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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [7, -1]], 1, 1]], 'ALdims': [0, 1, 0, 0], 'Nk2': 56, 'analytic_conductor': 0.11179056282979254, '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': [14, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 1, 'dim': 1, 'eis_dim': 3, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 33554446, 'hecke_orbit_dims': [1], 'label': '14.2.a', 'level': 14, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 4, 'mf_new_dim': 1, 'num_forms': 1, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 1, 'sturm_bound': 4, 'trace_bound': 0, 'trace_display': [-1, -2, 0, 1], 'traces': [1, -1, -2, 1, 0, 2, 1, -1, 1, 0, 0, -2, -4, -1, 0, 1, 6, -1, 2, 0, -2, 0, 0, 2, -5, 4, 4, 1, -6, 0, -4, -1, 0, -6, 0, 1, 2, -2, 8, 0, 6, 2, 8, 0, 0, 0, -12, -2, 1, 5, -12, -4, 6, -4, 0, -1, -4, 6, -6, 0, 8, 4, 1, 1, 0, 0, -4, 6, 0, 0, 0, -1, 2, -2, 10, 2, 0, -8, 8, 0, -11, -6, -6, -2, 0, -8, 12, 0, -6, 0, -4, 0, 8, 12, 0, 2, -10, -1, 0, -5, 0, 12, -4, 4, 0, -6, 12, 4, 2, 0, -4, 1, 6, 4, 0, -6, -4, 6, 6, 0, -11, -8, -12, -4, 0, -1, -16, -1, -16, 0, 18, 0, 2, 4, 0, -6, 18, 0, 14, 0, 24, 0, 0, 1, 0, -2, -2, 2, -18, -10, 8, -2, 6, 0, 0, 8, -4, -8, -12, 0, 0, 11, -16, 6, 0, 6, -12, 2, 3, 0, 2, 8, -12, -12, -5, 0, 12, 6, -12, 0, 20, 4, -16, 0, 0, -8, 0, -12, 4, 0, 24, -2, 14, 10, 0, 1, -18, 0, 20, 5, 8, 0, -6, -12, 0, 4, 0, -4, 0, 0, -4, 6, 0, -12, 0, -4, -4, -2, -4, 0, -24, 4, 8, -1, -5, -6, 18, -4, -4, 0, 0, 6, -6, 4, 0, -6, -16, -6, 24, 0, -10, 11, 10, 8, 0, 12, -8, 4, 12, 0, -18, 1, 0, 16, 0, 1, 18, 16, 2, 0, -6, -18, 0, 0, 0, -2, 12, -4, -12, 0, -16, 6, 8, -18, 0, 0, -10, -14, -4, 0, -6, -24, -22, 0, 0, 0, 6, -1, 19, 0, 20, 2, 24, 2, 0, -2, 0, 18, 0, 10, 8, -8, 0, 2, 0, -6, 2, 0, 8, 0, -24, -8, -10, 4, 0, 8, 6, 12, 0, 0, -24, 0, 12, -11, 20, 16, -4, -6, -12, 0, 8, -6, 2, 12, 0, -2, 14, -3, -12, 0, 0, -2, 1, -8, 0, 12, -24, 12, -28, 5, -16, 0, 18, -12, 0, -6, -12, 12, -24, 0, -15, -20, 22, -4, 0, 16, 8, 0, 6, 0, 6, 8, 14, 0, 0, 12, 24, -4, -16, 0, 32, -24, 36, 2, 0, -14, 8, -10, 18, 0, 0, -1, -36, 18, 0, 0, 20, -20, -4, -5, -18, -8, 16, 0, 0, 6, 0, 12, 14, 0, -36, -4, -6, 0, 0, 4, -28, 0, 6, 0, -10, 4, -12, -6, -30, 0, 8, 12, 0, 0, 24, 4, -34, 4, 0, 2, 0, 4, 8, 0, 1, 24, -12, -4, 0, -8, 36, 1, 18, 5, 0, 6, -16, -18, 0, 4, -10, 4, 24, 0, 12, 0, 32, -6, 0, 6, -6, -4, -4, 0, 8, 6, 0, 16, -10, 6, 6, -24, -36, 0, -8, 10, 0, -11, 0, -10, -16, -8, 32, 0, -12, -12, -36, 8, 0, -4, 0, -12, -4, 0, 24, 18, 0, -1, 0, 0, -6, -16, 36, 0, 2, -1, 8, -18, 0, -16, 0, -2, 24, 0, 6, 6, 2, 18, 10, 0, -24, 0, -23, 0, -6, 2, -24, -12, 0, 4, 24, 12, 0, 0, 38, 16, -40, -6, 0, -8, 8, 18, 8, 0, -12, 0, 8, 10, 0, 14, 6, 4, -32, 0, 0, 6, 30, 24, 0, 22, -11, 0, 6, 0, 32, 0, -48, -6, 0, 1, 2, -19, -28, 0, -6, -20, 0, -2, 0, -24, -42, -2, -8, 0, 36, 2, -6, 0, 0, -18, -40, 0, -24, -10, 26, -8, -4, 8, 0, 0, 32, -2, 12, 0, 48, 6, 2, -2, 0, 0, 6, -8, 26, 0, 0, 24, -6, 8, 25, 10, 0, -4, 12, 0, -16, -8, 8, -6, 0, -12, -4, 0, 0, 0, -18, 24, 14, 0, 0, -12, -12, 11, 0, -20, 8, -16, 18, 4, 0, 6, 2, 12, -24, 0, -40, -8, 48, 6, 0, -2, 0, -12, -16, 0, 0, 2, 26, -14, -20, 3, -12, 12, -10, 0, -36, 0, -12, 2, 0, -1, 8, 8, -24, 0, -46, -12, 0, 24, 0, -12, 36, 28, 12, -5, 18, 16, 4, 0, 0, -18, 0, 12, -46, 0, 8, 6, 0, 12, 0, -12, -48, 24, 12, 0, -4, 15, 20, 20, 30, -22, 44, 4, 13, 0, 48, -16, -40, -8, 0, 0, 0, -6, -16, 0, 16, -6, 24, -8, 0, -14, -6, 0, 12, 0, -40, -12, 36, -24, 0, 4, 2, 16, 0, 0, -18, -32, 2, 24, 0, -36, 24, -2, 14, 0, -36, 14, 24, -8, 20, 10, -4, -18, 12, 0, 0, 0, -24, 1, 0, 36, -22, -18, 0, 0, 6, 0, -32, -20, 0, 20, -12, 4, -72, 5, -6, 18, 0, 8, 0, -16, 24, 0, 6, 0, 2, -6, 32, 0, 0, -12, 16, -14, -4, 0, 6, 36, -40, 4, 0, 6, -36, 0, 56, 0, 20, -4, 6, 28, 0, 0, -16, -6, 12, 0, 7, 10, 12, -4, 0, 12, -11, 6, 44, 30, 0, 0, 44, -8, 0, -12, -18, 0, 14, 0, -12, -24, -24, -4, 0, 34, -38, -4, 0, 0, 16, -2, -10, 0, 0, -4, -22, -8, -48, 0, -54, -1, 20, -24, 0, 12, -36, 4, -16, 0, 0, 8, -24, -36, 0, -1, 0, -18, 24, -5, 36, 0, -16, -6, 0, 16, 44, 18, 0, 0, 48, -4, 0, 10, 0, -4, 18, -24, 56, 0, -4, -12, 0, 0, -10, -32, -4, 6, 6, 0, 2, -6, 48, 6, 0, 4, 2, 4, 20, 0, -24, -8, 0, -6, 0, 0, 24, -16, -8, 10, -12, -6, -54, -6, 0, 24, 0, 36, 18, 0, -15, 8, 12, -10, 0, 0, 32, 11, -24, 0, -6, 10, 14, 16, -40, 8, -6, -32, 0, 0, 2, 12, -36, 12, 0, 36, 24, -8, 0, 0, -16, 4, -16, 0, 0, 12, 8, 4, 8, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '14.2.a', 'level': 14, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '14.2.a', 'sub_level': 14, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '14.2.a', 'level': 14, 'portrait': 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P3+kDROEEISVKrs2OCze/2QSgjGCBaahvM2GaphykLL58SiIlDg+zDsSy7YltAdxgSexFeaE4sBZ1s+1cBwwZY+Syse2kA1lGzfELNrc5tadYgQEMWSVq/G/GrIbF2SJiEn5n2OnRUcn0uYa0X41SGXn9fl+1+rGQ5mOHqmwcl5xdxiytnlmFNLhkNLhisuXOIX37XCpukpjp2ZYX65xsKqx9KqpNlJ6fQS2r2UpWbK6aYws5s26B/6jl0PbNl2w89Mz5x3WOv0+DUX1V5oaPy1j3/wAP+/3/tZllfN9ptfEvy2SY695Z77vsB73rhINNjK2aUpllarrLR9VjuK1Tasti3Il5sp8y04sijYuH6Vn//uFa7dV+Xk3Cwn5urMLXucXTLMLyecWkw5tZqyYV2Xb7mux/lbFPUwxJcVlpohiyuKxSb0hxAnBk8ZapWU6YmExMCJeaj6EZXQw5MpjSq0+yH16hAB1ELNSitktSOpVwUrbcFyJ6UWGgxQryiaA8F0dYgnFdVqROBJjp/1SbTHbENQDwVKQZIIegPBYtPeTEvtGN8fUKklnLdtyOuujdk0Vefs4hQn5wPOLsHccsLCSsKJRTi6Yrj6kiV+6btX2DzlwL1SZXHVZ6kpWWmltLoxrW5Ks2NYbMPxVQn9Jf7jj3TZdd7r2bFlx19esq35Y52Bd3J2x9teaIh808c/WBdlcXGJiUZt6tiJM//yv//R56/+7d8/+5bDZ09Sq0pe/iKP685vM4x8tC7fowpjFDbHA4gUIQxHl6b5Tx+V/Ny7F7lyd8xUfYaJ2gT1SshkzWe6Idm0KjmxOMUnbq+hgiEX7RywY3NKp9tnx/qE1740ZRh7CDRffTRkpRtSS4ecXlK0OhU2bgtZ7sH8IuzbITk8Z9i71WeqFnF6VbFpKiHVkqVOlaWOZtNMzEpLMVFTnLelx9EzIRfuTDi9aGi2q1ywLWXHpogTSykTjSGtTswdj1UASRRrXnJZn2t3GJa7Pudvidi3QxKIKv3BOh59LmRhRbK4krLUTDizrDm6KOgkA665qMnPvqPL+sYMR05PsbhSZbHps9yytme7G9PqpDS7hpUuzPckK92El13U46rzVgi8T0Drwrc827/AbNz9hoc7vf7vJVG/OT09+0JDZs3HP0gGf/D+b1CthuHySvO9Dz6y/3vuf+SIeuZom/leyMIg5UW7F/gvP7zAZbvrnF2aZrVVY6VdYbXtsdK2GnK1k7LaTlhtJSy24cSKoD7Z50X7mrz1pUMu2FKl25vk9GKNxVWf5ZZktW1YamoWmpruIKUTaQbDhA1TQy7cqTFGEHiGg6dDkrTK7o2SC7anTE8NWFiNeOZonSv2wNTEKnc/Mc2GqYipumC543PBtogoSnjo8CRRnLJ3s2a1J5hpDFg36XH3UzFTtRqX7Ul55njMworPbCPkgm2GnZsjNBGHTit834AxXLQrZt2EoNcP6Q0Cun2P+RWPpaZgtZ2y2k5ZaqWcXBa04oQ9O9q85cZVrr5AMVWd5PRCg8VmheWmZ797J6XZzsCtLbi7irPNlKv3zvN//9ASF+6o02xPcGahwkp3E5E4L53ZcMEfV6sT/yJJouFNN934QkPnnMc/KIA/e3geqTz/mUc+51+4Z8N7773/sXc+9PgZb7GZsNKGpQ6c7UjOtlKu2jPPr//gMpfvqTG/NMVKu06zE1q50vZY7Qha7ZTVTkKzk7DaNpxuCua7msmJHtfua/P2mxP2ba3QG9RZXK2y0g5odyXtnqDbLyRJlAi0Bt8zVCuweVazdf0A1JBnTyY8fTigoqrcfFWMH7R45NkGm9crHjmQsm29ojdMmaimLK5qLt8rWFzV1Cs+/YFg26aEh5+tsHU9PHxoSCCq3HQFBJUeTx1Nee5YFUnAllnFlhmoVsD3BKkWxAnECfQH0B1oOj1Nu2fBudAytOOUC3Z1+M5XNLl2r2a6WmOlNcHZpRrLLZ+VliWDZiel2U1y5l7twVxHMt/SXLtvnl/9oUUu3lFlYWWK5WaD5VaV+WWPUwsw1LPRS19282PXX3vF7TPTf/kzpLca4W1/oaGUP/7BAPz02WW2bJrxvvHgwV/c//ht3yOi4+sXV9JwfsWw0oxYabtlsyeY7yrOtBNetGuB3/iRJa7YU2FxdZqVVo3VdkizE9DseDQ7gmbH0OqmtDoJzW7KahfmW7AyNAg14E03trh4e8K1ew1T9QqtboUk8UlSRZxIUi0AgzaG0E+YaPR47LBkMIy5/eEGIq6wZ2vAjVd0ifQqt90/w+V7AhY7bU6drfOiC2OeO+4RG8PRM4b3vHHAkdOaWDd47qTmmr2C4ws9llenuPyCmK883Cce1nnJpT57tkcY0ebLjwiGA8ETh0IaVZ+aJ3IZpjVEqSFODUMNrZ5manLAVRf2uXTHgDe+JEVRo9Ots7BaY6Vtz81qW9LqGJrdhHY3seeoZ1jpSua6ksV2wov3zfNf3rPEvu1VFlenWG3XWG1XWGkHLDc9FpuCucUIZJVXvGxv/KbXX//rfu3iX9DxSqKCfxiS5R8EwN/3vvdz4LmnKm9403f+9D0PHfi5Z555XOzc6KGUojdI6XRj2r2Uds/Q6hlW+4KFnmKuk3DNBQv8+g8tcvnukGZ7kuVmnWanQqsb0Ox6tDqKVlfQ7mna3YROL6XT1/Zi9gSrfUM3SrjwvAGT1QSdJLzxxj5X7EkZxgpPGoax4dPfqHHgdJ3N05rjZwI8quzdqrj8AkOl1uWBZ3vMLza46oIqMzNN7ng04EW7A5a6Hfq9OtPrDI/ul7z71gEP7zdsmAnpDjusNqe49IIedz4KGycmuOrCLnPNJvc9OU3Nr3PF+XDBjgHK63J4TrNxJuL4mZjP3B3SjxVSQhQbrrxgyOtfOiSOPaaqcOkuQbdfo92t0uyENLs+ra5yjhO0eymdburOq6bVh5We4GxHstobcv0Fi/zyD61w2e4KS6uTrHZqtLoVWh2fZsen2ZW0u4LuQCOFYc82zYuuuswEjQt/6UMf/stfe9FVFw++610/8EJD64UH+Gc/8d9ZPxPWnjvS/sljJ1d/cW5+Fd+TVCseQgriWDMYpnT7iV2G+5pOH1oDwWJfcbatedGeZd7+iiXefGPKRKXO4uoEq+0qrW5Iq+vT7inaPUmnB92+oTdI6fW1fR4aekNo9QW9yBClmiAweC789hWE0mC0JPQ91k0otm2Q7Npi2Lm5TyrafO4+xXOHJ3jVVQEvuWqVD3w2ZSqY4TU39LjriZjJyiRbNnf52sNV3nRjyu2PpexeF1Kf6HD3YyHf8mKfRmOeD3x6hpddUuWV17Z54sSAv7rXxyQ1dm4M2L1ZsG2jZt1URBjEaJPieylK2bKRwINKIIhjj94goN3z6A08ugNFty/p9qE7MHT7mm4vpdu3N3q7D82+YLErmG8ZJibavPWmRd7+8iGX7KqyuDpBq1uh3avQ7vm0ux6dnqLTF/SGEMcgJVRDg68MwpvAyMbPD+Lqb3gy7v30v/9XLyi+XlAX5Z6v/BbViq6sNpf/vdKtn616fbZsCEldqY8xgBFoLUm1dUeMAYFBCIMUKYGUPHt0Hf/XH9R45tQ8335Dl6svGDJZb7DSqlOvVpjo+XT6Ht2+ojuQ9AYe/QEMhoZBrBlGhjjRJIkh1cr+fQNSCXxPUPGhUZNMNgSbZzXbNvaYmmxx5xOG2x8ICOQkr7wq4IoL23z96Yg0nuKqS6HZH3JirsLrrjNMT/apeCHDWLLQTpCJ5Fv2CJ5oDHn0uQo3XzPD9Zd3eOSARDDJVRcGvOfblvmrhyLueqzGc6dCts96bJoNmaxXadSgEoDvG5S05ytNBYmGOBHEsWAYGwZD6EeawUDTH6b0BpreUNMdQGcAC13JYhdiBtx42QpveEmbd71aE0UTnF2q0+lV6fR82n2fbt/eMP1IMIxtfBInBmPsuUy1odtdxMjuz1cbMzKsNH7tJ/7Dbw7+6y//m/8zAb5xtu9FUetnRdr6yaofyY2zAb2BJkoESSKIU1BSIIQEAcIdUtosoqcMgUqpeJKlXo2PfHk7X36gxeuuXuVNNza5/Lwus1M1lls1Ov2QXt+nN/ToDxWDoWIYCYaxJE4gSRVpCtrYZU1K8D0IfUO9qpmeiNm2oUdiuhw4HfPJewOeOTzBTLXK1fs8bnpRm2883eK2eya5bl/Ihtk+X3jQoNMqMxMRy+2hvWmATVNdVpdClKhwwxUr/NXdFU7OVfnW63ok6TJffXQdcVrhmos28obrW+ze0uLuJz0eP1nFHA3ZNiuZqQtqFUEYCDwlHMgN2lhdnqT2po1iw9DdxIMIehG0B4LVoWC1A9IbcOW+Jm+9qcWtV8XMTlRZaTZodip0+yHdvk93YMmhN1B0B4L+APqRIYo0kSOGJNXEsWEQaVbbTSn85Kcvunj9jl/6Dz/4yK/+wo/9buDL/zMA/gu/+Rl0VWNS+eML7a+/bmNl7saqr4KpiSpKxQS+xyCSDCNBlAgiCVIKpFRIIRBCIGWKJzWeMvhKE3iaqmdoDBTL7Rn++MsNvvp4h+suafE9r2ly0fYW66YqxEmF/jCk0w/oDzyGsSJJJHEq0VqgjbDgFoYwTKmHCWEQI9WAhdaQzzwgOT4XcOTkNCausHebz0W7FC+6sI3wF3j04AQ7Zitcep5hdrrJcqvC1lkFUvP5+0JCJNXQ8Prr+3zk8ylnF0PWb1AsdYY8dThk6/pprj5/kbseb3HP05MMhgEX7prlql09LtvV5uCZJsfnDfc8VePIiRqhkISepB5CpcTkxkCqDUkKUQpRIugOBe2BoBVBrBOEGnD5njbf+5o2112k2b7Bp9efZXGlSqcX0B0E9DLGHtiVrz8U9Idu5YtSolgTxZo41kSJYRgZ+hH0Isnyci882Tn8/ds++ifN97xJqe78H/52HDWY3v6d/3QBfvLgZ9l+wW383793849+5q6n/tOLNz/V2HuRJo5nQUikMPiewfcUgScZxpKhEnieZXIlpWNugeel+J4m8C3LVgJDLUiZqkjaQ5+V5gx/8fVJvvF0n6l6n3fd2mLPxiZJ7HHBNsOFuxWDoXVLUi0xxoYjSqaEQcKh03B0QdBPNP/jthrN7hSDXsBsVbFlxmPnZo/ztgouPb9FKpd5/2cadFuTXHeRx57tHR4/mtJuVdi+B+rVhHZUIQwkGEPg+zQHcGpesm9XyMV7Buw/EPHkoSrXXTrDP//WJf7w8x0e2N+g2/dYbjU4b2uFS7b1eclFHV5/fYdWf5mP3lalFwecnPd54mhA4AmksCjXQKoh0Zokgs0bIy6+sIdOY/ZsHvJdtwyZrHlsmg6I4iqn5iv0+gG9oU9/4NEbWmD3h9IdMIgMg6FhOEzdqmAZfBjbQHcQGfpDQWcoWI0UJxaW+OLtz0y962W7/vNQXp9u3/tvf/dDf/olvvvt3/JPD+DDpU8SzF6k2qda//xrD977Gx9rHg6N7lIJFbVKn1QLpDAoZVBK4ymF5yk8Jd0SbMtLPSXxPYHvSQLPBlqBbwiHmopvqMWaiQrMVAXdSNLuNzjRavArH56FNEaScOm+HhfuiBhGAqNTjLGi364UkiAMePJwwKETFaqBT92TrKsL9myRbJjx2LJesnOzZt/OVWKW+e+fbnDi+CTX7vU5f7tGem1ufzhkuuYzOwXTEwPq1QoK61+3+wHLXc1yy9Ds1Ln16haPH4g4fNpjdrLCNRdP8c/fsMJ//xQ8fKhOd2Bodj3mlifYPFtl/cyQLZN9/sN39alV2jx3UvPEEUUYGqSyrgYCMAajIYoEF+5IuHJvijAecRyAmWYQhZxd9C2ohx6DoWIQKSvhIsFgaFl7EMEgsoDOjijWDGPjJJADfwy9oaA5FKwMBUYnKDngwJHHGp97cOI3VO298XmX3fz7v/K+O9L/6z2v+KcD8N/9yF/w1l/b7v/Mm+/83t3TT//OFec95L/p5RJBivISapU+WlsGl9LgSR9fGYJI43sevifxPIHvQeDZwC/wBIEvCHxJGGmGQUo1cic8sdbeVKyJEhjGgkEiGaYhcVLh0NEGTx80pAa0M5SVwBZFKUHoQSOEizZAowpTdcl0QzE75bF+GnZuHrJlfZOhWeF3PznJ4SNTXHWex+6tkj3bV3nw8JCTc9O8ZK9kekITeH0q0kcZrK+uAT1gpV3hzKLHdZdWufi8Nk/sD1k3KalVGlyxN+VfvHmV3/2U5unTDVpdTautWFz1WDfVYGayylQjYaKWMF2LeO21MaEf46sEpTRS2u9lXJAeJYqVFUWSeESJIooVw9g9R9IesbTyMLbVi4MIhpGxgI60Ze04e22BnT0PYujFknYkWIkEnThBJkOkNHzpPsH7//JgeO21td+5YGdT/8wP1/7o+173kXjLrnf94wf4e//4i2yemfKu2XrsB37/k8f+26b60/7p+TqPHfR47NmIXVtbXLS1VwoeNZ5K8Twf3/PwIkOgpJMtxjK3Lxj6wl6IQBG5ixPHhihxujCxQVaW7UtS45Zsg9Y2mMySJUKAkuBJa7eFPoShpFaR1CuKyYZkegI2TKfs3NxjorHKX9wVc/fTMzSXJrh0h2LXFo/ztw8RqsnH75xgQ00xMylZNzXkriclp+cV+zZDnArO25Dy0suH7D80xXJLsNJq8LaXt3lo/4AjZyT1iiTwJ7lkD/zCdy9x1zN9PnPHOpY6sHNDymrbY6qhmGyENKoB9WqVSqipBFa2ecrgSQPCWCIHtLarR6olSSJIUkmc2DgnjiVRLBgmlu2jBMfSJtfZwzgLWAvWHsaGYQKDSNCPBe1YshpDd5BA1OWynS3++bd22L1Fs3PHAs+duNO/aNNFv7d68mql5N7fnz/2mWTjrjf+4wZ4KGNx6vTpH3nmmYO/+uUHFvw+uxl0UzApTxwZ0un7fNuNbd5xa5ephkapFE9Z6eF7Pr6fEvkefqQJfEXoO20euIsSC1cProgSiOPC8ktSTZKaHNxpai0tbexz1khu9b3AcytDGEiqoaRWFUzUDFONlPVTERtmOiBX+dOvKT7yV7Osq1S4bKdgx2afHZs1Ozc1+cIjmpXVKldsl0xNSKYnIo4t+LR7HkpBmkoaVcWWjQn3PKFptjVzyyGX7KnxsitbfPW+kOk6hGGAUpNcugd+4DUL+HKBT941zbOnK2xqx6ybTJisKxpVSa2qqIYeYeAR+tbD9yRIafLviLE3tTaCNIVEC9LE3nBJakkgI4g4yQJHC+rYrYhxvjpCFMMgEQxiQS8WtGNBOzEMBzETQZt3vX6Rb7+xxyteZNA6YN92Q6cj6A+O+vNnpn9D1Wq+kOHvuvvvHyfAP/yxz6G1/rEnntz/i0ePnKhvnfJYHUg6CvqpIU5Cbns45L6nqyy1l/jxt3VYNxXR6dXoDlJ8PyGIfIaej+97BLEi8hVhIhlGNpUexZIopmCjRJAkyl601FjrT1uPNmftEnMLYYNWpaz8CQKoBlCraBo1O9hn/dSAjbOr3Ls/4g++UOfQiUl2TPrs2STYtjFg20bB+du6CH+Vrzw8zXSomJ2UTNUNU40+Ew1N4EuEsBbeMPJodmx2ttVVLDZ9Or0Gt141zxfv63HobINqGOOpACEm2bNV8s5blrnuojk++PlJHnx6mq0dycaJmImaoF6xN2QYSkLfxij2OwmkKG5km0cQaONueA1pqkldqj/JicHk9p8FOESJsczuJN8wwbJ2Iukm0ItS0sGAiUqbH3/rEj/x9h7VIKDVqTOMAuLEJ4oDOr2QTu9kXVXC/7x+8+XquSe+8Fv7Ln/dPz6At9sdfN//l3/8J5/8xVOnTk1OVIV1PaShHgu6iaCTBHSVRzvy+a8f93nowCrveGWHV1/TYnYyojcIGfi2lWwY+0SxxzDwiGNFFCiixLaHxbF7Th3AU8dSqSDV5BagMcJi21grUEgnTZQtpAp8TSXQ1CoJ9UrCZGPIhpkO7X6X//Jxj9sfnaXTrrNnnWDHBsHW9RbcuzYPaNRW+MhXAk6frXPxZsF0QzE9kaLNkE5f4EkLNm0si0/WEqRKWO36NNswv1Jl744q77y1yZ9+JeDEgo/vxSjpY0yDOFVcun2Fn393m68+3uWDn17H2VM1Nk/CdDWlHqZUwywusUG4p1zgLEC4pLWhuNHtjQ861SRuhbNAt+Rgmd0CO0oEUQrDRNBPrN7uJNCLNTqKaFQ6vO4Vq/yzV3a46XKDNA2WmyFRHDKMfYaRzyDy6Q98en2PYXt+MkoO33rza4/81sc/9n7e9s9++B8PwD/yoQ/w1APvk08eWX/VM08fmqyFOIvPZiCVgiCGUGpCKWirkE7k8bn7Qu56pMGrrm7yna/q8fIXRUw3hgzjkOEwZBh7RLFPlHhEsSJOFElimTxOJIkWJIkkTTO9KZzeFugx5pYClNIoBb7S+L7VsPVKTL0a0aj1UarD158yfOLuCe54eB2b6opLNsOmGcmmdQFbNki2ro/Ys22Vhw8N+PRdG5gNFLMTkom6ZP30gAOnDHc9EiKNvZnSVCBQ3HxVzF1PRCw2K7S7KUurHlvXN3jzS7s8drjFE8+uoxYkKCUAH53WGA4VWzeG/LObVtk8Nccn765yz+PTnG5XmAkFExVDPdBUAgi8FE+BUgLlvm+5MMNkkkVbzzxj9MQBO3EEEaU24TZMBIPUElM3hn6iMXHETNjl5pc2+WevanPL1QlVFRDFFZq9kGEUMIx8othnGHkMhh79oUdv6NEbCJZa8685+cd7fvm5U7Wfe99/f1/6nh95zz98gH/q4+9n/Wy1cuD48Gfmzhz+gSRqM1HzUAPtJIFBSZuUUNJY10IKOlLRSRqsJCGfuLvK7Y93efGFHX78rV0u3xMxPdUnSUP6fZ8osSctjpWt+kttwibVijQRJNo6B9oItC4q70wObufWKG0TRX5KrRpTDYd4asggGfDUcc17PzvFo4em8dKQvbOGjVOGdVOKDTMBm2YlW9bH7N7SYb7Z5kO31TFxhc0bBJMNj8m6YaIW0U9TtFEEUiCkY3CtUJ4i0ZrOQNPupTQ7HmeXqlw00eBdtzb5tYUqRxZqeF5spY3xSHSFYSzp9AJeelGHGy5q8cTRk7z3MxPsP9FgcaVKKCVVX9AIDRXPuGSYQQqbnS0/jAN4nv10Lk+SQqwda2tBPxEMUugnhsEwxTND1k12ueKyDj/xtiZX70toVH2iYYO2A3bkWNuSkscgstnj/tCzGdG+pNkZ+lE6/zONahR/+1u++6M//J4fPg4M/j6nbP29AvzkU7/Etq2navc+VPlJHQ1/Dt2nUQ8wxFb/oXP2lMKghMCTBl9CqKCqBB0voO95rEQVvvRQg/ue7PEtN7R48yv6XLqrw451kinPMnmS+sSJxzDyLJtrSZoqB2yJ1mAQRRjj/m7ga8twXorvxfgq4uxqwsEzmm886fHY0Qnuf3qKJK6yecKwoWGYmRDMTipmp3w2zEg2r0vYur7P9NQKH/8i3PvUFFdsFUxPCCbqkkZN06gN6aQRga/wEisVjLEOBkNJb5DSdgVQra5hpe2xsDLBjRd3+ZbrV/jDz4bUlyVKxBaQ2iNOAoaxpDfwWTdV4dq9HT7w413uf7bNY0d97nuiwcmVCvuXqoRKUlVWHgWeIfQNCkfk7rRkTJ4aK+diDbG2cqQfWakSmwSTxDSCAZdt7nPxrh7ffkuP11wf0Qh8+oMGrXZIHAcMY5849ogSj2GkrKyMVQ7wQaToDyQ9lxVdbrZFoqOf/cYDT/30BXsvuL7X6z7294nJvzeAL8ydQlS2Vpban//36xqf+tmqX6VerTKMIfAVSWrQpgjpJQLpmNyTWN9bCSqJoK8EXS9k6Pu0kip/eucEX36kz/bZPt/60g6bphN2bRpy7YVdBB6zMzYBlKYeWkuMkY65s3XZuBtLY4RtCugPNdJLuOdZj8NnJV96oMbBMw2azSqB8C1bz2gma9YHn2p4zE55zE4JNs4kbF7XZ8uGVe592kqTrZMe6xowUfeYqAkm6wlSRjxzXNHqKbbVrQ42BoaxZOOs4MKdQ76+aGj1DZ2+ZfGlZsjc8hRvfekCTx9b5sEn1+MrA8KSRJJ6xInvgOLR6gZMN+q8/PIur7yqx/Ktixw6A198sMLhMyEP7a8hfI/FgcdgWSGFRAjhNLlwIDcO5IbUaEyqUV7KzMSQSRFz9cV9dm0csGUm5g0vidg0I5iZ8OgPJllu2gAyTrwc2HGsrNceeUTOELAgt1nRQSQYRIJhrElSODHXkr/yvs/4P/6Db/j2d77p5v2Li3OD9es3/cMCuB/UvaPHD/7HBx8+/O+u37UsfW+HlSLKZR19idam8J4xyESghPVsvdSWpgbKUEkF9dRqvr5nA8vWoMoTxxMePzaL0DHbNwy4anefyXrKTS8esGU2Jo0TjHYXzohSb6ZbNZQh0nD/E1WePlIjqEgeOVzjzHKViucxEUh2zhimKpqJiqFRlUzUJJMNj6kJj9lJWD+dsHFmwPaNbVJW+cjtUywvT3DZds1kw/ZYNmqaiVqMMTEPPB2wvOJz/ozNLhoDw6Fkw5Tk+kv6fP3RlE5f0u0ltLuK1Y7P/HKdS/b0efcrWzzwbJWjyxMooYHY1Zj4LkEj6A0l3b5PsxsyUWswPTHg2gv63HjJgLPLA5482qZSTXnyiMcDT4SkRiKkrenJzo3lHANGg9akiWHTuoSbXjxguqq5fLdm23pBknoYXWMQ+yytOlAnNnkUpzYmihNlAR5L4sQaAVHsrN3IWbqJIElsUJtqA0LRaq3IWf/Jn2ku7fR8f/MvAMk/GIDPr/ToRNF/+uo37vzx1vyzwRF/I82OR5wIhLHaz5MSXxm0rwstLA1SCjwFXmr91kBB7Cy+qhY0UhimgsgXDLVPlPrE2nC6NcGJBzRSpXzp0Zial6CNthfJ2G51kV1BIe0hJVooWl2fJPIIPUmjYjh/FuqBoREkVEOoVwS1iqJRVUzUvDzRMzuVsGF6wKZ1HRK9ym/8eZVHD86yY51hqi4cuAX1akq9ElGvDahUq/gu0BNOFqRaECU+/f6A5kAzHdpa7U5f0+ooVmsBJ+YmufK8IT/19nl+/c89TjarIFK0SdAa4tSyY3/ouyo/j27fp9UJqVZqVF2wfPPlEX4Qce0FKW972QApU5TUCFHERJmGy8gh1dZqnGoolAwYDDyWmh5JamOeJFGk+WuZx0D5c+mwTleWq7BtdkliNT9YO3OyJtizIeSuu54IfN17R1id/JWP/Pmdybu+4+YXHuDD5m0o+Y1wseXdXNMPV46tBOw/FgL2y6TaLs1SCTxPulOpnQ63zkKSGlQq8KUhKUfy2lhnJHXva0GsXc1zRZLUJYn2iJOQpchmwI0p8gZC2PJUT9hyUt/JoU11Q3XaEHqaitOmFV9QDe1RCxW1qkejppioC6YbmulGwrqpIRtmumzduMzvf17zyTs2sHHSY11DM1mzN0O9igV4NeLsiubg6ZBqYOWYKw8h1YLB0OOCLQmbZod0uiG9gabbT2n3FM2uR6NVYaI2xdtfvsDBU3P80We3OctQo3XiPGurc239iKQ3UNQqHtXQpxrYorEgSAn8hNBPqQQpnkhRMkUK7axSPeKTZ6tfmkqWViSplq4e38o+W1YsSVJ5zrNNGtlMaZxIEmfbZocFu8WEccQXBorZKcH6aZ/JmuZTd57Ycellr31vbbb6w3/06XuH3/umG144gB86scyqmKkdffaTv7tw6is3fPnBASLyUDKlVrXlrdrhzdpywgZ9SHuCpUAlxjE4JArnx9rlKxmzsNLs58zecpk5YzJwj34+WQ5opcFznncgDb6Hq2mB0JdUAkEltAmTasWjXhVM1GCynjLVSJieiFg/3WXL+hUePzLgT+7cSr0SsmlCM1kT1GuKWlVQrzofvTrk0WOCh/dX2D1t/75wFK4N9IYe11xo2LttwP1PTNKLoD9I6fY17a6kWfNZXK1SCaf4zpuWefCZRZ48ugl7y2pSnZJou+pl9ST9oaRWEVRDRTXUhL7vAK7xPY2vUjylrT0qjbNtHZOXzluWELJJIZG7Ualzp9LU9qpaO9YC2eYeitfZkeUlipKJjL2tdRwG9vPWq4JdWyI2bWp6dz91x3e/6dUv12+49Q0/+j1mvifExhcG4AvzZ2k3l//t+/7sxPfd91DM+lqN7esgirWtAvRErhCUyQSDtN04LpWspGU0z7G2TcwY52OXf6bIRmbWljuyi5I/3AWTorDHlAClXKmtEjm4A18Q+oowEFQCRaUiqVcEjZphopYyWU+YakTMTvXYPLvKY0d6/MQHN3Lq7BTnz2qmatCoSupVRb0CtUpKrZLg+0P6kcGTHqEi17yZRIkTSZr6NIKEQarpDqVtnxtYTd7qKKphSCVosHNTzH/5kSY/9UHB4wc3gpGkOiVNNUkS21qRyGMwlAyGkmoIYSCpBIYgsDU8gWdB7nkmB7iSxrJ4LlVKIAfbTeVIJEuWaV0Ce+psRe1yDy6xVgAel5vIEm+OwNz1szVArojON8SJZOfGOvu2nhaz00993+rSxYe1Hv7n/xmM/p0B/olPfobOytlt9zz17DWyfZJ9G+wAyXpFIKVDWN6F42L27LXWSGETP1q5YEMZvCylnooiy2aKE1L4tiZvXzNOb5ewXQBcgnTyREqBJ3FBL/ie1ZmBLx0YpJUoFUO9omnUUiZqMZP1iJnJPhtnmzxyqMfP/L+zHD41w+5pw3QNp7kV9aqkXjXUwpRGNaLVS/jU3VVM6hEoG2sIUXyHOJEo4fHGGzvc9XREe1ChPzT0Bym9vqLTl9S6HtUgJAwm2LMp4Vf/+TL/4Q8lj+zf4FrrUmvrJanLOErrVgztdwpDQegLQt+472t9cU/ZsmQpjY0NXM2KvUbF2SyYvFgpU+dO2QRRxuoZGVkgZ166zmpe3KqcsXfqSAqHCdy/2+lLTs/XCf2QEwsdnjt+xzVbt+/bdtedXzj1spv/bun8vxPAl5aWmJ2d3fq1r9312yvLi29W9Nm8zkdKCDxJEMi8jUpm+k4ItBRIbVBakspSjYhyz+5IHYi1Y+8sWZMBWxu71GfQLswSkZ+0jLmFA7iSRX1GVk/u+9ICIBBUQjtirRpqGtWUugP3dKPP+umWBfcfzPDU0fXsnpWsq6dMVm3hVL2qqJXYu1aNMCJibmUCKew2J7KkAawXLtDGZ9O0wdMJ3UTQjwz9oW2G7vQk1VBRCXwCv4LnTXLpzoRf/YF5fuYP4OH960mNIk41SaKdVLFtZMNQUQkkQWS/X+BLd1NnhViu7t4l2+Q5IC9/1nINC/n5LxJERbY4A/fICpyBOmfugpwApIEEwTACsGW7SiqGUZ/JqYU379h1SXrjy1/7r5vN5dNTU3/7URR/J4AvLpyl123t63ZX3joctJidqjhtnQHJMqUF2LknKtUC5WohdOo82BLAjXGvM1DnDO5OjkO1yV6UrkgGbtvaZpk7rxZUWV25kyi+LY2thIZqqKmGKbVKSr2aMFEbMlm34H744ICf/v1pnjy2nu3TivV1zWRVUK9JahVFrSqpV+y/UaskhF7E/Qfg7HJAPTD5jSZExn5Wy/YGHptnBJee3+W+pxv0hlgWH2oXdCoqgSLwA6ehp7hkZ8qv/eA8P/UBw8P7N5AYx+SpIU5t/XsUG6LAEk2QA9wVYXlOpklykGcAzwqz8rMpCiDm1w/rtuQSUWfMXk79ixzUOitPzsE9CnAhipXA9uBm+QKPZmeJ7XNLb509dux3e73e6b8LVv/WAD968AFqNbn15MlnfvX0sYeZnZRoI/NO9AJgzp0rMwGjNRBaC7QnSkydNc2Wy1odwC1lj5xo9y871imxt/N5lbRySSnyclhfkWu+0IcwsAVW1TClWrG1KI3qkEa9z+xkm0cODviJ983y7IkNbJny2FDTTFahXrVVfAV7a2qVlGoYE/hDnjrssbhY5byNFLUguNpstyT3hx7nbxdcuqfHHY9repGkH9kkVH+g6fZtdWDge/hegKdqSKm5ZPsq//U98/yb9xoefm4DsfZYl2oL8Bii0DYZh6G2AHerlS3AEu5wdSqykHJC2hBWjNWtZJ8b5yhqk9WYj6b7M6AbbXJpmZNVGeAZILBgFlIgEvsZsgJ2bQxRlHDb7ffS6Ytf3bv3/Lfeedf9p29+2XX/6wB+4sgD/M4v3cI73vPBLctzJ69WZpXpiYAoNrn1U2bSkRO0xt0/Wgvh7CldgDhjb8M4c+fZIjJhUiyvGXNn7G2dE0+B57mMqWfwfUMl0IS+BXclTKjlhVY9ZiY7PHJwyL99/yzPnrR24PqaTQDVK65EtaKs6xJq13CQUAlipBrSjXyk8vCVLS7LV7MsNZ5mTQc+9SAGEjpR6LJ8mkGU0htIwkC5QNHH9zRK1ZDSsHer4f/5kXn+ze9pHnpuI3HquwZjQ5Qahr6hkpQ0uK/xlb3JizZAiVTFebJN3UUZcekUjzB5+XpqXaysBTmVAJ2XKZvRVTjHihlZNTIStAktQ3tpmXvuf+LqucX2ln/9nnefvv1rD/DKl7/4fw3Ah/1V/uV/+NJUpzX3sW77ZFCvSvw4JfBkqXJvFNTZaSpOiCmYPAP7CKjLz2Ik0MmZJHtR0oz5SInMNckOtwx7yuD7DuC+JvA1YZBSDVIqQUK1ElOrDJls9JlstHlwf8KP/u4G9p9cz4aGz/qqZrJiaDjmrlUUtYqiWjH2CDXVMKFaiTg2p/nQbQ3CCvglp6K4gK7aMbWFU+98dYs/ubPHwlKFftbfONT0g5RwIIvyV88v2XuGfdvgv/2rRX7sd1LueWYD/aTC+lQQpZqabztuKoEh9LISWruCeZ7O+1ylKla6vLS2BHR7kg0YUbquJr++BWBHAZzHS3r894W0HLd1yxhJtS3VTbTiuUMng0svvfDjZ+fOftumjeueKMPg7xXgc6f3C6Pj6+KoucFTKQQCpTR+YlwFX+ad4oLAstMhCnlRsvpGlroRUI/KmhFwU9zx5cAosx6zBJIFt3H13tp17GsHcJv4qAQJlTCiWomYavQYxF2++CD8yv/YxP6T61jX8Cy4qwW4qxVFpaJcYsgGppUgIQwSwiBCk9AbVpkMbDGZdLUfZbmmXftYnHg06gpPDBkkmn4sLMAj20g9CDR9XxH4ksBTeMpDqcDdNIY9mwW/9kNN/uvHUu56Zh2nOw0GqWLSNzQCTZQaQs8QJobAyyxSU8iUTMZJcqcney5Lv/FHvpoy5miVXhdkZUavaS5TGHnO/p9MvyelmvSHHn1295WX7f3jldXmi/lbpPH/xgDvrB4kTePX7X/sE78/aJ+dqgSKVCc2c+VZNirXXhstSgAnbzbIZIkFsrE3BGWA2/coAXwc3BnA84vgQC3z9D+uDsbVuThg+56doRL4qQNjQiWIqFWGrJvqstjq82t/UuOPv7KByEyyoaFYX9VMVQ0TeQrf9mrWQjvjpBoauwqE9kbxvSG3P+KTat+ypStHELL4HkXrmE1vS+Fz64s6vO+z6+jEPpOOxSuRnUaVMbivlGPwTCcbjBZctEPywZ9q8dHb+/zyhzdydmWa7oTHdKqYSDRV3xDGxvnhNgaxdqEolS47aVcGeMniXXPIXwmY5cC/IKdR1s7Azhh5WenqnDNTdl1csi8VPLX/BO//489ues/3v+U1jz19+PNXXvI328