLwDH/3wb6PhX+6kAGaaVUztXW8IWVtIUjvADEqk1pc75TMIIRm2rT7kBn/ulpGYTLrUDF5oCrVgmHvfoY5MxZWPnNl9+df2Hnig6+9s9v/+NUXHW34xfWHjma7+97HMNr4J+FXv3zVyoe/va7PZuGFr68r2Xmbw+OxRFHzViodbhTOhB6SmcHwcS4HS67jpnZXMwmwjOVM5Y7QZdF3PUGpXseioFI8yRQn61UGndb7ZLvkkyZzrGjGC/TYMDthLMcSASmyjk6Ypf3/SO6v1ol434QeU08yAYAJkz20DUMMUM5CbNgzu7Rq5ylfuPiCix78+JJX/VMXX30soHdsAA4Azy/7ISq7e8SM3gte+eg1Qb8rwnOGBobcMBSwo5nQLKZmQUsbl1SaKMORE2AylgSxmcxkZhiy1HIDmNzcTq/jKskqCWS1n9kBjHXGZxO41caLxjO8md8NwNPvyXWJ/Y1OgIz/GW3NjWML/XiLn3xKB8WfhdqbxR1HhIAf5BDavcOdk+d95bQzvnf/nd/tEWcv/fixgt3R9XJlta/9/WPobbNRqIgbd+wr3vrYM6837ts/BM+2YHMRvcjNpTcJxNjMZGmRYu2Y2eXLMgCMbLbmFKQkk1CvY+Y+JJswPh4j+1B2N7MJ1XGsZCclWYLM+D0qJcGsIqDXkWuh4wY82obH2YR0n6yMQ2O6dVr/XQ8MVrCOiUdVHpZ1JwNYdk2BubOeh7fgqXLFuautaR+au68/png76kZmsn39S1cBAMpl/+5yxcfUrrbb7npoWf2+/gIacxw2J+mpZD9B/mZ1y6qPdsS7pObhIesM4xQmC1angTGm6x4ndWQlDYoqy+VKpo1GKReUMSliV6Fx7ZQXBRA8GsKWylUhrsLkPyZuR8ZE5Ark+reqUn6yk1TA7Yay7U2+m1v4P1PmXDFhuSXjbccc4Kq5rg0hxL3XXn6GD4ZvffOBp3KiOALH5bAjlgHi+Vl0UCJKCzUeyeS4mZFLLWOYYTiaBqhcSD4aLbloLOAz6gLB+HJSMhs9ViJZK5WQBeV5UR1AIpaRTiAzBIVOmqKptGaylzA6vGJtWttQCA5Asr4EfwV1dfmQO613+KLpThEWjhu4geMI8KgF9bW571118Yd912L/8MOfLLMGBwe5xRnsyDrwA4ZKADm5KJRRk4AMg/ZrG0YTCHODmaydYOpkxDP1nugYh9oix+Khblh1lR6ryRKfAcNdyJD0spBlTLnypIQyswrNUD89H2r/qKOHgiMIOPxARiQsHsBnArA6ELDcrV3twbcGhvYVm2f+7QRDZnztqLsJx2qR0VJpn1T/8OmLZi664fpL/ubCcz8kbIuhxhGocaRcETCnclaBjNTxkM3gyvAxfN0GoNMBHIPtCdLZQdB9JEbNuJnecOsx7RakxzMGLCddiJk5KOo46joAcS6JiCb5lSN2goBjtGSjMCoL5Ld2fVh0Tv/Yrdu2bv/mW5s7R443uIHjz+AKMMWdu99d8weXn/uNaT1dTl0OX96yeb0zMFjA8D5guMwRhMoYE7oIEieMm+VJUNLEMCRBXkl5Q5Zntiosm2T8I2nJSHy1DdR6qrMVm6twOtPBIbmAhuhlIXuaryIM0NOmjFY17SNjgB0KlEoO9h5wwS2v1Nw+ZV/ntHMfrm2c8/VJHQt8r+bwRsFPdDvuAFetq7MFm9/u819Y2XfLDZ+92l6/bvVHfv2bZxa+9dROd8jnGC55qHeBvB25EbVoNIFJR/honzcBfzJiqRjZBFNCzqQ8wUlDtboIUU608cBfby1MwMcRxugd8Yh6JaOqSxZlvyiQRxtEhTSZUEU5Y50u95ZJccpL4jo+anJlDI8GCFHG3kKPv+DkJT9h1s4bvJrWSml0t5/LT1w+95G29wzAAWDmtA4AEFdufPqrc2Z6nussvi/XkLt+aHilde9jHP2FVricwbUyHuYsAfKEOw/IjoYCpg4/dBweOmAPl9lj0zDjGGP2mRjWdEpwGVKP0S+rxEZTCipwE+IwDykNyXyuhL39/fjJ812YPX1hMK134Q/2FBpu2FdwS6d6By9If6zbewrgqk0/4RKUhvaW5s2u//NF83o37d29Z/GOvYWr73uigsDj4Ewamvo2JEf40NHuCUAbsiQBkCyMJwMzcRsfK09UUzKDyhHN8IqxqbFMJA1ENDcPE9IfH+WRxByvXIAMFmR5BwYV7pe1UFy7jHW7p2Ll9vmPnn/BH7669OTO7+ztHyl1T2465tfiUNp7EuAA4NW3AcDAri333d7Z2Dn1wvPns7qW4lW/+tVyDA8OgHNbewSAyFvC0+BOsrbaVr5nFbBHSsboxdTorCLUq8HeWJ61waE6WhLuR1Xe2JAo0co40EgQDglYHqkTpsqs6d/IIKJJXVWQSIRAyRewnUmwmy7CggWTHpu1cf8XX3/zuXc+suS6o4iCI2/HnoIOo+0fHIFlWz1rN+yY+fLLq+546eVVpy5fvZMHAVidB+RdgZwDuDZgWSweMMHN4I5hkbE0wOMoYiIiSZbTCGb8VEjmpaQjmXGUk6VTCDI6YxzlFIlzo9HJjEim2hdmtqXhP4z20ZFOBrConoptCbh2gJwXoMarwHNLCEIuAt4btk6ev6Kt86Sb3JqezUCwzXLqjjc0DtreswxO26SGPABse/nVNds+vHDmNfsGBid39c792fMr1s3Ys30bal3Athhsm8kiWqBanKUH9kM95KPPIpuQs3zk6Y3MYxt9qNqBE/9jLOmfdQhav0QZnmM1w0WoF8jOqAY6sEi+yJRbASfwYfEymls6UNN48tZ397OP1zScuKswGu6oaTjyeiXHqr0vGJy2Hz31Gq69ZBE27jiwYP2mHf/0wMNPdliVwSml0QG4NsA519DlURIXYzQFVL1EisUNBk8kXGnWjiQQQLU900ZtzMJMMzmtbKWqX6kCu+lMx9i9KTuqSJ1fOhcFuqJVzP7xgBGQ364GC6ubr3JQGIumJhEBPFegtSWP9jZ7R0/vx/pydd1/wuyON8qDv4bXeM7xhsC42vsO4AAwOFJCfY3L9qxdLraXmn5/0+ZtX1yzevX8gf79k3fv2Y/RUgjHtiSrWxJ8QgBhKGSwKIwT/ZNJVXHilOlmpCm2xiwQiU5CpYhOvz1I6TZTkiSNYlNqUOliZEnqRCkiYyLpAQAimik4CKAHBzMOOJaAbcvZzUZKHI7XjLa25l29vXNWNbdOvWvDtty/LVk8jSEsCma9f5hbtfclwJNt46YtAPCZl19+5cx3dvdfs+L1jfXF4QHkcxZqclYU0BCo+AKlinwPwxhIFjd1sQahAjepU5jlVaHFOOMOw/SxJWsz89gREC2WZnIj1ZWZejqlxRO6nFtC5tFz6BqFYHJETtnnKJUZyr6MWFo80tuuj9aWWtj53qGANf/f+fNPeR7Ag51d0473rT3i9r7Q4AdrJ8yaAQAP9u0b/EHf3gMvFH13fo1d+cKWzRtZqTgEz7MBWEAxRLEcSIBH+RiWJbUyE7HRqFtCbqQzFWN3ho4egvgqonwPJZHSx83+HG1CXIHRNxHPEBKXajMG9Ohxbyo91rJkjn0YAn7AUfY5hkcA3w9hWwHaWxvQM3OGmNQk7plx4rmr3Nykh7ndWDne93Si2geCwWl7a+0meJ7b/M6OXWcWCoNXOxY+tX79arGvbwfbtbeI9TtCFIpA3hPwbAbXAWxLMq1tUfaGmc+dweIAItzF8DW9JVE1Ws6lPRAxuNLg6j3pRUF8aONGMcrYySq0hLUtS3pDHEvAdUJ4ro+8F2Bg2MYbGx3sH7TR0z1VLD5lAfM89v1JzfWPtrR2PF8plw+0tM883rdwQtsHgsFpmztnFgAcEEI8CWDFwMCB+wpDe/iCud0P7Ogb7rVeW5V7feMA9h9w0N4QF56MfeOKTc2Ks0lXIUPMooaHIgqDc5CiljrPI0YvfRKYLkIagTRzQzhjUDmuitlpYXs1c5qls1xlyYbGujL2Dxewt9CO6bMWFTv9/AYuSv9tzrxFYXNT0zYAfQdLInu/tg/mr0q07Zt/C98P2ridn9XQ4Pzw169uc376+BtNfqGvsVwuIxQhXBvwXA6LKw8JMzS5ZSkdHbsdQ224CohQxPsZdcPlMdX+liWfFJaFNJMzMw8+iIxCahBbHFJ26P3pFOUyO8WxQ+Rzsui84ziYMa1+AHWL+kvihIpfKl43MDC8iXFr70Xnn3G8b81Rb78TAAcAIfoheTKoeeQXy8pL5531uddXvvHp9Zt3+hBYuGvndi/wixgaGqHxEFgWg+Nw2BaHbUmAKqniByEqFYGKHyII1YgW06C01Cva37ZNgMcvCVoF8CAEyj5DuQL4QXQuXO7n2IBty+F9crp0AIwhDEM4Ti0aGz30dHeVhMBKNz/FnjHrpIdWrX3uux1TPubanI0KCDGrp/5435Jj0n5nAE7b7t17YNs2Xlr+CpYuXeKWy5Vvbd6ytf2d7du6123Y0jo0NBJWKpU5I6NFjI6OwrZCeA6H69pwHRuuIzV1qRyiMOJjpBQgCKSnQ3YExIzPAG6xaDmH6zAJ0Gg+LjVLhW0Bti3ddrLzAIUix1ABKFWkoeg50XTpkL7q+joLnpuDZXtwXGetZdfw5pZp+3p6urd3dk3bY1n2X6xb80p51omnIAh8NDW/95Khjnb7nQR4VisWSwBwsmXxnuUrXgtWrXrr/HcPDFiNjQ3/