/zbwHwQ4D+0VAtbJmouaIfLYp0rdak6SiL6xE2Hnudf/kxxna/y1rL1lqLcs2WB7QuceTqvLOL5imb2PCUy+R5qQW3nxDk4O5TrfS4/RHNx78+wcdu34AWE2xoCNZVnCypQK0iHKgllVBRcexdCXS+EoR+jBcMuO2hKXTqEypy0OT2W1HT5MoQFEp6vPrqHh/4ZEQvCSyLxybvaO8PtdXOnkApZTW9Y3B7jgTTk5LvfXWbqneWv/x6j9sfXcd8UqUXKCYTTc13TK4g8Fz2WJk8N6ByYhBuLF6xKgqnBccxXmZxxgCLGWNyWHNlLgNflxJ4uXfuSjXiRHL0dHvLM8+d/FEpxef/Xhk87T2LkN73n3zuoy/2xTyqpkjS1PU+Slt0o4VL0AhSI1wwKcbAXXiphWQRY1/aZfy+icrKMm+FNDEFuJXJs3RWaxZp6sBPCPyUIIgI/YhGtU9Q6fPRL3v8yh+v59jqDL5fYWMVZkPNREXb7GRox6RVKxbcVcfelcC4ANWuCNUwYqWt6SUBylMEUucuxYgGhzwjmCSKYRwQen2mJnu0hnUGsWQYpQwCOzrDzn8R+J4qgkPhWWfG2Dtda8FUQ/L2WzrcfM0Sv/pHQz78V+tZiRv0Q596LGj4tgkiVCIHuS9d4keSr3xSFGxePteUA89xoI8w+togztl+7L0sO52WHLak1HgRp7aGZfl0i0999ckX/7sffsv3f+2BI3/48hef9z8P8BOnFtl343p+/qfff8M1O55bv26qRX9YKdUA286UJJVoV5tQ7qTRWqwB5gLoMAbwcoPCGsAubMGiazwDt52pYoffeNnhwO17CUEQE3gx1cqQMOjz7PGUv7yryoe+uI7Tq9PUqz4zFcN0YGhUNLUQ6q4AqxJKm8oPJZXAeueV0AaqoW/Zu1Ef8OW7FIeO1KhmCZWSO5FBI0uWpK5+I4o9Lt4DN1/Z4S/unKVT9WgkdnjmMDIMPI3n68Lmk7J045gRxypJJZsnu/z893XZsyXmL+6a5MljUwy8Kt3Uo+4J6spQ8ewcGAtyXP+mwRNFHJPdmFngmZPL8wE8J6ZRp6RcKzR+5PI0SxZl+rvUeDFMBN1U0uon7Fw8uj7tfvqGX//Nf/mHg94CldqG/zmAn11Y5fN/fuoHf+G9n/6eL96xyq/+QJfJekp/WGEY+3jK1QSno1Vn5UbftRyRQpOPMrYx4nk/iyjVTeTAFgaRyxLtGNzNVlEaz0ucNImohhFBMKQbD3nvn1f44OfXMb88RayqTNYVs6FhIrDBWRnclrGVK8YSjr0tuCuuaq8SxqRpzNPHAnpxyEzgln+ZgaLsQhQ3v51TophQHpfsivi4N6QTefQDQTV22jnW+JF2hVLSyghlp3AJdwktE9oEUpJKJmo+P/YdXd7xmnn+4PNtPvDJdaz0GvS9kI6vqHmCqoJQaTvwSBqbK8gdKFO4UmMr5jfrKBsxBMZ19jnMnWWoixR+mleN2pEWvVTQSaAfJaxvNPnuV5/hkm2z3/OxPzj5QDxc+eBfh99vCvAv33OAa688v/aTv/wnlz381Mng0NF1vOElPd58UxeDQQpNJFOU8vIyyhGQj4C67LDYwJJSl7sp/1wGNWbEDkQUtlsGcCtNtAO4BbdSKb5K8L2ESiUi9Ia0+gkPPCH4/c9N8ZVHplnuTVCphKwPYDLQNAJDPTBUQytLcuYOla1XCSVhYKVJxS9AHvgJtUrE/GrC574+wxCPwCuBO0ucZBo8A7ex5ypOFcb4vPGmNh/4Qo/FZo1+IvLhOkEMfpTmzoenlHU+hBxJyhQ3ju1uqlUVm2b6/NhbB1y55zQf+Nwkjx2cYLlbZ6BC/EBR8SRVaRtNAtc+mIE8L2kuWbCUgb4WwLPrKcaua8bWJaCX8yGpERbgqWNuDf1U0k0hTmJk1OFVVyzytpsjWivHAi/6/GVb9v5gzQyf6Inw8r8bwNsrC9z29c636DT614tLq+DXee+np7jp6jlmKwNX0GTrIJTUpEq6XkiBNnKExddkbpMJjtLJGC3cLCUcTFEvkQFbGKS0wJYlcNsjIQwjAj+i2U24/RHJJ79W5wsPTLHYaqCqFSbqiikfJgIbhNUCQzUgrwvPwG2libLSJDCEDthhkLkxMaE/5PHDkqV+SOhJAmkTPKq01GeSeYS1UuEmA3jMVAVXn9/lM/dN00t8BomgEhuCyPr3nmeDTTW07G1voKKTOAeOduWsRhAnHrWKz7e9rM/NL1rhSw90+MTX6tz9xCQLnRqRF9ALFL6UBFIQSgik0+YueFclFpdiNLHGX8Pmz8fk2hQJv6zsOTVWmgy17eYaaEOaJhD32DTR5j1v7NqOov4qvhf/64XTD96h0/4n/k4M3u91qFTr6+/62h1v6s4fZDoUtGLB489Vuf1+n+969ZBUS3tHS41KvdGGXyMwJSaHklShsAFzXXoOc7tnV90mhMmBLaRB5dIkdSC3hfyBb+VC6McsthK+/JDH5+9q8Ml7J1lp1xFBhbDh0/AEU74FdtU3VDNwB4JKKGx9eCCp+HagTiUgZ28LcG3dGC8h8GMqwZAv3BdyZrXKbMM2b+TgXgMHhUQpdPi6KY/XX9/lU9+ILcBjwdCH0E2T8iONJwWqVIZgb/gSyCnquFPXhJ39+/XKkHe8ss/rrl/hM/d2+dxdNe56rMFCq0aiAvqBZ4eeSoEvJZ6wjO5LUK5JXAqTp/PHC7PK182Uvmf5deGoWDwkDuCpEcRGEBkbWCZaY3QC6RAZD3j19V0uu8A2efQHVR45cJqt53Xf9LKbbv76arOzOD3V+NsBfHV1kVkR7273o+959MAyzSggNRGDrmH/SQ+8Pr43RAiNFJpUarQqOkCMyUAu8pOeszhl3T0qS8TIs7PCRGGL2WedzzG07O26VioxSZxwatHw9HGPD31xinufbnB2oU4aVvAadgOnCQ/qXkrNt3O1K66jxzJ0Bm5bkWfBLXKAh4Eh9LVlbj8l8G3tylNHDc8eqyCkT6AoZRxFPte89K1GQegSPknqcfGuAZee12H/6So9X1JLUgtuBZGzPPOpVVIiyZIyEpGxZRa05Q0Ktp8ySXz6kU81HPKuW4e8+kVN7n26w4e/WOeZ41WOLVRJuiFJ1WPoeQghUUIihW059PJpCNjufNcxNS5Z8pUqv8ZOc5dAnjIO8OxwHqpJII1AD5FpzIU7I+qNlH4rYWoiZqZ2imo4+J6z86u/Nxw0F/9WDP5XX/4qX7/zc9TrU+rwieNcfvEygwOKpYMg0xhPGYSn8VRkm4eFJk1TK0uMss5JxuIIjJGldPsoyMsyJdPb5dc2uMmYW7tWKwtsz0tRKkGohPkVuP0uj2ePVbn93hpn2xWOL9TAC1ENn5qnaChD3TNUPQdqz1DxIQyErSosgTsMbB1I6EtCH4IR9k4Jfe1sx4RqdcjhOTh2poqSnpUnJR07osMZ1Z9Z9Z2NYTzO22LYt7nLU0dm6NUsi4ce+InBj8nHS1uAu5tHZi6NzJ0oKwFkaehm1mqmiBOfMApYNxHx7S8bct1FLea6LW67J2T/sZAvP1xnfjnESJ9YeqAUkZQIoSDbhMAFzqXS/5H6lZEEnRkFeG4N5m5LVquRWr/QJKATMDHoGJKUJAG8hHq9xf5ThidONGisPMiTzy6oTmeVxx76Oldec9PfDOBKwtad121cmD/+wbqcEz/xNkNnOMd8M+GPP1cFAydOe2zdmFjA65RUJ5g8wFSOoRywGQf4mCxxL4rlrszWlrGVNAjXMGtUijaaxUU4cErxZ3fUeORgyPETVTrDkF4aghcg6z4VJah5UFOainKgLlcT+sL+7MAdujLT0IE8Z+6sfsVPHXNbcIdBjCSm1ZNEJrCpcKnt8Esx6oGXGda4bG/mpNispocwikY9Aob0Y5+BJ6hm49PiLAOpXUIm+xuyVArgBuCP/428d1Lhu074KPYJ/IB1kxGb18Vcun1IJ+px7GSLxw4G/OlXa+w/GbK8GJAYj0QpjFAgJKl0jdyuqyVLBj2PICtKm7OLbRzkTflwxePutdIpSids3RZjhOBTX63yR5+tc2plik5rmhv3LYh3vvWSD77shktvbTY7839jBn/lK18hFs88uCfUq+dP6i6h77Fjk+KaRpfLL4j4oV+Z5lN3Vnjzywdce1HMNZdFpDqhERimqpQYWzpWFzlzY0ZPwAh7l8Bd6G07i3q1a8CHE6cldz4Y0B4ovnhvlYPHK3TTgMT4oHzwAlSoCJSkqgy1DNRuJEWYgdu1qwU+hJ5teggDW55q2VsQBhAGhYzJQJ7VsmTuyemllE/cPsFCq8r0ZKZZR9l7LW2qc8fDgnw49Fk3o3jLLQPueLTHqVaNXiCpJYIghkgZvAS8GCfNiloSQWkUBDLPBFu3pqi5TlLp5tQofK8Auu8l+H5Mw4u56oKEK88f8p2v7vPcccmX7g1pDxV3PFjh1KkAPMlyz2MQq3xigRkBOIyCvCRC8xR1GeD2tTCaqWpKPdCkRnPNZUOuvTjizS8fcGZR8UO/OsXJ+TqiNsWmiZCDJ4c89lzz/MqM2vOKl9y0MPqHvgnATbpanZiofHhd9f7axKYelWCAECmJhq8/FnDPoxXaieSJ/VU2b0zZtjlBJ4ZrL454000Da/ukhpmGYd95EZUg68Ixz3OHl+AuIRrA4wc8+kOB5ymeOurx8a9UMEKy3PE5cTIkMQrt+xjlge8jpYeUklAKKspQVZpQOiArW4MRuDS1n/dikg/SL8CdyZKsIcLKEsvemtBz7O0AEfpD7npCccdTdUSgCFU2urjknox5x7mblFdTFiUPw6HPTZcOeOkVHf70jil6ScgggdCDKAEvyfz1wvu31X9yTOdnTC5GA1q3WiS+zMdA+KlHkiREiY+nktyFUirhit0JV+4dkqI5+bouK22BEYI/v73Ck0d8PF/QHyqefM4nGkpXc/M8FovJlTlGQxhq9p4XM91I0akts33zy4dcc1GMTg3bNqVs3pAiEtizXfCyK6t8/Cs1EpPQig0n2z4fu+1A7WUvf9mHF1e7VwK9vxHAh50jJIMzQSCXmZrtU6v08fw+n/xawH98/zSt1N7FxhOcbsLpZSusHjpg+MDnrNtpEsPWdQm3Xjtkqu4GvIx2Kow+HAqkhGZX8tl7Kqx0FULagJXUA6Fs53BFgfQQQqGEjfpDBRVpCKW2TO2SF76X7dxg8h0iAg98XxB6wj67rpfAVe3ZNjYrTYLAWMYPHGs739t38iRKYp4+HtDuVggbklC6Aqus4VmU6wgLPst0aBYIai1JtCKKfdZNSy7d1Sf0+7Y2JRGEiQ00vdiUunG0JdD8JspDPncTyVJHTdZJlOa16IlngR4n2pYBJFkOIclzCZ5Mkco6VDs3Jpy3JUVIzTV7uxhjSyNWu4LP3R3Q7NnrN6rJ1uIx+5mmappbr43YMmvrmIyxlxchwdgpvEnPNqk3lOaXf6jFMJZ8+uuKXqqIggrtqMeTz54O+r14zT91DsCPn15gvtP5vsHZD8+otIXnD3j2pOZz99b5w89OcHSuasvRcGdWAX4RKhvckhMYTq8aPvSFhgO1fn5ww4ieQwgIBfgy13xkz9JG9p4Q+BICYSygXZIicBWEvsIdJu/iyeqhbZdL1rZWgDuTJoGfaXQ7O8XOMtRu/EJK4Fn3pBoOOb6k+cqDNVABgXL24FiAuZafViQ7hJsLKN0wHY8k9Xn1tUP+xxd7PLNQp+P7VBN307oiqexvCFlIuZzBx8oCrGS0VpwtEdC2OM7FTJ7SpKl0Dk2K8hReZr0qnQ8LGkbOkhV24JIUdoBQzde86zXa5Snc7ZsFHM/3cK5aEnkMB+6mxO7vWcRohXxNU82uTQm//p4WF+5I+Pw9fU4s1/HDkC994+szv//ad35fGs/9nvJHR76dA/CPff4BkiR+1zfuXJ4YJhU8FbLQ9nnqSIVBEtgpmRnYspM5Hi1mLdOegbDk9pf/m/ItXk715eu5dBG7DaCkFHgCfGGZORDGMrRjTF8W1XFZmaqXgdwj72Yp7/Pj+1nPot3VLdfkgQV34BsC1/UT+KnzvF1dix8jZcwzxySHz1YRyssTJHmdSLns1H3d0Qo61ySSFnUpSWpZfNemIRft7rF/fkg/8el7gkoKfmplSlbvnu0ZOupLS7dMiNJqIfOKvdTL/Hd7eJ6tJbIAl3ipKrLCMrUbW+XAdk6W1LllK4Rt0MhipyJBV8phMAoDmwsRFG5a8bqcH8n+aykNSWpXkf/43QPe8vKIxdYKQkmqwdJEmOx+V9T0f++bMvhqs43WJvipX/9z+fVnpmgN6vavCaywrJajZkZ1VtblMYL1kTIcSvPUyOe3lf6d7AIpARI77kwJWwDkCTe4p/ScDe70ZLZsZ9VxpTY1lfVhCtf4UHTVB750IC/AXRxF509QapKwwZgFeGxi7nm0yvJqFW9CEWRp7lINR2ajnUNgZZCbkpuiJYOhz8y05CVX9rntwSGdpEo/VdSSYmXyUuMm1pq8mrJgcQdySlWbrgbfyhSdB56JFvipzCsvLcDta7tfkirlG0yRf8j/nnFMXrheGaiL5wwH45rcfb7sdyPgL9Fg6d+KInvjXbLL3mCpthtndVuLcnrH9wfDQTsKKxNrA7zfHwL8xlSFa2drhjDwiYwdlZbdVDI7dec4QQVbFGnZ4r3nk2OSAgRSWCc3A3b5WWavs2KgEsCVzEYh2Iuvsr00SwC3DcfCdZaPA1ysAWwnTzyN72d7BjkW92ICL2JuRfPwwSpGBS77Z0qAK92/Y3H1aLlweXyxyGf+mdTj6r0xs7M92ks1ekmVmhL4TosrYUqlrQaJRghpn0tnd6QWJD9chtnTttVQ2edU2SNR0koUZUhUmietspKI/IYS5ddjB+R1K98k8CqdE3Euw4/9lzbpV8hhbaysG0Qelanw2sk0+g3gX5f/vxGAP/rUEYBNTz5zTFZkih+4wS15oYzICf0c32sE2KO/WuvrleuPRA5wMwJ2VS7ddAC3WbVS36XbMSIHeja9SoLKWDubZuVnLVsyP6wep7APfU2YTYJy7O1nIPftvkGeFyNlxJ2P+Nz9eANR8QgcwHP/Oz9K7V9lPjBZutqVFpcmRqVa0esHvOSyAa94UY8/uS0iSkN6qaTiGos9CSoZ7WISiWY8qZTJFU3WSFL0wdppCAbtCVKtSZQlAaUMqZIorVGpdAxuSixe3MgZyMvAXhvkayFhNItdriQt9/OWXxWJo2LVi2JB0jwse63D58xczgG+stpieqpx8W+89y929Xo9qoFAU0yXytvJxj7UeNfNeHr2+R7npHcdewsxDhCTb/M3MoZNFjM9cib3xBjIS3NAXDd5MR+kAHceVHpFx30+z6/E3L6X4CvL4P004f2fnSUSIZ5UBFkteq6/y9+xbN+tVRddmvuXzf5LPaTx+eE3dPjUVwesphV6aYVqCn4q8FLsXEdpiDOpIrCamHFRUGJyz11Pzw3o8azD5XsCpY3V5MpOGis6faTV+6IEclcLNM7gMtPgeQ1OVg36zVm8DNxxXI3cIlk1amm+TJKCZwa0Vw7v2nHR2y8eDtrPZDIlB7inJCB2nTp+dINIu9RClQ+/tHNJStVg5Q8wVkxTBvZ47DneETJelSbJKtYYBboswJ53nogSi5fGQ2SzPrJ6jQzcvptum+2UbPscS7LEAdsvzfELfMvivp/tBmHZ2w8jnjkiObNcAeWjpLD6ew3mLsfOo3zkzmU2jcCxkU7tVix2NLHP5pmYfdt7PHCoRuwF9BJBRQkbbEoL8mwMtUyK0gb7rEt/zDG5ybxxMzLVQGth3RSl3MBTjUodwJVBpZlMEaVVQ1MuXc5clJzFyWTF+HcfBcSoNGGsbHp0osJI00wGcC1odhJ66ekNuy5mlxDqmXMY/K++9iSVSkV3uj0d+gKZGlQ+kaj8j5tRKfLXAFyU3s/mY5dX0HL0n49+GGdyee5zBuqi1Uo4qZIBG/dcGnaTSxO+CbiLBuVx9vaUDS6jJOZDX6hzdrGKCDN5Uh5oWcpijt3Q48X/+XDLfN6fdHX1iijx2LJe8O7Xt3nq/Q26SchAhfRTW5viudXLSpWMGIRjTY11onR+LTTCSZUMIEVVox3VIPGcb55q6c6vRunS95KikClSFk0nrrRWMNqUMlLy/DzW4Yg0yQBezuiXxo6MNs4UblAcS1TU053l+3UUDfN/Lwf4g488hVLyltX28IJU245rKcCo8sUwIxcIykAXI4z9TeXJiHlizgV4zuZl9i4N88lfl4FugZ1PsVLFobKRbUra2SgZwD3jRkmUmNsvOyYFyH23n081jDhwCr56b41YBCipCGUBthFwy1EWN6XGzOJijU5tzbt8UkmSeGjt88obhuz4ZI9nT1QZer5N/EibB1AJYzdV0T9pGVw6C8X64bl9mMtO4ab2Ckdo9mcvdf2tSiJTB3QJUomSBh+t8sxnHGagFgXgrdAQRZA4gvBChhRYMiWgF40yeaFWqTpVawFCE6jeBWdOPHGL0fqvRgD+9QcPcNO1e/n3P/dboU6G+ajh3E41o8xT3ga7eDbPy+Qj4M5P/toMXu5AL48wKBfeFzUY7lmVdivOZYplb5Uxt5sq660B7my8cOCX2Vu7hE4Bbt+LUV7E40c85lshKN9u8OQ8+CIwXmNlYlSekMU05YTPyAxuRaJtrcjGiSFX7enz7PEhOg3oqdB64llSqWQX2rR9eVqUA3kmV/IaoUwagedee8r+rDSkEjwtCmmilH1OTR7UloFeaPDC8SiPZR6/7mOnYkSilNsYR12gohK1HL9k/22vn7C8PAjf/vofZdh5irBxqQV4v9/nrgefe8eXbrv7R9vdAwS+dAU8oyw9PtAl/93zyZTnQXgZ3GWQ502uiFE2z+s6RCnYLEuUQm8XTG6Z21cyH9vmqbXBnckTq7P1yHORurZNy91Byoe+OMXyMESECk8IPKlzX74cP4yPPytfUMdz1tnQxcXSro3N6nFb2jpZ83j3a3t85t4B3aRCrHz60rJ4UZdSDjQZZVGhXWJO28rO7Lk80UBlUslYwEsHdjdWItXGnfOiwVs5i7LosoLCDxel62tGrvdaj1HcrCVJysAeZXT7XSVp0mdmpvqj+xeefjCOBh/NGXzuzBkqlaDeXFn0hYkJ/aDYOHRMM46OfihAP3LHlT7wOfgWo6/t3S7OZfESE0ohzpUoKpv9LXLGli64lLnuliNJH993I9y88UOP6W6bsva91DYt+85BCSM+8vmQB5+ugQwQyqOSdaJnn7s0wDIbnANj9SjjLkpevz0qU6ybokhSnxdf3Ocdt3T44OeqaC+gLwMqeaKrsFDL4CpPIbB3kQU3JR2eSaSReEDjpJ47tFs1FaQ5uRj3OtPfopBIpRvMglucI0tH0S1GZW+p40tnv9MlsFPCoCGvT0+TmJXlVb82P1dPkogc4JM1QRhKphuKRtV2sIyMPaYkTXQxaDH/w6UgYATcY1p83EkYWb7F6JG5EEVwWRqqKbJxY2KEwbOO88JBOXfw5ojmPkeSlEDuW9b2HXtXKhFLK5qv3NtgqVuB0McTIq99UdmSXUrRl1n8+VhrZO52efcE7Ta21Xavyem65JU39Pj03QPm2iGR8uilIm8SzgPA3IN2wWbJNDS5JgdtdF6jkn0OL3NUFAWLSytXlGP07BqkWYJJlq9VSSJJkScECx3OmjLlHLlLOZAsy+IsMC6moWVsLwQYbXebmx4EJK72yjtx4hSbNm7Y+bkv3vbG5soikw0fpYp6YmOMjby1cUFmKfo2xrpP5cBzPNFj1vhiZU0qim2myw2t0gVpowAvjxeTo+CWo/JkNF2fDX8354A8Z3C/mKOSjZzIGVwlBF7E0XnB/qMVMEFee5KXCYz596XY8px68DVdFF0+ZMkTtwVYGo+Ld0fs3jRgbqWKSS2LB2lRHpBlNouMosifiwuRyZSMnUQJ6A7UDugqj20MWgpSWbB3tlqpEnNnU7AK/U3xOfJvL8656fNZKiXmtsGka3l076Vle9BhMWN5MGjtMze/wvrNvTdedc0tX1peOnvck1IwHA73BZ54YzxoMdUInPddzOoeH3aevVfMF3x+Lf43kyjFcl5m8GK6kihZVMVQ+2wiagHuzP9mDOBrg9vL960pJImfPXtZXXSK70dAwl2P1tk/V4XQ1p4H+aCc0oi20pF9wecj8bLrlEuUvFezaEhOU0U08LlgY8SNL+px3/4apAGJ8uhrSZie6+JkoLOfwQGrBHJyF6Ksa+0uHNoIp8lxLG6BnzF26lZOoQU6d1NK10+KnLVlfg7WBnex0ls6OHfilRhh77zE2JTyB/l7kuXmCrv3mjcOh8P/lmqOe4FvGW9yQrF+1nflmsaVVJa3FhGlAfXjE2HLLF7o8W8GcFHWZZl2LZ2kfNmThQYXawA7DzZV9uxAnVUX5oMm12DtfPJVAfQM5J5K8bwYT8WEYcQjxyT/468aDKMAak6eiOdh79yPPjfAXGtZLoLMwk2x51uNNCVPVj3ecWufO+7r8fDhAKN8BiKgL1ywmWZ+eJlFnT13jlwpr7S6GNKkZL6qKMmYTCkG5mvH4loKhB4NrsuNHgWRiTzYzHEwJmHNSHA5CvCy65OWgZ1mk2jt0WprOj1Dmhri2OAJIjBDQi9hogaD2G39loh8J1pbO+w2h8pKLl23URFwZh65GMlyflP2dl+c0skpA3wkyJS4jasKW1CKrLucvJowC46ywfMZc2cAz3oaPeUYPQN3NlPFS1Fe6jpbEoIgIkpSvnR3jSePV8H3EUIVpbHCuAAvs8hGh8ivBfJxB6oYa1bUpdihQKXRD1oxHPpcsjPmNS/p8cyJGv0kQkuPvlYEqZMpWeCXiiKbmJ3z3HMopsHm3WMu36GMxkgHdiktkzs3JXtdDOks1wqJvPlC6kKWlKVK9knE89zw46P8ygAv9vgR+b4/2ZaTidt2Mk403X5CtxfRG9jDe+yBz+B5HouLq3hKEZLVd2RbwbkNhVJDKrXdaMgFGHa4uQN9ZsqXwD0SYJYu8ngNSgHqMZniQFyAmxJ7j1qFZXBbEBfMXQa5V5oT7nlpaUBnyT3JGdxmLg+dgc/dVSOOLXtLKXJ5UmbvbEPl8oXNvLocaGW/twTsUTejKL4aDzYbFcUbXjbgE3f22X/asvhQSvqpY3FtkGlWpelYM7VSRaTZX3b0qUY/h6ecN+8ALpX9bEoWLouUIDVOsoDUGREZpC6uZ5ELME6ijK7Y33RFKzN2KQBPdLZzW7aXqtssODWkiSZJDUJK7nvwMfYfOkWaJngPPtEEITB6iIctLZXSbswap9lWG4JEGkSSfRHH4sLZNEYgTXnksVkb4O7F+CDHXKdlUqQEblEOMN2JUy7LmvvgTpaobJqUtEGlyrt7SkD3sglRJebOGTzJge15Mb6KSUzCp75W5Z6nqlD1QHj4UuCXSnfL2VaxxvH8InwshhlpLRsLOFOJVoph3+eGS3u88eYeRz9WZah9dKroCx8/xQ4FyqRJWqTuC6kyBvKMjBy4PVWUOCujMaq4+aQuSRRjgZ4BPjcEsr9dAvtIoJ1LVFP6CKVZ8u7zFBWPo9IkyYCdOmDnz9p6+EoyEUZMBE3SJMXzfdcVnQp87F4u2liJolK7O23h50pEatDCkApbXK+1QZZsQ4wZlSlj11e4bzlqEZZ0t8yALs5l8Tx7Wa5BGd+qxL72xg/PyhFv7CjYuhj5lh2+F3N4TvDHX2qAF4DwEVIWo81kOUVdlBis3eRQvFN2UXBtPmVHpUjfl5I+jsVT7aFjj+95TY9P31HnuTkfpEecKvpS2irDbFXBlM5xIVHKIC/vf5SxqCwBXhqBkTIPpLUBaewuedLFr0owqsNHBuifO7RT5ExXfJSyOVHOWpa3IEzHwB0nbgvF1JAmtmlZiAzwboPhHZtsDXESpcRxihB2r/EoFi4FPLpfi8AyN0LmgYzWNvtop/cXhtCalzi/k0uypATyjAlEBmxRtgZHgZ3Ns/ayVSfT3fnWJWPg9nRJdzt54upMcpB7SZ65NF7CJ++scvB4FTwLJE+64FIUpbpl9h6RWTCigUcQXr6gFMAuxkmMb6PtpErqESc+F+wY8KaXd/ntj1WIVYwRPoNU4gubYpdpdl7Ha0DGQG4EqNECOuXsYaOEe60dqO1nkdLKGOkCTJPJs+zG0mWpJnIbeK2KyvHTMuKiaM5h7yQ1JIkmSQxxktpNt2JNnLgNhbVGqJheFJGmGm/P1iZChmIw6NHt9BnGPoPIoz+UiMiydtlwLzYjEq42zZnsxiBKVWBrobsM8HN2P87v/GIjpEzHlWWA3d0gkyalrp7SfjwZgytpnFQpyRCvLEnc3u0ypRjaaVncDyOePSH4oy82iN3MFSFtcJn53+URw/kqV7qQaxehjF5MnYPbrKnJM4mS1aekyvri1UDxva/r8YW7azx1wgcZ2UaJVFr5VAKbFNigc6SkqQB5VjIwEj+VdtqQBpSx26VIVdyI0rG4FpbVyxWguUNZYu/x2OubArwkU9IM5CVJYrdMNAxjzSAy+Sz13lDTjg2TkRDtToJ3SP+rPevU3b+5a+bjJPWQlXaNdi9ACg+MZ8soU8cozjJS2QnJFpsRm3ANmipFzzl7wzmyZM0M5hrsLYUZTSWXd3U4R6LowjXxRt9TqgC6yuSJtOwtTMInvlrn2KmKzfFLDykseLyS95vp3fEalBGbcK2bvZztXSvpYxjR4dnGAqkbjRxHHudtG/Dtr+jyzEcq6NTGB7EI6GtRSJWUHNijCZ8SyPMIT6AcylUp6JPaShYpHKile9Yml5DaWHtSZ+fAsXi5bIES4J/vMWITlvbhLBw9y9IW5HZ358HQ0BkYWgPBXNtDdLr8wY9c85uvesVlb/K+ev9jtdbqmb3nTbZ55y1dpic1iIbbw1ETJdaKEymjOqzUmJltHJXN9TEjDOFOrCl/yVEw50cpUCnvLpADW2ZDLYsh7SMAV8U21Z4qM3c27myUvXNpUhp0o1RMEEQcnxf8xVfrDLRv5YlQdixF3irHSNlu9rlHnKLxiyoYkQJlqOVd5mYM3PlYCduvqZXKpUrVV3zHLT0+8qUGR+c8kB5GKAbasxIqtTeZjQtc0DniR+cXzH2GbDc8k38maew5Nrjzb4zLfGZuCzbZY1zSRwhMpsGNZXdrJJCvbs/H4mX3LQ+682Aze8/NeXFMHiWGQWxo9QVzPUEa9PjOl53ios0ze+n2at6WiYiVOZ//52PbufORFr/0vR02T3v0Bj79YbHh0TgYpRAYV2SjdSZTiiUvDySyL5PbRvYbjjNd1uY1omdlGUTmHO2dg7wM8FyeOCDLgrF9z45BsIytbRWgl4wGmF6CVgnv++wEB07Yjh3L3opAkDN4ee+d8eaGUf29Nl0VpRDFc9EaWNod4xw3RZEqSarttNi9Owb88Bva/McPBqRpBMKW2faEQFLyqHOLcC1hUK7lNyPyRBlGnq1kt0aElSgWA1k9iC5p8HI8osdu9G/G5OeWZhd7bRr3iywfk6QwjGGpJ9m4ocOv/MAZLt4qkaLK0pKPd9UujwmtOHMo4MCpWU4un+K8TUOUrBdLaOnuytydnJnJvmAxpqV8Tc/Z2yWTICWWy8BcZC7LRVYFa48zeLbpVKaHy9rb83Q+iTXT3kql7jmTKGk+V9yTCUqmhLWYRw95fPX+GoPUbWYvPWs9lmaeFOAxxY06EjQzivhxlSKK81qA3OlbDSONEGNp/MxRSRLL4rdc3+fy2/o8etCHRgzaI8ZngHDWoRldKR29FguOGVHnKmd2U5JQwrK3u9YyA5ywK05GglKCETYe06XrWk6AjeJhbRk3vv1gLqMys0MUpQeJFnQizZUbulywsc6jz84i6+tpTE3h1RqGbVvgxRdKBkZRDQE3byJJhfMdS6Z7iQfyD+a+gBHj75WXotEa79HVYG2Ai1JjcZm1s60Cc+dkhMWdHBnR37qku9OS5i7qvZVns5YLK5oPf26CZ44U7C2EdSd8UUru5LXrnAOekYwta1/A8Y6o8iZNxe4Ho821aSode7siLGnb2i7ePeTd39rl1IcDFroShMIIyVArfCFKCZhCjzNSmzLG5KbM5FiZ4j6bNC6r6dhVSRAO6EaQa3Hhmi+sdTduC69FfM9zfjJGHcNKVr7ruVgMNMOB4MTZaR54usLWnTE7ggHe08ckITGbNwyYOF4jTXzavSrdvs9gqBhG0qbuXc4/00ajDG1KN5cYAXZ+l2ZfzgUemUzJPeQRzW3GvkwZ2MXgSTninmQAPxfcI/v35BtUOWBniR1lB2re/lDAhz47QTcO7CwJ4SGF69qRwnaVCzP62c8Buhi5iOfWh1LIk0wD6/JSbFPUazK5a4TQMkU7Fq9VE777DT3uezrkz24PQFmpkgpBX0tXo0JelW5Xl/Eqw2y5LjS5yupWpJUsKtPnxlYUZuaCZW1nF5qCwWX2Xtbxg5tdaNbAhlnrRBUP6W4ge80lvtPmldRQrximKwKlAto9wenliIsuS7hol8C7ZHuHs/Ntnlro8JprYzZP1zh2eoqFVZ9uTzKIBHFi06PlPeWLMCXzWQvWHl+GzsnuMaZfR2TJubsWyzFQlzd7zSWKKnZZyx0SWWJvr2BuVc5aqgRPxvhBxPFVw59/uc5yO3BZSx+kzGcgemX7TTAK9HEdXj5GY27KbutIoRolQJfcFLuZgC4sQ1Ok8KX2iCKf9ZMp3/HqLnc/WuXkqgIZgZDE2GIslbrETx5kjtaL53+fIsDMPpvKTQTj0vbOPiy9Ng7kFtTCsbqrC88ALey/M5LlNaIE9tKAiNyFEk7OmdxGzhss8oK7lFRrFhYq3PaIZsfWJsMk4bmTCm/3FkPd8+ktBwR+lYPHqqy0AgYRJLk0KRXnjD1y77cM7DFQnwMAeS6whQvcRgp4xjW3GGXtUQfFuSSZ7paFBlcjlqDT3vlhA0shU772UMhXH3XDRaWXW4OBGO2aKfvy5e+UL7XnnIy1WansZWSoH/fDR9L2paRPohVSa5RWVq5EilddNeRlV/f4s6/46DSTKoqhVu7GdA0R6bg8GWfyQrJkrzI2JwNzxuZSFAGgJLcJ1wR6pv3FaM24NKXzlbF6FrXmWLINFPZc2RUlDCRpaGjUFDMThpWOx8JSzNkFTeL5RKnGu/3hkOMnq5w6HrJ+UnNyPqXiD6mGsrQXTFGPPV5fYOCcTYmeT2ufo7cdsEeTOaYUYJoSyEf3oLcTrUq7GzvHRKkyyE1uCXoyuwHsSGBPpiiZ2EPFHF+ET99ZY7UV5DUnSKu9A1lyTsZYewTkYyzO6DVbW6YUL0uB1Rp12jnIZSn5Y61DJS2LT02mvPnmHvc9VuHIsivSEQqNYCCkDTYpJ3zKluEaIM/kSGmlUbJg80y6WFVTeOFGWk2e5QdyoJeuuxGFE4cofSYhnMyxJ0k6kJexVO7w8tw0rlpFE4YJpxY1tcBw/TUJs+tjvI2zkoqK2NrosXlW8qEvxxw+XmfbrKBRtVvp+W7kglLC1WQz8ofHWTv/MLLwQMtBpCi5D2UtW8zeMCP6W2ZlqaosT9xAGjePZATcsgB7pr2zRI48h71jIq35nf8xwV/eUYfKGHtLRqoGC4liCocgB7YYYfFx8l6TyMcM8ZwZjZtjkltlmUwp+eNaodwYZKkV8cDjra8YcHKhxc+9z6eXxmSTgBPtM8itw4wZCx0u8k9YcitEkdMwspBUSpqRz5k7KzL7J4RjbUaBXtLrWQY0txBdN5B0Al0UBD4aWLrg0o7BNlRDzUQtZduGLscXW9z91AS1Kkxu0uxTILetl8zUBQtLPkZPcPVFPZaHCfNNQ7un6Q00w8gQJZo41a7pweSNDcUScm6UK4UlEanK75lisOZYcVTOzuX3co0N5foS+74u/ZzJkrQILPMh7sUYYOuDF/UmXpDw7BGPz95VI5W+ZW5hh+2rzDkZK/A610ER56xU5zoD58K7PJxUm3OdFOPck3OmX5XT93m9uEeaeqAlb7ypz77dA0Sc2E2cdAw6JdIw0IJhmm3VZ82DbGfh7HVe95EXOZmi7jovfnJZxTTLMhbvJ6XfZXixN2rWPGPy/7b8ftbvO9JhX8JVhpfAM1RCQ72qmWokbJodMDGxykMHEqSpsXXao9mpcmKhjjxyOuGpwyGnF6eYqgteemmE8hOaPUFvaPP7sau1tSfZZHNk3DUbBXpZfuRzBMV4YEgOYlkCb/ZeAXRTykzq/L1zfy40d87c2VbeKhvkXg4yi1EQnYHhA5+tc/RMxXYmS2cNSlEah+w+U3nuh/v+5erBcdPk+T2B0lnLNYqAkizJbLic1Sn2HU1Nabt0rdzhRr7FPrs3p/zQGzs0KjGkcQ5yozVDDQMj8t2E4xLIkzGQZxV82Qi/DJh5PXYOdPfsgK6zTjBjSu8X/38B+hKwdQno5ZjPlEAuyyDXVAJNLUyZbAyJkiHfeKpKqwNbZgIu2w3nbY3x6pWQXZt8NldSNq3r8OjRhP7Qau5E4+5Gkd95me7KLl9RKHWuly1kqVZjzAqUeVBpRtg9Z/kx3V22CGVpT/pij3rL5lJmCZxCb2fOicrY22lvrxLzBx+r8/EvN0g8J02E1a1ZS5p/jnNS/pyZ5baWRZi9/036EEtMZUb0t1lbf8sSs+cbfOk8w6mkZ2cKxinf8Zoez53w+a3/oYo0sZZofAZCuunhmfZ1wd+IDnc3mzSo0r2osnoMJzmMsulz4/IgNvlj4zWcPpcie23lipFZEZhA2wjTSpPS+AgzFniW9XdGkFkDixR2Y94t64c89VzK/U8Z1m/2OC/w8K7c22bQWSVqzzM92eEL99VodkNmpos7KPM+x+mnzFQjeroMhpKeHnFIyjagGHsu+9xZzbULLGXZEpRlazADdxZMuqHt5YylSpDSypMgjNl/QvGxr9RZ7vhu5wrL4EJmiZ1iRPNIkLOWMzTC4oXFRel5LQbPRx9gnhfo5TpxM5b80VqSCqvBU62RqSKVHuvrKW9/VZfPf6PKc6cUhLEFuWuFGwibmZTaBZr63DETxSD4UvApgdQRnQSTZv+dBTDCuSyu20tKQLpKRJft1GC9Uxe3kIHc2MEWGHKPvbwOZqtm2YIFiBPJ+mnFt17f5iuPTLJ6wGN6Z8piqpEbZ/psnG2Smjne93nFV59cx2QgqfiuzjpnoXPLW/NkTdkyK+nUkfoRwZhEGZMm4xKlfKhyEFm2AIv3RveqL7b2zupOlEpK78VoNF+8p8rBI6Fd85w0QdgdfW1DcRErqOcFtiido9Ll+Gb65JuAPfPCR+eClIA9UkbrNLlj86y1LU0VcaLYe17Ma2/ooUQMqdtc1enxRENfC4Ya4tRq8NjJlDSTK5kcKcmXsmTJJEn2vs6lyLk6PdsMKzUlqZJr8uL3WUHVWtMayi2R2R73SSoZRB7dQY0bL5X8yBvPUAlXWe0mNPsaz193c+/xw5UDP/HfDl/6wP4J1k2GbKhrqr6bGZ1NjSoDPfdUxcjSMeIyjPnXI1bgyEy7Mfckn9A6bhHqMfBr56KYEXCXJcuoLElzS9CvJHzq6yG/9dEJVvo+BJk08RBuy2qvHD9ksqT0nLlDQoyBueyoiG8O9NEETyFbRgLP8qjjLLupBVpkIDd5sCm1REsbcCaxZqai+fF3tjl61ufTd0qoOZtDSIyWRNitwPME0AiDjzK3GqnxdZ/fMbW1RPIkqE3KuCjcDtSyDG6EsRuOCxDSrhpSuuja2Swid5Jc2j+XaqO7Q2stSBNBFEsGQ4+VVpXpCfiJ71jhdTe0WEi2HqhPv7Sn/uhrjZUv3dc8sNyqvXvST9hYh0bFUA3t1tahL+3OCF4xhjibIFXMIilZOPJccOe6aURT2/8un61XZvRSkGn//VIAmUkTNa6/s/cda8vRoDLvkvdjzi4LfutPJ7nrsbqr9Q5ABaBsx05VGiquNNaXhYuSj0kbOUpjm7OfpXBTWNcec1Guby8P8S+vdoU8K+ITIUdlnZCm2GVtxHrNhySzfiohMYZ7nw7o9Eq+pgO6Lomp7KalJK1GjSAxsuKM2ual5Wv8/fyWGZ37fW61lcj/TCH7yu2Lo4V4hZKww4uS1E4e2LZhkn2bT71re+1LD3kv3uUhlTHdqqHXNVQC3IB47M5j2fD4sYtVDOEpLtA54M5ej2jx8mRSzmHszPOW+Y4CZf09Cm45Au5SIZUcy1Y69va8hEhqPvS5Bn9xW93dmcr53grhspZZx052Mp9fg4/JkrGKuXFWH3lrrNhqVJLYuCdn75zJKbrtZWnrEyHz+d4ylWih0EKTph5JnPIdr+rz5FGf//Zhj0EqCy2pJVoKhkbYjpxs2cjBlhVgmfyzIks/lwBtpIshMv9UF1+0rMWlzm4Ul81x+hvH5LZPzHn0Lj7QBjtkKLXtkom0w/4tyO228WkqGUaKdtej1a8RhDVjjMbbus4CtxMKmr5ACrtbbbYFiGVvYbcHccme8vD5sjdcFEWVWFqUZcYY0EUpiCz/vixDyrIlZ3Cdb6FXBnf+O1mA3HOlsJ5KQCR87dGAD3+pwTDxSkkdmwxRLrDMEjvZdyg7P+f43WPHOY/nkSjl/M45Tbcwqj+zgNMBOxujYKQkNRrp3BSjJVpaLS6kRmpNkniENc27X9Pl4ScDbn9UuHnaMv9wKR4Dx9fCQboM8mwTQCVKcsU5JIVUIXddyBwVsqROVn6L81WdZHEyZSSo1Y4QsqC3xOapsD2g+bSA2P7NVEuiRCClQmuPoFsjCGsYrfG2bfRRUtJq+3j4xKllD5ukyYbIy3wrECXlyAySPAh7vprtzPmQa7C40Izq7FI6XOqx9x2oRSZN0txNkTm4M7ekYG6pEqSrN5nvC37rTyZ4+khYgNsldvKS2NzvNmPaOwsox0DOGi7KuLMyjuy1gD4WTBXPRQXfSBOEtD8LLdHC6vDiOXNXFEJ4xAPNpXsifvydbZ7YHzDXl6XgQbpMp2JA2fHJeNoC8Nzh9SJPp+fFYzlzF+l7U3ZVJPmsQZkxtyjt+2R9yGxTivweS8E1bDDyCbO8QZqKvNOsP7TnRfn2/HkXnb8e31ecObtCr9enP7TpYBv8ZYMsXV2KlPlYtNwNyQuexiVKWXKMvz8qSQrfO/vvytuBjPreZbDbn0vM7SxB6SRJ9uyphCg1/NGnG9zxWNXmeUVmC3o5ewcZe58TYJZ08Fr2YElO5nr2edh8BN+lQpR8Vng5k5nbhEURVr4NoAs8rZfsAk7p0vbSjpnQUqONDTplpLnliiHf820dfvvPJcOMxY3MZ+QnWjEQOFaF8RS+kcJ53g6LDrCq1AWTMXeeBMx0e+4pu9rx7ATkN4WTKemaPHDOicwIQJtiGGhqBK0OqKBKLZxG6xTv2hteT6PR4O577uHhJ07aFLUbrJNv/5EFlqUCc28NcCtVkh0jcmONwqlxgKuyVCmDeXSPxrL+lrJoPcvYW5b1t/O8ZZDw2NMhv/3hCQaR2+ZBlNlblIqqnOaWuABuNFOZ63DE2jJlFM9/g0emR8tXVeSFTnYOSVb7IcbkSpb4kRhp2Vu4ZhUhJCJVZBu1polHxdf8+LvafPWRkAefUpgwcbTrhIkUxNpKVOE0uShrcmPsXZ+Z1aWb2gibECoD3DK7/eyydAPIXJpksqZYLxCFxv9mj8JpsdtEZjFS4KXccMMVXHX1DfR6Hbxhoqgaj6UWzC3HbJhRbqsPWTC3G0eczwD01mr6HWXwArSMSZRRTV22B6XQOdDVGNBHbEKhnfwogbvE3BboWaVgypFTHr/+4QkWe0HepWNrvQv2DnPGLiWiKDKyQpSKw9wFLABdciKclBnJ54/rlDE7cOQol8xmADAukyzP9cSz16l2c0qcR25kqV5FKITQiNRjfT3m37+7xU/9ruLwWfclssDPCIz2icoJKkkReEphX48Elzhguxs1Z+pSBYJj8uJn8qAy//8yt6Wsy0dWuOIxWnVpf2937oDN61K2bhBMNnwCZZuv3Wqi0dqKn/K+NvmOZSOSZLTpV67J4OXsZHlA/DjIn19z58/C2IxkHmRa5s62lc73Upcl5pYpfhjT7MEvfGCST99ZI/GdayKKwFI6cBeDNNeQJyPOyTeRKCO8XBLj+VU9h4ZG318zdV8CvhtXrCV24lQpqymdqyKE1eJpallca1WaRKbxtebbbh7QjZr82K8rmj1ptZl2n1cKjPGIdalxPPO7M3lQChJV7pZkv7PzEfMgM5MgJQcljzlkEYBmm9Rap6aY1aLc+VCO7rWTzba6sgC5FIBv/yVdShJ5SkKtVnmuFqrP7Nq+4Y3xsEPgK7e3u91IdWTAZV62uravnYNejMmUNZyS0ZqTwgoswK9H5YnzufP90qUesQEzFpfSjj42UvPJu+rcdn+VRI4GlQiVp+SDMqhzr7XE5KVNnSyoy61fo89rypQxBh/H+lrZurx1LMvsZYDBAV265I/Ikj5WixfAd26KsPvXCKFIhUGkhjDVvOa6Ad92U4+PfEGhU/dldPFBtfSIci1eMHl2s+X2XhZoCnIw4uq8RxRX9pVKyZ4ywxvjXBWgPLNx5Bwo4RI/uJY9mZcO28SaZmpyA1HsfUZ5ledS3UH95m/+P9x88yuaE41aYzjovrHbWaFe9e1Gqb6Nx+y2e9nE1iLNPvrajLB6IVtKLWXq3Pel256usP7OBbcqgbv4uQgoPVkUU2U13kZo/vLOKr/4wSmOLwauS8fJEumD8lBSEAoIlXE7FbsdG9RaCR1KN3YxhNLuE2SLi+wNUgwKPSfJI8byB5Jz+lHHhx2JsRvOJnfWWlVMLqPKJaYjnTPZ741huqa5dG/MmSXFc8c8u0vCSLQsbMd8nt8U5wTTI3fwOUvYaOnW2rJ67Ui8+H/EiHwr6qLI9Xd5AlYUp2zcvJ1NW3b+15Mnjn71gn2X2z166lVBEAimJwWtCUkQlGq3yz53udtmpBhqLKDM2RkH1JL+zpM4UN4WekSaZD9nBVNijLkdmDNZIlXmmlhp4gUpRxclH/lcnYNHAqgVyZxCngg8wUi14HhavpjlsrY0oczi2Q9j73+zR9keLKiuGIapTWkeSe4cjFUbals+YYQLNN3AzEyjC+euWOdFIbQhFT5xbNi3K+Fd39rhwccDji6WrMO8GwE0yjouY0yOc1AK3V1IlpzNRbZPjxnxxcuBpSlrcwdg25hs5Zhy47ml3UPLDvvU5H2ZqQSZCGIpSJKY5dWEVjclGlo7xgPYvm0jfhB2O6szca8p/TS1cwZyZqBcQ1KwwWhCZ1R3ZzJFyHMDzFGJMg7ysiyxAWUO9FIiR5Y97yyodOMf5tuC//bRCf7qgSpUVakMdtQW9IVLv+cgL8AuxsGeS5RCq6xZTTiG67X0eRnc4++V9fe4N24dFUra23nzpWlYwtmGmT8unTeeYnDNZ9ZpER6ib3jdtUMOvaPNr/2/goVewd45yCWYNUCe+droQo7k9SplyzDLfkqTbQk0mhgSmTwp1bK497OmZmnszaK1Xb3SbHVLi5k0xtiirqA6Ga9fv7nb7w8AZwiEYcjL9u39aBqv/u7UREglSKmEtsY2zHcjM/hOivhuYqs33nzgZIc30phQqhvJJUrhW+dZS1VID69UCnsOuFXqkj0O6CJFCut5eyolVpo//ESd9368QWS8IhWfa2+JFMKm5MfZO1v6KZ7XsgLlGJhF6dqPNGHz1z/Gl+CSiVxobqeryYIqV3A1Goxmrop0eymVS2pVUT/uGiO0VujU1r3/6Hd0+b43d6jo1FYcmtFOIEyKMdhmCQ2RFnnlYWJwo+XcBFgtSIyrODTu0DYZU3T9jB9mpMGiaKowpSaMonkicduTREk2dFPTH6RIL2R+sfm7l1y896NhGBYMvmnrXm7/0oeQUg2Vt4Tv9VCqqD/ITJzMLsu0XZFyH/W0x7d6HndPRpncglmUnRQxGlyOgFtqpEhHJIpNyScIP+XRZwM+cUeNKPEgKLF3zuKiSOqsyd6jdScZgNdqoB4Hcwnn3xzd4+5JJk1GGLxUUZczuKuZLm04ULYMZUmyaGEdlVRnOtwyOtjAU7ugk9TgBTFvuaXHHQ+EPPBsNe+/tJN83BeRwjF59itR4EMWUkNlrojT+hkzK5FlNkfHTBSsbWWMlnadca6l/Z7CrU4yux7FeIm8xEEbpsOQ2emJ4W//zu9z2aX7CoADbNh8McqrfLW9evxtyqQXIEw+lyNPQ7mLnz3LEsiLpuFCmpwLdP28IM9/P+KaFO/nzC2s5s70tnIdOjJIefSgz0/91hQPPVuxFVNi1DVBWva29SZmJGu51si4kcZiRgOtsiw5l67/Jty9hkM47o+vIVOKuYEizzjLrD7cNRFLl+kUGdhN6T1jcj2ONgihSSPDtRfF/NqPN/m3vyF49GAVgiSXKEWm0cqVSFOk3TPfOpMgLtuphLspnAOEdHv9CFE4J2W54gAt3JcVUuT3V+5kFbmgnBSyEtok0Vy5dStvfuOriaKYH/tXjAL8ssv3gWhIf/Dn8uypLu1+jTiRpGmRWcruHkoRuSqVcSqRMTEjmrro5BkHtBkD/rnMXQB9NKEjSy6K8hJiI/iDT9e597Eq2lc2kTMGcCHsxqmZ9s5877ycYK0xyJSliikymLLM8mIU/KK4Gf5akJeCzDKxl0e7Fb2aFEEkxlmCWcreMrvIg0tXu5/VqIhc8FjL0KlmLdx7kealVw75/jd2+cnf9okSbN1CXqtNHlxqB3KcBs+Lp0RRUZi9lm7FLHfdG4n7zJahs2rUDMzGZW+z2YYaMbKCZmfLOPckTmGxpVnseWzavIX+YJif3xzgRmuEEsc2bd660G0v7OkNUxusUGpXK9lOOUvnwMjYbg2GzoFf+t0awJYuoCwSP7oAs9COuUu1JsIGlakQvO8vG3zi9jqRV5YlWWLHShPppIkvTSmZU/a7y86JOQfoozP2Sug9R5/87R+5k+JAm4MfUSr8L34/0u2T+cjaWXvCVoXa3+t8BLPImd2C3Doqzr0WBi+Oeesr+zx30uN9f9EgSYRFSC5TKAWe0vrkTnpokdWquMDRSRbpejAVBZtL44ArMkY3ebImHx7kftba/hsW7KLE4O6G14Y4MQTVBn61frfvyT9cjeJzAS69GY4eeuAZuObYqYWz1yfDJedLl65CCdxlHS7G9HXB4ppx/S3EOJPr/H1V+jnT12LMOcndE2m3+4s1fOBTdX7lDyaYb7runMwOzJ0TiZBibIBmUTGoSjfuiB9d1tvlArwyrkc0uPib4ft5ItBzS2XHNqmiRKRuaRZZwZUwrn5kVItnDQNGSDTZOpLlewAANyRJREFU9n7Spu4pJYK0Ik0MW2Zj/sP3tzFG8PufajBMKdWfZCA3ID0LctzO166GRAvwpV1hjGsszmpSsv1OpbA3rHLLo70pGWH08pSs/NkUCbeCx+0YifO3N3jjzRefvOveRw7c9JKrzwU4QH1yD8BcdWKPbg9XpJSuODeTKOMAXwvYmRyRVt+NAPscSZLp9UyClEFflijj4HZFVJ7mL/6qxn/+g0kWmr4NKl1XfAFyi8zxjOWaKfmS9v7r6r7XSteX7cPsFyNNESXmKR9rJUHK8x+L/ydjQVeERVZh6ICdaXP3cw52Ix1rS4RrCxNGuWIqm+UUwurzJNJsmkr52X/eYqkt+dgX6+6up9TEkLMiBknsPHrtMqxGg+eYWYnC9847lVyhlHFAz8671eFukH6J0bOAMyOfcl4pS8dfcfFufcXF582Nn8cRgHt+gDH6J9fNdK4P0v51g6FHkiqyMXF5S9TzMnYZsGsAu8TWo/+vPhfYQo/JlALcUiaoQHNwzuMvb6+xsOxDZYy1SwmdzDUphviYNdPyz++WFOxcBnTWLpUTc+nEj5K0yDN7az1y1h4H9kg9imNI3Ggzk+lecsmS6drytn8aWWLpzIFwP1NIFSHsxjQCQzKETTMpb72lxwOP+ByaExCUPmz2rMkJJREi19ZGFI6I/c9snKBEoa2LWYkFaxfXoxRglhi9GPlGFmMSp9AeSuY6+kEv8H5SCjlybkd+mpme4KHHvhYt9LZohHCtQDbAyMA72hPpeiW9zAvPdgkeH3iZ9UeWGoJHiqPG6kvE2rIkfx1qDs95/ML7JvnLr9cglKPJnIzFhcxLYb0M3GXtzbnsnQeWGdhZG+wjamMtyfF30eIl8GSzuYumhyI5kv/eFHtJ5lWGWXNybh+W9/3JDkl57EQxPKg40oHkrS/r83PvaXHepggi64dbXzwp/HKT2PeNJtWZV27b4CINUeaN63LnfvY669wXxZSttNzNj9vt2XnoWVo+K2506A1rPjdfv14//PjXomq1/vwMDrBr98tI4t5HDjxy8NJ288xEvaoJfe00shnpZM9kihqXHGVmLgWYmf4ufqeL98YYvNDjGbCdLRikHJn3+L9+b5I/v61eSuRk0kT+f+19d5wdV3n2c86ZcvvdXW2RVtJqV122GrJsC9u4Q4wxYDAQIBBMEpOE/GKbfJSAIYRmAkmI7dhAMIYY+CAFU41xIWAMlk2Ri5CbZBWrrqRdbbl9yjnfH+ecmTNz79pyQ4Z85/e7uvfOLdo788w7z/u8LcoUjMPxiHg3awO0wb0hL/umNEhpynprgwwk6EeEZ5JUT44K54aFTideCRUOTGQVagVBqHwP5WwRIptcUgPwQkmIcY0jjS24gLLeAoRzEEKhBmQiDKXj+ZaX1WFbwBXXlrHzkAPY2nLrHyiUmWTqp1D4kCeepYxLSPTYRQKmHUZlvbmxvxlpV1bi1GXZx0UVIIEAcCyCcp5g2bK5lZPXrf1asZBt27U0vWHpcDfC5tSXe+dsmJisWOAhiS22McxJ9gnUY6/NfiWxxdbPzShlXIxgANno280icEtQ06gyJwRzQ+w8aOGKa0u46Y4cOFW1c4kwvBVZ7wQ1Ie25JukIZuRMGpa5swVPa+CpE8C07E9hsCNKkgr8mNJhnBaqi5CTAE52pG1vuSxUhFPo4ohE67dUdDO6WeABAzjwunMb+NhfTWO4X1tyZbWjqKd5CyG4jEC2ONBQFr3JtUWXUVDfsOh+qG5pKx8meyTq9nLamjMKdBUtnHf2SROHRxtfJqS/bR9bnXb88PAQJo843t4dWWQzdbg2jwAe82Iz3TW2xNR4blrs9OPYAdWf5VIxIRyEhgnrzWgIyw6xYz/De68r4bt35hAwzbFTtIRqzRtxdyoS8+6IosDwKcznbYCeoXLHcHYITMSnJMQnRXd8RkSBHQPrkfWOnndQVrSCIVR/P2XFYwdTPVfWG4Irx1JVqwsBIqTzGapmiIQwtd0CQoAhxBvOqcNmAu+7roxdo06MHG3NiZJ2ouxt2W0lgKySD4S06BYBAqigIEiCMsoWK6q+kggwpa4woRvux+NdBARqTQ5m5dDXP8ebM3dOx91MO23MF/INm0299YS1A/W+rinksx5cJ4i6Rlmqs6s5hs+2QthqFIg5WDUxC8eU+FgYhd5ZG8/mKcUkBGzga3fkcctPcwiEqW+nbqAgipLIgE679Y4TqeJU1YRE+KRKCZnBkZzBas8kCc4A+rTCoq27OR8pIRmCRHTFrHSRTTpjPh4PuEpXA6X4uIh5ubbqYUhhQeCCMxp4y0vrkjxrLh5x8DC5jQfRmGLOBXwh81jqHGgIoBFKq67zW1qcoBXKmxcAXkjgGV1wo+63IeAFQLVFsGeco9i/qD46Vn1rNptrdNqlHS14OP0N0ddd3tHlNrfnMLVqfKILXmAp50uHzg1LblpwQymJbiqQQA3rLQGjOTqPLLjONZEURdIWbhHc8vMMvnFrDo2QxUXD1FRLjIAOYmqStN5GgIcmrbfJxdsDPEhQkHRZWkImBNoAncZ3OkQfhelJh9cMHo6E9Y4nK3BVPxmPHREJ2iI5OAdRgnLMxeXfxlVQi6hWatGJKgSI5uQBkHMCvOm8Gu7fauHWe3IIGXSpTXwTVP6thKpt0rORud0EISEIDUeeEZl7on0kS22zlE7OBMCpgKUyDvVVthEQHKxx1DnZvnt0YsdVX7q5o83oCHBKBSqH7zrkZgqXwF5yT8sbIyAEujzMSqggsXNIqARzgopAAhkRgPT4bw10HjmZGuhUZQkyxhFawK33ZvCBq8t4dJerckzSejeLHEtCoMLxcmdFyVQwiwRER+vdzrFJAuzo9L6EokIMS36UQR8D3Cbi0+F7zcX1uPSoyifhlMbWnCj6wkFiBxMqd9wMBOkIp6GTcyUn6g4o2gUOPYrjRnxcedk0hCC4/d4sAmiQB+pSwyRd0X3blNGR3iGJhG1BiMw0JOawWklZdJ6+TQhs/ftUtQ+hst2bRUKsXzkkxivNS77yg02Hznvx0o67tiPAWfGPMH1kB2imGDaO/BpHpr6F7rIEbmJK2QwAT1hu6CoT4zUkuTiJuHiorgSSpgQWwQ83ZvB315awZacj5UAyAzVR3mFMTdJ1lUmt2ywsJobTGQEfnYCfoicm6PX2p7DeM1nyGEZJzo0OlEVb9gjISi4kRAdx4o5YJKIiSEY4BZWfUb8fQunkUEqF+g9lVT2LmVYrwOoRDx+/dBqUArduzCAgUPwbsfUmGugijtKYURsjIiYIQQh58yO1RQXnhIArCFwBZTylAStnQrz9VSfhrNNPCo9MTmPVsqGjBzgAUKcPTrawixB2Y6lUuJhgUkqFakKZbcfdWnUeCaE8Am98sA2QQ8Q7FCmAK8sNSIojHLnzrri6hC273HZwUxPYtC2gk6Yk5gygTvndyaKGpHMZy4IpBzMFbDMvPA3vBNANZCdUlASg45wT6HwgYSQ1kZSzmaAtsncKERy6CxYh8oSA0PKg9A51QpakKhrsUMAWqoWErBSCkEE/tAKsXeThysumIITADzfmwG294zji6kw6I6iT1iD5mmw9RxAQCk/p6UJ1OraogO9z9PV3wWHkxsH+8q6uHMNMa0aAFwpFHNz907FSuet7Xt/yiycP3ouMK2BbARzHh235yqGUnFlmGXIDwPGxJOYzgihippO3qKIq0oIDxCb4/t0ZfPCaEh7a5UjUdgS3EdABos5UUeu1NCVJW+ro/0esg3ekIcljE2cKdupFmCxI7oxwA9AkNnIm9hMBQ3Wlj613ukm+4tJcc2koy05UimySusjcat1iIqYqMEL8WjvnXKsi6kuVlSetECuHfVx5eQWUEtx8dwbC0pxbnbkKEwlwC2NnkE47h0C3lROUIeAWQsog1MnoqPrZE9YsRfesWd/7zg83jr3m/FOfPsABwM7OQXfvktsO7n/0GtvtutRiB+A6HjJuE47twWK+ohOxI6mPWqJvRacLdYKqaFlRovT7d2dwxVVlPLzbhtCcGzPQEq2a0DigYzbMZCaokVZJRLsz2cnRVJfNBNiRBHzCCCV/KI52maBOWGairHdaIjSf61zsyIIjois8CuiYgI9zVvRj6IAQJE6Jyuoi+oqgytS4qtanrRCrhj1cefkUAODmnyuQR3KhArcOn4sOZ3laG432mfocZRDEQcNyATAwwTG8oAvlgnPNuae/6LYHtzz+pPv0SQHe07cUk2OP1uctOnNLZXTMo83tTj7XAGgTew4JNH3Vwjc68+QOdi2BwYEQbobDFjIKxUNNUIyfEVEVZaEYwS0bM7jimhIe2m1LskXSVIQhDmfJyx8lMlXCJqI9gcqw4m3gxUyA7pB3gvi1NJ1B6jOmgXqyYM9MiokQ0iSbOSk8sspm+F5px4Z6wvXY7hRt0dabcNW9FXExhNbFBeLuWEQnaSl6QgSTIXIOECrAOQMoQL0QK4d8fOLSaYRc4NZ7MlF9RHxyt3sbCAUYBGwhYGcFBgcCuLZqFWFc9wklqHsODoxm4TfzOMJsjCxe5L32lWduuf83j9fXrV7yzAEOAG62C/ffPPv6kfX/dmK1kb3k5jsr2HUgh//8SQ4HxlmsBqkLKA85eoshXvWSFgZnBVizxMMJKz30d3PZEEamLSgEyCwuQgk4A27ZmMH7r9K0xAA0mUn3lm3G4qaZ8mIaT3ETCYudBnz6NTOw02a9U9Y9MuMpuwMNnsSJ3BncxAC2qvRKUhRtobVaYpwEOnVUd70iLMnBY8dTcmidicipoinCVFBkmJ5QyPxxThE3i6DQ/hI4BWGaj+ukEJlwsmrYwz9cXgEBcOs9GYQ6TdAEuAAQClAh0N8VYt0qD6sXe5jbK/Eyq8ARBiT67QABZcD+MYb//kkG2/Y4eHzfYszqLd64ZNFJ1+/eu/mp4Ht018/Nj2yBbVl/ct3X/uNTN35vV2+l6oA4utKHR8k2iXtPAEGIwQEfZ6xv4g9f1sBpazz05Hl0uYUAqA34lOC2u1188JoiHnzcNTi3KjtLtHswo5bS05bN6kWc760aFEW9TYhIlKaZ22hqu25Qb7bLYIRE/UsY0X1N4uG48WBS87G5LTlMN9H/xCyZi56L+DkRxt+WHmeOqJKKMsiiEN1+Qw/LTeQPpZsoGZ0LErGN+F43N6V0hqCcilcQwkFdggced/DBa4q4bWMGASEyd0WBm3CgpxjitDUe/vBlDZy+roXB/hDCJwh9OSlOphRQ9VgWSwOAbXNMVgR2HXnR2IrVl7yPc/9Ls/pWPSV22VO+A8Dnrvsshta+7v5Cceis7TuPLOEihOvYIMyGIA4EMZvqKCBaUs+p1Ci2PG7jhxtd7NvPkM0LLF4guRmxCQ4cYfjB3S4+el0Jm7enLDdNW24jqEPjXBOHCtjU6AxLY+WEpba1TU5QeSgRuNOA0+AmxuM0iCPgmhOhVZFslBNOEleITnktHQNMmhIB0bBUM9AUObvR6+krTaxmmYqPeQFKa/za8rWrRCL+PxMfVv5TCMwZ4Fi5LMDEJMX4FEGtqr4kAF66oYXL/7iGK/64gvUrPBRcIGjYCHwHQaBuoQM/cOGFDlq+i5aXQa2RQ6WWgeXMxuIl5/7UpUfeXZh1+tFA96kpil5nrR9Cy/Ovve+X+bU7xficZsAw2SKoBBSt0EIg1Ex7weNhR/Alf+DAVA340nfzuH+bDUorOPe0FnbsZvjQdQXc9QsXe48wZbkJkuUzSb6tnyfC8ZFqklRL2hxJI6kq3SKiU1h+Jo6eREf6ekiST1MXyShyaTxP3GveTOJZkUJHOYWS8tLSIDEcz4i2IOEsEkYMHp8KCBlhfAEqHUmdp0JMh5Sq4JFS7KkaFkUohJA0hrcEVi0M8Kn3VHDnLxx8+LoCdu6xcM5pLXzq0gpetMIDmgJBi6rhtXY0xFYOtGVRukAQMni+jVo9g2qDortn3oEyXXwtZTaOdh2VBQeA6z9/Nd79N5fvPGn18JurkwdnHx6bQtOngJC+oJxnAxAqR2gkpyuqo8IERg9SPLydIRQEn78ph+/8KIvJmiLSxABzmnMnIpYyacehcRGDniWfmIyWpiVRU6J2WqAtctp6J9qokQ60xKQdyp8webumM3FqLZn5RIJ5EnW25onvMLV6MwiV9heM72k/N0XyO1JqUHLKgi4Zi8UFbUSi19Uh7yoKHLcwxNBAiJ4ugff+SQ0nLPcgmgI8JODcQsgdBKGNIHDgBTZ834Ef2AhCS010ZvADC+NTWVSDpRhZ/urtIPm/LfUs4TjKRY/2jQBw3PJF4eKRuW/bsH75rkxOoEk4QgFkmUDZFuhyBLosgTwDKFOj+Yil/pt4D09VKKo1gvEJikAg5mlaGoqstyEXQSsoqnc5MTIFO6omMX+NixeSjmXamZwpwSrpaCZTY0kCVUll5Zks7UgCacUEkfnnpiOpLTDMXn2x1Y3zUVKvw8hV0e9FslgikYKrVBURNRWixuvxY724L6ngrG6OQoGjqyhiVVAg4tlhaMELbHieg6bvoOk5aHkOfN9SKlsT1aaP4qzlu5zc3Lf19I2ET2d/Pi2A33/fJuHsnLV53dLx133qsqx3xpqDaLaAvA2UXI6yI1B2OEqWQJYRkKjwQB0cT45X/ug7q7j8LXVc/Z5pnLjSV+MpUtd605qbwFe0wiIAQ+emPYlADmYAc7rtA4HRHqKdKwPpk4C0bdePZ4zbdwK0wVHaih1MkIt4rCAAmHngPEU7ROIkaJ+1GeWMa3DqYVYpcEegjnLJVYhOP9chu076NhP4xWYbl3+6hKu/lseHPlvAzlEL1EEU7xGqA24Q2Gj5DhpNF7WGi1rTRdNzkMtw3HFfA1/fON/78QP11/X2dm/+zebN4il3qrGOmoMDwLoT1mPiwD0YKXQd4LR4Xz5T35C3A/TkCCwm2281VcV+iws0CZETKbiAQzk2rGnhT19bwxvPbQCBwMolAm+/oIGHHrNRC9PASFlwBXRtvS10LhyOL/OpdhCpNhAm92634iRlyUmbZY/OQxPoCaHQPN6pHilGeJcg5s7EeF2H4kHSwZ7O4De18USEkysplsdZgzIwpOoehda8idK8ZbahIAYvJ7oft6rcN4Gt8kwEKISuSiYEdY/iyzdn8dDjNkIb+M/bs7AtgT97TR0nL/HAmIDny6hqEDK0PBu1houWZyHkBBbjyLktlEqzcfqJa+9bOLTywHdu/RVWr1nzdCB79