fbQwUJvzLOzavRdDgwfQ1myjqT5EqcSwZkuA/uEAoRBwbYaca6HG43AcZqTi2jaH53LkXA7PlSxMUwRcR8BzAnhuCNeWMyrsH7SxelOIoUIJjXU2JjVytLdNQl1DKzwnxOTOpsJIYfB7bq4xmDFz9r/3TF9ghSLcBuBN1/UO80p8sNoHzsg83JbLeQDwZvTCuvWbn7Zsyy0Wi6/s27snb1usMu3A0BW2zS5vqueocUt4/N9fw57RAoZKAo05AdeTYxLLlTIsy4LFGUZGA/hBiJxngcGGa8mB1TlHoOIDw6NMz7fTUOugudFFXb6CunwJBwZDePla1DSdi/paF431HJ7Lfi6Qf8Jx4HR1do54udy/BL5fbuucfrwv4Xuy/RfAq7TZJ84EgDKARwCgv38QAnjO4uw+x2ZhuVLE3ie3YRQhypzD9ULU1nJ20Uc+9Pe7du6Yk3NZ4Doc7w5UUCyFyOc46vI28jmO+rxAbU2AkRLDu/0Mjs1Ql+fW1Klda/v7Vnypvm5UtDaV4Tgc7Z31mHLiUjiOB9ti3LLEBghsydU0HO9L9L5o/yVRJrBtfXsbfD+YtWr1mhrXFvAcjn39PkZLAfI5jtoaC57LUVcjAV4oMuzrZ3Btjtoajlm9J41alrWprX3K8f4pH5j2/wHFALm64S87RgAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0xMVQyMTozMzoxNy0wNTowMDFwaisAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMTFUMjE6MzM6MTctMDU6MDBALdKXAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/d3fzzAAAAAElFTkSuQmCC', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 589000
{'hecke_orbit_code': 33555040, 'n': 1, 'trace_an': 18}
-
id: 589001
{'hecke_orbit_code': 33555040, 'n': 2, 'trace_an': 0}
-
id: 589002
{'hecke_orbit_code': 33555040, 'n': 3, 'trace_an': 0}
-
id: 589003
{'hecke_orbit_code': 33555040, 'n': 4, 'trace_an': 0}
-
id: 589004
{'hecke_orbit_code': 33555040, 'n': 5, 'trace_an': 4}
-
id: 589005
{'hecke_orbit_code': 33555040, 'n': 6, 'trace_an': 0}
-
id: 589006
{'hecke_orbit_code': 33555040, 'n': 7, 'trace_an': 0}
-
id: 589007
{'hecke_orbit_code': 33555040, 'n': 8, 'trace_an': 0}
-
id: 589008
{'hecke_orbit_code': 33555040, 'n': 9, 'trace_an': 18}
-
id: 589009
{'hecke_orbit_code': 33555040, 'n': 10, 'trace_an': 0}
-
id: 589010
{'hecke_orbit_code': 33555040, 'n': 11, 'trace_an': 0}
-
id: 589011
{'hecke_orbit_code': 33555040, 'n': 12, 'trace_an': 0}
-
id: 589012
{'hecke_orbit_code': 33555040, 'n': 13, 'trace_an': 4}
-
id: 589013
{'hecke_orbit_code': 33555040, 'n': 14, 'trace_an': 0}
-
id: 589014
{'hecke_orbit_code': 33555040, 'n': 15, 'trace_an': 0}
-
id: 589015
{'hecke_orbit_code': 33555040, 'n': 16, 'trace_an': 0}
-
id: 589016
{'hecke_orbit_code': 33555040, 'n': 17, 'trace_an': -12}
-
id: 589017
{'hecke_orbit_code': 33555040, 'n': 18, 'trace_an': 0}
-
id: 589018
{'hecke_orbit_code': 33555040, 'n': 19, 'trace_an': 0}
-
id: 589019
{'hecke_orbit_code': 33555040, 'n': 20, 'trace_an': 0}
-
id: 589020