Bxcr0/98w0451WXVFh2wfbpSvbiQ3t3or+LoJijcp4qBIIQaAQU9QDgfgsuqePtF0zjmndP4tTjW9JB4QDlwPAgx88229gzaimimwrqaFXG5N4knl8Zc25hqCYiIcHNNIuSmTzbrPpW20wO3c61kdhGDJ4dv67VFNLx5ElnJ6YpTnRvPKYwFBRTUUH8/UlFhCCRG5T4v0TClnTKmowfGz3Sabp4RSfLqcxQC7hns4uPfrGAWqDKCAnFb7Y7uO1uF+UCx+pFPigYPN9Bo+Wi1shguupisupgqmqj3rDQbDG8aO1ZWL92zVsHuiu/OWHt+qcL16dnwfUanj8f/X09W/ft3n/T2LqBi6rTR2BZNip12Yyn7kkzxFsBbN7AJRdO4UMXT6O3S4D7cYdTCIGuYoi3/EETG+/PIIxMmGm51WNpiGQ6pelAkqQlTud5R3WXBoiflHunbtqRTFhvE6wKOeY1JwrfP8kyc3SiYA+JaLYK/CgrHlls2W+ECACqRQMxLLq2wpqqQGXg6b5+Oi5DiUqlVUGfOG9Fmvd0joqs1qeIGw4ZN/0rjGQaDoKv3ZbBZMVSJYUqt0QQ7B+z8eHrGfxgCu94ZQuZTIDpGkHLszBVdXBowkalTuD7PgbnDGEB5t/U1bN0a+iNPxOoPjOAL5g3C7f84Ob9tp2/bP3qOYw3WxfWak08MWrDDwQOToVoBAJze6fwpjPGcPkb6ujK22jWVWuCqLg4gM041i7x0TcrxOgEi/8i07QY2YJR8TDak6hICvDp2ToRH4cBUIoUbycJcMfcOlYwqElNIuuadEKf1jIoh3ZXtCxIiOqzQ2IqYz6PqAU0xZAfJmoaA6eI81HMPBWiW02ofRS1mJDRzDSII5lQt6gQFATc4OLyDycMGB1neGCbg0ALA2a6hUVwsJLBlV9xUG1N4KKXtJBxPHABTFYt7B4V2HXAg+tmUert/c5UhVz2oztu3f/Sl738GQH8aTmZ5jr/FRdgwcL+fSdsOGvT3kYv3Nx+rFxURy5DMdkAViyYxOfefRDveTNHzimgWi2g5WXhBS780EHALVnYGhIsWODjZSe1gKjjlnm9lme/BimD0e4BnQsZ2sPyKeWEmoCdgWunHid646X4ekwt4i9MKzIzAluny6I931tb5ZlSYuPWEaZjaTqbcS54OoQfO5mx9dbcPPosj9WVSKlB/N62FEgQEBe4/VcOdu82g3I2wFyAZQErD2SLGG304sqvzsdff6YbW/c2Ucp5qDUEHtrVQqV1GC8/u4gLzj9zU1dPed8zBTfwDC24Xm6+Hwtm936mWD5uYXVq38Vl5xCpNnsw2FfBu95QxboFJVSrNmT3oRCWqtm0LD+CMRUcrhWilNUOSvr8iwFkAUZ9pegMYhPwKcfSBNxMNZltCot6H/QJoLm1eSoawE/+BNLhNxngNsAf5aYYaRsJix51dEVUFaalwchxNNNjYRY8xM5kskBCXQFUAlXkmKa6Y6XbT+g8kQRN0eoOAabqFJ6vk+J0lNsBoTZsRpFlMvpMhIV7t+bwyW9M4z1vqKKQy4NaHtavGhEb1q3696HhpZ9BeOjZQPTpO5nmuuqf/xFrN1zgW6x064vXZoc2bjqy8olDVXrWWobh/jIOTxbRaDkqOsWiIy1BpIocCIdjcUy1KO58MING05JzChPOJYVFAVeH5CkSeSY6/G6G5tscxw5OpN6u6Yj+HNGPtfXWj3U4nqYtO4kcS9P6x7M0SeIqkbhAJU+F+HHidWO/6Qf6Lno8s8OZCNyk/AntQMbOZ7KzgHZSzffGvWxMJ1PAtgMcmSS4/tt5PLAjA8FsObaRuQBzkLUoyrZAtyPQnREYKAjM6wK8Vg7NFrBgdg2224eV615x7+qF5ddPT+5r5ruWPSuAPysLDgCvefmJ2L/re61Ht028c2Th0OkPP7F95DePE4xPZDAyCPR1++gutsDzHnT+t0zaYeBUJthkLGD5kgB9JY4jk0QFfgi0BY/oSYqKpPO7kwGcZPV8QgunxmMYlpyaoE3RFBpvV4e9zXpHNMUA6VNp4WZWIczHIubienvU0cmw3lTJg1yIeL6k4t1Q7SIEURZbh+BV62Ndj8BV40FCkCqOIHEmokjKhrrhPgzrTShweIrisW02wkBZIdVGz6YUeSZQsASKDkcpA3QVgN6yheFBijm9DhotivkLljVPPWHNT1u20+rtc58tPJ89wAFgcPhVODI+4R08PP71sdqd79l0393OztEQFivAtmy4NodjczhWAMtisDlDKCiYoJJRCwKoLgPR4TQ4AiUyaqlBzpACuubexvY2cCO2yO10JLmtnbaQyPqazielyc+Z1vJoXM0oy1ifEAbQAdXrkiPukQ0RUReuBHJVZBP1HI6KkoWIxg0SU2UxKA5X1CTOR4kr9NPURPcfp5GjySPuTg2OrpXeeOfKK7BN5BXYtQQyNpDLCJQLFub2OxieW0OtOYnFI6d4x68+859zLvn7UunZgxt4Fk5meu042ApY96KPrzlu0ScXDxX4RKWJRhPwfIIgpDC7LHGuOixxI1iQBnYUoicqx1tX65iNPpOWuU0GRPI1bYXTqkmceJWkEsTQwNPZgElwGzkiiJ1NgyF0Dt8bfDvtCJoFx5zHigk33iv7mSQDP4nXdPTTcCi5cUs6mGb4HVFkMx3219HUODxvhOl134v48qUMFIkopbzqyhiGYxHksgSlXA3VVhcv9i775JzBhR8vFseC5wqXzxnA1x83G43xR5vz5y/69qIVF/qlwizu2KGcr2nFA6fkAdXhXRIdYAEYZjDOO4m0byKS1htpKx5zRNoR8KSdqnRQTWJObX6mPUEqOoQmuI33xidsB2AjVallOpZoB2syapkMxUcNNXn8Hg3uhIrCjSacZnPOqBEQUsBGTEkEVMs3HbrvkK+CWBMnbSCPHWguZEPNIAT8QKBWD2A7/ThpVe9HfvTT+z99440faxIy/FzB8rmhKHotGF6OchaPTdazq09c+eCbC/bk35XyU6SY85B1fViqk1V0MJUCUPcIbv25i12jzChTk0hiBFGu95MXD3fg2wYgSRu4k5+JTwhiZAB2Bn50T2cG95Pp4WZQJxIl0hkWahsHohmR+rOarnC1IzXt4JFIDqmFK15OoPVws5+4fM6J0sxJrJVHdZpqTCFRVfnRzB89opDKfiqyFpQi8BlGZnv4g9OaeGRfHnURg1xA9hP0OEHNk/EfuxKgb1ZejNX6P/bys+1PZzNh86Qz//a5hORzZ8EBoCtHQAhpbr77W1u37VvxsRVLyp8cnhv4g31H0F2swbUD0KjiPj67PS6wf5TBb8RhXT1TJ9kGAojn6QCUpoE+k2NJ2qw6pe3O5EzPTTXlqcCdjHCaykdnoCccyohStNMOnQ1o0hURWWZEVtzUzeP3xlRFGJ/TIwmTrdy0ZTezBbVVpx3fI5t1UvCQwskKzJkdwtbE37iIcUFQ8wkO1Ai2j3G0SAm9sxfecMYq8pEvfJM1Tzrz0ucU3MBzbMH1+uO3/znu/fG/hI2B/3NFcPj9ax7avfcVI7M9dOdzaHkOZDsCXfUnQ8vt/QZpZL3NYoa28Dx9EituvKZ3tAnOqGKnDcQdZEBq3JugBozZMSQB5idzMyMrnpJRCBCrHsaVSFtyrp5oxzM6O9SwqChhyohuJrVwxDWZhpqSeE1bbJV4pS83hBOEqgiXEzkLiFMaz+AUDIIz2KpTmZR9dL8aaZiqPlAuVrFssIWXn3Xy9Dv+6I0PeJ7P/2J94fmA4rPTwZ9sffHG27B0zQ+wY2x+/8/uI6f0FUfdvlIWtaYLQmQbZssOkLE97NwHXPPNMg5Vs4DtAMwBoRQZCmSU9i1vIipcsGic6x3XK6Z0bwo1I97QxRX9YKSdknQqZiDUeN3QwdvK00wLjiQlMpGeJi4mn38q4aUTi0lfLeIvSfZuMd+f1sVNK0uibYb2bUiiQPLqKL/DHGHDkcmEuO2+DMamMoDlImMxlG2BoiMgOMfK4Qo+fsnQ9Nknzf1w2HzsX3v61z1fMHz+AA4AP7756/jY+175i5OOL1TLOef0R7fDocSC63A4jg/X9uE6Tdy9xcbnvtUF4boAdUGoBYcRZKmAS43MQZbMFowSrpgxsZimwKwAmQC8QVOYsvQsVRhMiAFqBeLY4VTPzUod0/JTA0yRrhLX2gsDqirPL+LhmpZ0QnWnsL9AEmzoAFwYQI+B2qFTABFJwKceR78k9b5ExqEQGOjzcOd9NrbuzgJWBlmLotsV6CsKLOgVmDu4uNbVu+KKQ5Puv6454fXPJwSfH4piLtfpFd1dhc/t2t3j1/mOa6Yq2+zukrzMMRqiHnJ848d5cMsBqANQCxaV4HaUpdZzddIUJQ7JG3QlpZwkHclkIlXCQpNkSiwxAN/GvztYbKTpiWE1TcAKUzIxtxk5KdGJoGgMEYqS8BhMcpSfpC0Rx4m4DFGt1wiIGtSaCMVzQDf0IVHIHoDSu+XoQchaThDpoCqqQqIMrvj3IYTSUCxQwmH7Ad50dgM/utdHhQcQsMAIkLVDnHvKEn94ZPG7M4X+L3rNSvqi9Jyv59TJ7LTWn/xSPLZ9KjgwNf+GhSPz/2poaNDPODXYVgBKfXzzxy5u31SCsLMAc2AzihxLWu502+O4vjKZHvtUikl6W0KFSVjgpDVnmpoQsw2EqaMbNIh0uoSndkoq3yRx45IPcy7UveFkmnNqeOx4Ch5r4smyNePe1MXbStFi59N0VCMJUTuYnCI0p0dwKguFQ4YgtOCHNvzAQcvP4Jx1IS46axpMeGgGAuMNjrkLRvzBuQv+6sKXLryhO1sJXn3BS59v+D3/AAeA888/Dy9Ztd8X2dd+aXhk8K+7eoZaru3jkSc4Pn1jD6qtAqidQcZiKDCBLAVcpiy40d+E0mSNZTphqi2Ag3aH0QzudLTeKXCbUcs2Dk5J4v9uO8EwM8iTGYOpAExCMZFgD9XoDhPYCXVFA9f4bKhBb7zHrM/khhxoDqkygzyJew1qThGGEuyBqn4PQgbft9HyHDSaGTh2Bu+9uIqVQxWEzRBLlw635o4s+us3vOakL934vb3+hlOff3ADzzMHN9dV134dn/uHZeL7t9yxadmKF09OVmqnf+a/fednj8wCdfIoWARFSxYwO1FCldG8x6iWj5OmkpU7yeSq2Moy43mi/4lhjeMELGo4nUY0k5L4s9F7Y+ufTqfVGYidSLNpuQGR5NxI8vBEvaPSlRNvTys2HahS54r+ZAW92VOlLaCcdpT1Z0X8H0Vzf1SzHiEYSpkQmYyAT5dWT159/Pu+fO3Nn2sU+sVlF5/324Ld08/Nf7ZrbPdX8b4vhFgxhMt2HGQf+cFPHi43KxUUHKokOGHkjcQ0xGzkE4Hb4N0mwCNwG8/TTiajBIwllROWsOAkBXSS+JsSzpmxI9O6dqRnR/TBbJ4pogSqaHx36sC0pQgYPkFCHSJIlOQlyvaYiI2EcsjlvCWhsjD1Y32VVNv0NLzEazx6f2LuqVH+RgmHxXzkclat1N17d4Mc/8O++bWr/v6aRfjIZa/6reLteXcy06t36K0AAN8Prvb8AOsWb/zYN755e3FiYgocFkKz44Xy1hPFxSlwJ2Q5ExCIdW9TM9cWmRjbIuVkBnDr9zP9eSC20illQ+vaEf0AotzvZEheJ07FCVTyxIjtc0KhUL9RUCIdQSCaBw8gdjCVU6pj/kSH31XLDK4cTqKilEkfINW5FgDnNP6y+K8CUVq43qZ7OXBO0fQAN9Pt2bmuqys1+8ODx73jOcstebrrtw5wvWzbghDi2j985YYjWx584PitO4L37D5Yo44lJ6Rph0qDNHIsZ2io2WZRDe7dHrhJJlFpIDPDkWRRcla7tTSvMJ0AbkYgKY+7UUWBnSjSKKIAjFl7aS4pyak6dsULBJVTjI2kD7moUkXkJ6OroaYTMoAjoj4r6Qb66QIJ+ZUkzvIUUPVUHFylUWhnNBRq/iYC+LyXg/d9cqJW+Idg0jtm4EZy7xyb9av7H0FPOb/yZ5u2//raG2+13aBCCSGo+wReIGd02mrulKUulaZFS1KZNO826AeTGW0avIwpQGuq0oGmmLxd/x/R/29KhMZKZAZynVyknT4YDqOQ3V6VExkBrsMBik9UU67s4EfQFE1hRiGIQVMs1k5RGJOpDhH9iNQpHfBRV1Mqp+zZaqI1pRxBwFBr2BAQGBygEGzWh7ftX/ZP3YXx+mnnXnZM8fVbczJnWl/4/LXo7i5PN0PyX0sX9I0tnZ87Y+/+UbJnAmgGqpLHAhymD0wS1DBBbqTDRlX0GtBp7m2A2OTijKlt0ediwFhMc1rD8WWGZdfgQ3wl0X5YMqfElAH1Yxj3yTySBH3p4GGa/+pHMW3rXCwdc3qRzMtBUt/X5WiJfoaKw7t2gGzGByEhDozl4ZY2iOElJ310rvtvnxqcXWosPeGKYw2vY0dRooMhkdA8MjH+8IZVZ3xi/975NqH8vWc07rX/7/+EmB4voJQRcCzAVn9trEC0fY96kg49JwsWEpIijU+OJPANB9YAuqm9p6XAyHEkUA1y1PZUszGhwCqtuQa5QRnin6F+C5HZe4rLC2FkFyb3QgxsI4ijZ7TqbEGqk62ITl02Bl+Zf6OiNpJyxR2suJCNeRw7xL7xCn7wq77WmeuWjw2OnHJj79xFH5+e/lFQLpePNbQAvAAArldP9yxUp8eCwXnVD73p9RdZgg+c/fOH/mfNA4caTtamKGQpGAXCEPBDeZnXIO9EFSIemnJC47C74VAmAjjJek1qWO4ok9Hg4vrSHaknSlcOuUAICSAqYsABWttWdCWMdW7ORUKFSVAxXYVD5exI/dtp+kQ38q8Jkf8nJfIEIVw5qIbHG7mPIpkApvm+/HsJwpDADygCLmkjhEApHyBbHAgKc171HwGOvLNQ7Pb37D0UDM0fONZwSuHgBbauuvE2OK7jTk9VPrvr8Z1va03vYzyogxKGWpOj1hDwAjn5gMIM9MQRRYvF8qDFiKQVjMjHNL6njIBRGlMTFltsRmWCY5QqwDo5unHfbVkbGQdZwhDwAzlz3fcBPwC8QE4J8wOOIOQIQoEwRGTJ0xY8EaQyaZbS7OVVR2+j6m8kEaXSv8diMfe2mH4ub5KXC8XLjbRjykHVyev5FNWGhUqNoeUFGOjN4vjl3eGixXNvzOTz7ww9v2WVLzrW0GlbLxgLbq7L3/YH2LPvcCubzf3N6Ojo9rt+ese6oDV+0eHDh/HYLoFKQ7ZFsFSGLYCkAmGoWmZGHCVxklSslsSSIGOdnTRLg561T1swrx66VUMYEtBIhpOpwSEx/k419yYMBYJA3WvHM6XI6Tx3SgmoEGBGvjeDyneNSuVU/glUDommY5BdrLgQoCLuXxhxECOQkwgjCcixkRaHazNMTlPs2AsUyz0YcAduGlx0zn2Znv7rWs1GK1PuO9aw6bhekAAHgPlz+wBg6u67br1y2aL58xbMX0H2Hph47aHv34X9lXFMVoqYlVcHH5onqhxomNxUkZU27m3Ig5TGEVKSUiCUFbRYrEZYWmlQykOkUSsnLKQCQUhVohVByAEaIqIy8iQQCEIBX4E8COO8k0ShgPYPqABjEpxMgVP2HNQgR5Rzpat4QjMqafZTEQkbkAioESU9cpW0RZlAqdDAgSM1EGcQJ558Opxsz7fC1sTld218eO+Fr154rKHypOsFC3C9Tj39PAgxvReg7yLZQ//6xgv5J/fvv/fET9xQpRYFybpUdbWVAGFUgFA9vlCSyiS4TZ6tKErachtSY/Jyri/xXIJcRQVNHi4EQRASBIEuhKCSqlCi1BQRcW8/EPB8eR+EsYwIKHBTPS9IgFOlwiiQAwAJlc5BuJqUFl9NZEdqEgGcEkmbKJGjAM3Ik9T15W9iTO7HpkcReEzKgKEvfrljET95zQm/On75qvdnivN2CBHund2bP9bweMr1ggc4ABBSAoDdU2OP7u47ftnrsvbhOW+7qO+/pg5sGxk/vA+HJjhqTWmZXFsCAszMwDZzuJGUCBNhfEl5okZCCR0ZSv+VOrCl7vUQqMjyKYriMwpK5WTgIKTwAglWISQVkeAGWr6894PYcdYOZtzUiMgTTakdyZxs7Uh3yDxVr1MirTmNrLgaGW46qxRw7BCuG4Jzgqmqi/1jFMNDw5i94MW7Zu1pvKHYddyBA4f9fRuGM8caEke9ficArle5dzm+fft9+y586Tv2DS44cmHQWPrln99128CjO8fm+jsPYtseFz2CIusY0U2Yzlqc/soYVU5nu+WmRhKXzuWwFbhti8O2uXougx2MiajWlAuCkBP4PgNjAoDsd93yRcTJg1A6yU2Po9ESaAWAF6jsPw04ZbktCliW5PYiVqYNXVtEXJsIs7dMvHQ7DKbzYYA4bUC1ewMBMm6IXGYKW/dRTDRH0OTlfYuOP+/g4PDst79+aNbmYuMeFHpOOdYweFrrBamiPNXy/RYsyyHfvHmrWLXUPr/AHrl8646frfzQF/w59SMNzOsBclmmoo4ENiOwbQLXJnAcBtumcCyaUBmS/cGl9bYtAdsScCwB2+ZwbQHHDmUTIzuEY4ewWQjLkhE97eSFIYEXWGi0bFTrNqZrNiamLRypEExMh5iq+JiqBpiuC9SaQN0naAUEgapTpUTAInEE12EyDuBYgGMT2JbsKWJbBJYlf1+k4RuFHPoKZan3OjbgOkDGFnAcedLqFGTX9jG3r4pyN8e//3j4wIqlL9ly7olDV/WX/Vvc7uXE83zhus6xPvRPe/1OWXC9bNsFYh/plgP7t96yYuWSPz3j5F+fSr3q66bHnihWqlNoNAUIobJQFyQ66DajsC20RUYTmrmRjBVbcAlu1wmQcQI4dgDXDmBbASwrQNYN4VgcIWeoNhxMVTOgVCAICWoNBkbl0FYv4Ki3gOkGwUSDYqxO0GhKDs4swHEJMhTIWgJZJhDacbahrHskCKm0yOlEKa4CNLr4mKvJaSBQTiqUOiP5dhhyTFUJuso9yPesqPQN0G++8y1n3Q3ghqHhxXqXP++VN8/X+p0EeHrNGVwKADdMTU1/ZWJicuO99969st70Lr3tzofJ5OQkSgUG27JlhyVG4diAY8vIKFPTwqKm8UgeTRkcApglKYprh8g4AbKuh4zjI+N6yGcbyGeaeHAHwa5RBiEIlsyrYeEcG4eOlMFDglrDigDebAlM1oG9kxSHKgFG5lawfF4TBAI7Djh4cHsezHWRcyyUHI6iphXGUFiLxXzcTACXEVIJeEIIQiUPAgwWJRCOpmABXNtDsbuIbnacAMlcM2fhqVuKxfKN/bmCf9Q7/wW+fi8Arle5XPIPH9z1xVe/4szuLY/t/5GVG7zIYfziX2+6Xxw+uJ/wMIRjW8i6gGsLWJaUxiCAICTS0QtlSJoQIXeOks8sJvm3YwfIuD6yGQ/5TAO5bA37xn18954svnlnCQfGsiCEYuH8FlYuaODs1RWsGQEqdRu2xRAEAlN1YM8EsGrFEZy7ZgrHDQVYMi8AYxz7x4Cbfurg2xuL2H24Cx7PyEw9IoMulko+M7m2TiaTWZix7AhI/dxicjslDDbj6CpQDA7OFwsXryQZh//7dKvnJubMu3t8sjXRP/D8tG84Vut3koMfzeJCgAADBw+PD331G9+j/bMK11PRWlKZ3JWxybRUWgA4tryvNximaxQtX1IT1wayLkc+K5DPBihkAxRyHgpZD/lcE8VcHflsFT/8FceVX+vF9oPd4NxFl0PgWoAgAjWPY2hOFR940zTm9fTg14/0YNMjAX79uIc5c6bw/jdPY0Gfi2YzA0IA2w6Qy7QA1LBnrIVPfK2IH/xiANTNoTcDdGcEiq5AISOQdwnyWYqsS5BxGRxbyoSez1Gth6g3JX+xLXmILYtgcKALJ6xd2uzvzW1zWPWSVesu4Nl8925AHCTkt1K9+Ftfv1cW3FxUZkAdBHDwrp//AmEYntM/q7CoVHrxVxuV3faux+/vGhs7Uu4pVuA6Lew5mMHeQy4aHuBaUqdwbCmnRRbc5nAdH7lME/lsFbdvCvHuzw/gwEQvegsWBvIcXTmOvEtgM8DnDIemSrj6JoZLXtFEIeOj1gQWLWjgz14RwBKz8cBjWQQhgW3JE6lcaKG75GLx4BT+8S+mEHKCW381G5MkC1fVqgYh9DwzMErg2hTZDINjE9QbAQ6Medg3ARQzBPP6XPT29k+dsuGEyeVLh/zAb7yVorGdUXo4V+g51ofpeV+/twA31+mnnYx6bfowIWRMCKyZbD3krd3wxj/ft3vLnxSsxwMBf00zPOBu3h5i/2gN5aILARuuI7ksJZLzOnaAXLaFfLaKW38Z4l2fnYXRqW70Fi3MLXL0lQRmlRi6SwzlAkPGEWh5HJt3FHH7LwTOeZFsynf+yQFqlV7ce38GjRaQcQjKRYJZJQeNbikrAgL93RxXXzqBy69VIKcZ5GyicskBCDlcy7GBroJAudBCM8ziQL2ADcsXtCgPHzxl9aB14vo1X7r5jl//21lnDDgAGkJAdJVLx/qw/FbW/wqAA0AuXwKkr1YfHz8MSq3rKLOuy895mwO0/mlV18P9Tvmxudt2+qdVKgSN2iE4TgBGayBogZIWHKuFjNPALb8EPnB9L/Ye6UI276DLFejKCfSWGQb7HMwfAOYPNFFpNPHwEwwrF7vYe6iAaj1AMUsQ+iVs2RuAWWPYtddBtZbB/F4L8wYsCDhwrBA510PVzWB2l4d/+ssjYIzijk1zMN2icIgPiwD5rItiPoeB/gIG+6xHmRNS4c4fe8v65XtOXbPwUDbjvPt7t230ivkcXnfBKSiXSse0uuZYrP81ADfXrFmJxCAPwKWC1zF3wboVZxPn4l1PjPI7f/Jj5JyGO39u/h0kOJwv5AL0FLbinocP4P3X9+GJAyWACIQNH6RAkXeB7iLDvH5g4dwqfvNEBVu2Mzy8y8Jpq4FWmEUoQjAKuJaHYj7AaS9qYt6cEA/uaOCRbSUIIWBbFoo5hr5uION64JyjN5/BB988gYPjBBOV5ThhVS9yDsfIUG+N8voXhud3hytWLPufwaHjmRDhbgC/yeVyx3o3vyDW/0qAd1qE5gDgEQDvA4DxQztAqOWEQWNTffpAzrJDf1Zx7oW91TNf/ZdvKQNCYPLQT1CpTWHbE93oKTuY0+9gaPY0WsEovnNnGSvm57B8foCCE2KCtADho9ESmK5xHJpg2PRwFr7v4OXrJ7F52xQOT/dhgciBsAzqvo/vbvSRyS7EOaechoXLOD7w5wT3byt9d8m83HdcC/bCkbn1Qi7z374fekuWjRzrXfiCXL+3KspzvUQwDhCMND26pNmyuAhaOLz7s9h36Al85ZYBFK0cVix0yAUvW/ovN/9s6/KDBwvhKas4Dk2FcCyGwxMUw3M4tu5hGJnDcWiCgNkchydsvGSVj9GpKhuvrXp0anTLu5Yt4KKQH8cNP2yhWF6CT7/3j5DJ2Kh7gjY8so0QsXPOrBdGxcwLff1/gD+HS/iPo9kKFn3uPx/KzinaWL3Yx0SFQ8DC+DTB7B6B3QcpBroFxqcJfBBMVYB1i4DZfdMYbZzWCIW9/eTVc4/1T/m9Wf8PmIZqwlWBQ04AAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMTFUMjE6MjU6NTAtMDU6MDC8DfXYAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTExVDIxOjI1OjUwLTA1OjAwzVBNZAAAADl0RVh0U29mdHdhcmUATWF0cGxvdGxpYiB2ZXJzaW9uMy4zLjEsIGh0dHBzOi8vbWF0cGxvdGxpYi5vcmcv3d388wAAAABJRU5ErkJggg==', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 1000
{'hecke_orbit_code': 33554446, 'n': 1, 'trace_an': 1}
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id: 1001
{'hecke_orbit_code': 33554446, 'n': 2, 'trace_an': -1}
-
id: 1002
{'hecke_orbit_code': 33554446, 'n': 3, 'trace_an': -2}
-
id: 1003
{'hecke_orbit_code': 33554446, 'n': 4, 'trace_an': 1}
-
id: 1004
{'hecke_orbit_code': 33554446, 'n': 5, 'trace_an': 0}
-
id: 1005
{'hecke_orbit_code': 33554446, 'n': 6, 'trace_an': 2}
-
id: 1006
{'hecke_orbit_code': 33554446, 'n': 7, 'trace_an': 1}
-
id: 1007
{'hecke_orbit_code': 33554446, 'n': 8, 'trace_an': -1}
-
id: 1008
{'hecke_orbit_code': 33554446, 'n': 9, 'trace_an': 1}
-
id: 1009
{'hecke_orbit_code': 33554446, 'n': 10, 'trace_an': 0}
-
id: 1010
{'hecke_orbit_code': 33554446, 'n': 11, 'trace_an': 0}
-
id: 1011
{'hecke_orbit_code': 33554446, 'n': 12, 'trace_an': -2}
-
id: 1012
{'hecke_orbit_code': 33554446, 'n': 13, 'trace_an': -4}
-
id: 1013
{'hecke_orbit_code': 33554446, 'n': 14, 'trace_an': -1}
-
id: 1014
{'hecke_orbit_code': 33554446, 'n': 15, 'trace_an': 0}
-
id: 1015
{'hecke_orbit_code': 33554446, 'n': 16, 'trace_an': 1}
-
id: 1016
{'hecke_orbit_code': 33554446, 'n': 17, 'trace_an': 6}
-
id: 1017
{'hecke_orbit_code': 33554446, 'n': 18, 'trace_an': -1}
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id: 1018
{'hecke_orbit_code': 33554446, 'n': 19, 'trace_an': 2}
-
id: 1019
{'hecke_orbit_code': 33554446, 'n': 20, 'trace_an': 0}
-
id: 1020
{'hecke_orbit_code': 33554446, 'n': 21, 'trace_an': -2}
-
id: 1021
{'hecke_orbit_code': 33554446, 'n': 22, 'trace_an': 0}
-
id: 1022
{'hecke_orbit_code': 33554446, 'n': 23, 'trace_an': 0}
-
id: 1023
{'hecke_orbit_code': 33554446, 'n': 24, 'trace_an': 2}
-
id: 1024
{'hecke_orbit_code': 33554446, 'n': 25, 'trace_an': -5}
-
id: 1025
{'hecke_orbit_code': 33554446, 'n': 26, 'trace_an': 4}
-
id: 1026
{'hecke_orbit_code': 33554446, 'n': 27, 'trace_an': 4}
-
id: 1027
{'hecke_orbit_code': 33554446, 'n': 28, 'trace_an': 1}
-
id: 1028
{'hecke_orbit_code': 33554446, 'n': 29, 'trace_an': -6}
-
id: 1029
{'hecke_orbit_code': 33554446, 'n': 30, 'trace_an': 0}
-
id: 1030
{'hecke_orbit_code': 33554446, 'n': 31, 'trace_an': -4}
-
id: 1031
{'hecke_orbit_code': 33554446, 'n': 32, 'trace_an': -1}
-
id: 1032
{'hecke_orbit_code': 33554446, 'n': 33, 'trace_an': 0}
-
id: 1033
{'hecke_orbit_code': 33554446, 'n': 34, 'trace_an': -6}
-
id: 1034
{'hecke_orbit_code': 33554446, 'n': 35, 'trace_an': 0}
-
id: 1035
{'hecke_orbit_code': 33554446, 'n': 36, 'trace_an': 1}
-
id: 1036
{'hecke_orbit_code': 33554446, 'n': 37, 'trace_an': 2}
-
id: 1037
{'hecke_orbit_code': 33554446, 'n': 38, 'trace_an': -2}
-
id: 1038
{'hecke_orbit_code': 33554446, 'n': 39, 'trace_an': 8}
-
id: 1039
{'hecke_orbit_code': 33554446, 'n': 40, 'trace_an': 0}
-
id: 1040
{'hecke_orbit_code': 33554446, 'n': 41, 'trace_an': 6}
-
id: 1041
{'hecke_orbit_code': 33554446, 'n': 42, 'trace_an': 2}
-
id: 1042
{'hecke_orbit_code': 33554446, 'n': 43, 'trace_an': 8}
-
id: 1043
{'hecke_orbit_code': 33554446, 'n': 44, 'trace_an': 0}
-
id: 1044
{'hecke_orbit_code': 33554446, 'n': 45, 'trace_an': 0}
-
id: 1045
{'hecke_orbit_code': 33554446, 'n': 46, 'trace_an': 0}
-
id: 1046
{'hecke_orbit_code': 33554446, 'n': 47, 'trace_an': -12}
-
id: 1047
{'hecke_orbit_code': 33554446, 'n': 48, 'trace_an': -2}
-
id: 1048
{'hecke_orbit_code': 33554446, 'n': 49, 'trace_an': 1}
-
id: 1049
{'hecke_orbit_code': 33554446, 'n': 50, 'trace_an': 5}
-
id: 1050
{'hecke_orbit_code': 33554446, 'n': 51, 'trace_an': -12}
-
id: 1051
{'hecke_orbit_code': 33554446, 'n': 52, 'trace_an': -4}
-
id: 1052
{'hecke_orbit_code': 33554446, 'n': 53, 'trace_an': 6}
-
id: 1053
{'hecke_orbit_code': 33554446, 'n': 54, 'trace_an': -4}
-
id: 1054
{'hecke_orbit_code': 33554446, 'n': 55, 'trace_an': 0}
-
id: 1055
{'hecke_orbit_code': 33554446, 'n': 56, 'trace_an': -1}
-
id: 1056
{'hecke_orbit_code': 33554446, 'n': 57, 'trace_an': -4}
-
id: 1057
{'hecke_orbit_code': 33554446, 'n': 58, 'trace_an': 6}
-
id: 1058
{'hecke_orbit_code': 33554446, 'n': 59, 'trace_an': -6}
-
id: 1059
{'hecke_orbit_code': 33554446, 'n': 60, 'trace_an': 0}
-
id: 1060
{'hecke_orbit_code': 33554446, 'n': 61, 'trace_an': 8}
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id: 1078
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id: 1079
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id: 1080
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id: 1081
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id: 1082
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id: 1083
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id: 1084
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id: 1086
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id: 1087
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id: 1088
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id: 1093
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id: 1094
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id: 1095
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id: 1099
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id: 1100
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id: 1101
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id: 1109
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id: 1110
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id: 1111
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id: 1112
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id: 1119
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id: 1128
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id: 1173
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id: 1179
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id: 1180
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id: 1190
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id: 1200
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id: 1749
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id: 1750
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id: 1757
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id: 1778
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id: 1779
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id: 1799
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id: 1800
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id: 1801
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id: 1802
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id: 1803
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id: 1808
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id: 1809
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id: 1810
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id: 1811
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id: 1812
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id: 1813
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id: 1814
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id: 1815
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id: 1816
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id: 1819
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id: 1820
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id: 1821
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id: 1823
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id: 1824
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id: 1825
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id: 1827
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id: 1828
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id: 1829
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id: 1830
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id: 1831
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id: 1832
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id: 1833
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id: 1834
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id: 1835
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id: 1836
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id: 1837
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id: 1838
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id: 1839
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-
id: 1840
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id: 1841
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-
id: 1842
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id: 1843