{'hecke_orbit_code': 33555040, 'n': 21, 'trace_an': 16}
-
id: 589021
{'hecke_orbit_code': 33555040, 'n': 22, 'trace_an': 0}
-
id: 589022
{'hecke_orbit_code': 33555040, 'n': 23, 'trace_an': 0}
-
id: 589023
{'hecke_orbit_code': 33555040, 'n': 24, 'trace_an': 0}
-
id: 589024
{'hecke_orbit_code': 33555040, 'n': 25, 'trace_an': 22}
-
id: 589025
{'hecke_orbit_code': 33555040, 'n': 26, 'trace_an': 0}
-
id: 589026
{'hecke_orbit_code': 33555040, 'n': 27, 'trace_an': 0}
-
id: 589027
{'hecke_orbit_code': 33555040, 'n': 28, 'trace_an': 0}
-
id: 589028
{'hecke_orbit_code': 33555040, 'n': 29, 'trace_an': 20}
-
id: 589029
{'hecke_orbit_code': 33555040, 'n': 30, 'trace_an': 0}
-
id: 589030
{'hecke_orbit_code': 33555040, 'n': 31, 'trace_an': 0}
-
id: 589031
{'hecke_orbit_code': 33555040, 'n': 32, 'trace_an': 0}
-
id: 589032
{'hecke_orbit_code': 33555040, 'n': 33, 'trace_an': 16}
-
id: 589033
{'hecke_orbit_code': 33555040, 'n': 34, 'trace_an': 0}
-
id: 589034
{'hecke_orbit_code': 33555040, 'n': 35, 'trace_an': 0}
-
id: 589035
{'hecke_orbit_code': 33555040, 'n': 36, 'trace_an': 0}
-
id: 589036
{'hecke_orbit_code': 33555040, 'n': 37, 'trace_an': 20}
-
id: 589037
{'hecke_orbit_code': 33555040, 'n': 38, 'trace_an': 0}
-
id: 589038
{'hecke_orbit_code': 33555040, 'n': 39, 'trace_an': 0}
-
id: 589039
{'hecke_orbit_code': 33555040, 'n': 40, 'trace_an': 0}
-
id: 589040
{'hecke_orbit_code': 33555040, 'n': 41, 'trace_an': -12}
-
id: 589041
{'hecke_orbit_code': 33555040, 'n': 42, 'trace_an': 0}
-
id: 589042
{'hecke_orbit_code': 33555040, 'n': 43, 'trace_an': 0}
-
id: 589043
{'hecke_orbit_code': 33555040, 'n': 44, 'trace_an': 0}
-
id: 589044
{'hecke_orbit_code': 33555040, 'n': 45, 'trace_an': -12}
-
id: 589045
{'hecke_orbit_code': 33555040, 'n': 46, 'trace_an': 0}
-
id: 589046
{'hecke_orbit_code': 33555040, 'n': 47, 'trace_an': 0}
-
id: 589047
{'hecke_orbit_code': 33555040, 'n': 48, 'trace_an': 0}
-
id: 589048
{'hecke_orbit_code': 33555040, 'n': 49, 'trace_an': 34}
-
id: 589049
{'hecke_orbit_code': 33555040, 'n': 50, 'trace_an': 0}
-
id: 589050
{'hecke_orbit_code': 33555040, 'n': 51, 'trace_an': 0}
-
id: 589051
{'hecke_orbit_code': 33555040, 'n': 52, 'trace_an': 0}
-
id: 589052
{'hecke_orbit_code': 33555040, 'n': 53, 'trace_an': -44}
-
id: 589053
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id: 589999
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