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id: 1844
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-
id: 1845
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id: 1846
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-
id: 1847
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-
id: 1848
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-
id: 1849
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-
id: 1850
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-
id: 1851
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id: 1852
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id: 1853
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id: 1854
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id: 1855
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id: 1856
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id: 1857
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id: 1858
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id: 1859
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-
id: 1860
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-
id: 1861
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-
id: 1862
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-
id: 1863
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-
id: 1864
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-
id: 1865
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-
id: 1866
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-
id: 1867
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-
id: 1868
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-
id: 1869
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-
id: 1870
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-
id: 1871
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id: 1872
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id: 1873
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id: 1874
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-
id: 1875
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-
id: 1876
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-
id: 1877
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-
id: 1878
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-
id: 1879
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-
id: 1880
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-
id: 1881
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-
id: 1882
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-
id: 1883
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-
id: 1884
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-
id: 1885
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-
id: 1886
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-
id: 1887
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-
id: 1888
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-
id: 1889
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-
id: 1890
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-
id: 1891
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-
id: 1892
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-
id: 1893
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-
id: 1894
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-
id: 1895
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-
id: 1896
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-
id: 1897
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-
id: 1898
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-
id: 1899
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-
id: 1900
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-
id: 1901
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-
id: 1902
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-
id: 1903
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-
id: 1904
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-
id: 1905
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-
id: 1906
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-
id: 1907
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id: 1908
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-
id: 1909
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-
id: 1910
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id: 1911
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id: 1912
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-
id: 1913
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id: 1914
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-
id: 1915
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id: 1916
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-
id: 1917
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-
id: 1918
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-
id: 1919
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-
id: 1920
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-
id: 1921
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-
id: 1922
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-
id: 1923
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-
id: 1924
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-
id: 1925
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-
id: 1926
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-
id: 1927
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-
id: 1928
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-
id: 1929
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-
id: 1930
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-
id: 1931
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-
id: 1932
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-
id: 1933
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-
id: 1934
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-
id: 1935
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-
id: 1936
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-
id: 1937
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-
id: 1938
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-
id: 1939
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-
id: 1940
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-
id: 1941
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-
id: 1942
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id: 1943
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-
id: 1944
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-
id: 1945
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-
id: 1946
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-
id: 1947
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-
id: 1948
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-
id: 1949
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-
id: 1950
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-
id: 1951
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-
id: 1952
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-
id: 1953
{'hecke_orbit_code': 33554446, 'n': 954, 'trace_an': -6}
-
id: 1954
{'hecke_orbit_code': 33554446, 'n': 955, 'trace_an': 0}
-
id: 1955
{'hecke_orbit_code': 33554446, 'n': 956, 'trace_an': 24}
-
id: 1956
{'hecke_orbit_code': 33554446, 'n': 957, 'trace_an': 0}
-
id: 1957
{'hecke_orbit_code': 33554446, 'n': 958, 'trace_an': 36}
-
id: 1958
{'hecke_orbit_code': 33554446, 'n': 959, 'trace_an': 18}
-
id: 1959
{'hecke_orbit_code': 33554446, 'n': 960, 'trace_an': 0}
-
id: 1960
{'hecke_orbit_code': 33554446, 'n': 961, 'trace_an': -15}
-
id: 1961
{'hecke_orbit_code': 33554446, 'n': 962, 'trace_an': 8}
-
id: 1962
{'hecke_orbit_code': 33554446, 'n': 963, 'trace_an': 12}
-
id: 1963
{'hecke_orbit_code': 33554446, 'n': 964, 'trace_an': -10}
-
id: 1964
{'hecke_orbit_code': 33554446, 'n': 965, 'trace_an': 0}
-
id: 1965
{'hecke_orbit_code': 33554446, 'n': 966, 'trace_an': 0}
-
id: 1966
{'hecke_orbit_code': 33554446, 'n': 967, 'trace_an': 32}
-
id: 1967
{'hecke_orbit_code': 33554446, 'n': 968, 'trace_an': 11}
-
id: 1968
{'hecke_orbit_code': 33554446, 'n': 969, 'trace_an': -24}
-
id: 1969
{'hecke_orbit_code': 33554446, 'n': 970, 'trace_an': 0}
-
id: 1970
{'hecke_orbit_code': 33554446, 'n': 971, 'trace_an': -6}
-
id: 1971
{'hecke_orbit_code': 33554446, 'n': 972, 'trace_an': 10}
-
id: 1972
{'hecke_orbit_code': 33554446, 'n': 973, 'trace_an': 14}
-
id: 1973
{'hecke_orbit_code': 33554446, 'n': 974, 'trace_an': 16}
-
id: 1974
{'hecke_orbit_code': 33554446, 'n': 975, 'trace_an': -40}
-
id: 1975
{'hecke_orbit_code': 33554446, 'n': 976, 'trace_an': 8}
-
id: 1976
{'hecke_orbit_code': 33554446, 'n': 977, 'trace_an': -6}
-
id: 1977
{'hecke_orbit_code': 33554446, 'n': 978, 'trace_an': -32}
-
id: 1978
{'hecke_orbit_code': 33554446, 'n': 979, 'trace_an': 0}
-
id: 1979
{'hecke_orbit_code': 33554446, 'n': 980, 'trace_an': 0}
-
id: 1980
{'hecke_orbit_code': 33554446, 'n': 981, 'trace_an': 2}
-
id: 1981
{'hecke_orbit_code': 33554446, 'n': 982, 'trace_an': 12}
-
id: 1982
{'hecke_orbit_code': 33554446, 'n': 983, 'trace_an': -36}
-
id: 1983
{'hecke_orbit_code': 33554446, 'n': 984, 'trace_an': 12}
-
id: 1984
{'hecke_orbit_code': 33554446, 'n': 985, 'trace_an': 0}
-
id: 1985
{'hecke_orbit_code': 33554446, 'n': 986, 'trace_an': 36}
-
id: 1986
{'hecke_orbit_code': 33554446, 'n': 987, 'trace_an': 24}
-
id: 1987
{'hecke_orbit_code': 33554446, 'n': 988, 'trace_an': -8}
-
id: 1988
{'hecke_orbit_code': 33554446, 'n': 989, 'trace_an': 0}
-
id: 1989
{'hecke_orbit_code': 33554446, 'n': 990, 'trace_an': 0}
-
id: 1990
{'hecke_orbit_code': 33554446, 'n': 991, 'trace_an': -16}
-
id: 1991
{'hecke_orbit_code': 33554446, 'n': 992, 'trace_an': 4}
-
id: 1992
{'hecke_orbit_code': 33554446, 'n': 993, 'trace_an': -16}
-
id: 1993
{'hecke_orbit_code': 33554446, 'n': 994, 'trace_an': 0}
-
id: 1994
{'hecke_orbit_code': 33554446, 'n': 995, 'trace_an': 0}
-
id: 1995
{'hecke_orbit_code': 33554446, 'n': 996, 'trace_an': 12}
-
id: 1996
{'hecke_orbit_code': 33554446, 'n': 997, 'trace_an': 8}
-
id: 1997
{'hecke_orbit_code': 33554446, 'n': 998, 'trace_an': 4}
-
id: 1998
{'hecke_orbit_code': 33554446, 'n': 999, 'trace_an': 8}
-
id: 1999
{'hecke_orbit_code': 33554446, 'n': 1000, 'trace_an': 0}