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{'Nk2': 16536, 'analytic_conductor': 33.01015619559731, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [13, 1], [53, -1]], 'atkin_lehner_string': '--+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [4134, 1, [1379, 3499, 1327], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 8, 'field_disc': 83583990599284, 'field_disc_factorization': [[2, 2], [7, 4], [18047, 1], [482243, 1]], 'field_poly': [-8, -8, 136, -235, 96, 43, -21, -2, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-8, -8, 136, -235, 96, 43, -21, -2, 1]], [7, [-1024, 384, 1360, -766, -176, 162, -11, -7, 1]]], 'hecke_orbit': 24, 'hecke_orbit_code': 103582791463079974, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '4134.2.a.x', 'level': 4134, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 13, 53], 'level_radical': 4134, 'minimal_twist': '4134.2.a.x', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+q^{3}+q^{4}+\\beta _{1}q^{5}+q^{6}+(1+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '4134.2.a', 'trace_display': [8, 8, 2, 7], 'trace_hash': 2012819425578715593, 'trace_moments': [{'__RealLiteral__': 0, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'ALdims': [7, 6, 6, 7, 7, 6, 3, 10, 7, 6, 6, 7, 5, 8, 11, 3], 'Nk2': 16536, 'analytic_conductor': 33.01015619559731, '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': [4134, 1, [1379, 3499, 1327], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 749, 'dim': 105, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 33558566, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 3, 4, 4, 4, 4, 5, 5, 6, 6, 7, 7, 7, 8, 9, 11], 'label': '4134.2.a', 'level': 4134, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 13, 53], 'level_radical': 4134, 'mf_dim': 764, 'mf_new_dim': 105, 'num_forms': 26, 'plus_dim': 43, 'prim_orbit_index': 1, 'relative_dim': 105, 'sturm_bound': 1512, 'trace_bound': 7, 'trace_display': [1, 1, 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mf_twists_cc • Show schema
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{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 103582791463079974, 'source_is_minimal': True, 'source_label': '4134.2.a.x.1.3', 'source_level': 4134, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 103582791463079974, 'target_is_minimal': True, 'target_label': '4134.2.a.x.1.3', 'target_level': 4134, 'twist_class_label': '4134.2.a.x.1.3', 'twist_class_level': 4134, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 3508750
{'charpoly_factorization': [[[-1, 1], 8]], 'hecke_orbit_code': 103582791463079974, 'p': 2}
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id: 3508751
{'charpoly_factorization': [[[-1, 1], 8]], 'hecke_orbit_code': 103582791463079974, 'p': 3}
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id: 3508752
{'charpoly_factorization': [[[-8, -8, 136, -235, 96, 43, -21, -2, 1], 1]], 'hecke_orbit_code': 103582791463079974, 'p': 5}
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id: 3508753
{'charpoly_factorization': [[[-1024, 384, 1360, -766, -176, 162, -11, -7, 1], 1]], 'hecke_orbit_code': 103582791463079974, 'p': 7}
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id: 3508754
{'charpoly_factorization': [[[128, -672, 936, -120, -492, 249, -21, -7, 1], 1]], 'hecke_orbit_code': 103582791463079974, 'p': 11}
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id: 3508755
{'charpoly_factorization': [[[1, 1], 8]], 'hecke_orbit_code': 103582791463079974, 'p': 13}
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id: 3508756
{'charpoly_factorization': [[[9760, -26224, 23326, -6811, -568, 549, -47, -8, 1], 1]], 'hecke_orbit_code': 103582791463079974, 'p': 17}
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id: 3508757
{'charpoly_factorization': [[[1024, -8448, 2752, 4408, -3224, 724, -23, -11, 1], 1]], 'hecke_orbit_code': 103582791463079974, 'p': 19}
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id: 3508758
{'charpoly_factorization': [[[400, -1073, 353, 1090, -1180, 444, -52, -5, 1], 1]], 'hecke_orbit_code': 103582791463079974, 'p': 23}
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id: 3508759
{'charpoly_factorization': [[[-16720, -34192, 51368, -10634, -3442, 1208, -49, -13, 1], 1]], 'hecke_orbit_code': 103582791463079974, 'p': 29}
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id: 3508760
{'charpoly_factorization': [[[-419192, 174596, 38382, -22469, -252, 927, -51, -12, 1], 1]], 'hecke_orbit_code': 103582791463079974, 'p': 31}
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id: 3508761
{'charpoly_factorization': [[[347996, 236830, -33340, -27242, 2375, 978, -91, -10, 1], 1]], 'hecke_orbit_code': 103582791463079974, 'p': 37}
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id: 3508762
{'charpoly_factorization': [[[-86576, -5488, 30352, -2030, -2982, 446, 75, -19, 1], 1]], 'hecke_orbit_code': 103582791463079974, 'p': 41}
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id: 3508763
{'charpoly_factorization': [[[-400624, 189140, 40110, -29439, 1200, 1033, -93, -10, 1], 1]], 'hecke_orbit_code': 103582791463079974, 'p': 43}
-
id: 3508764
{'charpoly_factorization': [[[-11660, -32766, -23360, -1272, 2783, 298, -89, -6, 1], 1]], 'hecke_orbit_code': 103582791463079974, 'p': 47}
-
id: 3508765
{'charpoly_factorization': [[[-1, 1], 8]], 'hecke_orbit_code': 103582791463079974, 'p': 53}
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id: 3508766
{'charpoly_factorization': [[[-928, 5264, -1976, -6044, 3034, 773, -91, -11, 1], 1]], 'hecke_orbit_code': 103582791463079974, 'p': 59}
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id: 3508767
{'charpoly_factorization': [[[384784, -33328, -609024, -72428, 23647, 1320, -275, -6, 1], 1]], 'hecke_orbit_code': 103582791463079974, 'p': 61}
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id: 3508768
{'charpoly_factorization': [[[286336, 16256, -58976, -3912, 4124, 270, -111, -5, 1], 1]], 'hecke_orbit_code': 103582791463079974, 'p': 67}
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id: 3508769
{'charpoly_factorization': [[[521984, 36032, -236320, 15488, 12632, -620, -208, 6, 1], 1]], 'hecke_orbit_code': 103582791463079974, 'p': 71}
-
id: 3508770
{'charpoly_factorization': [[[64, -3720, -10604, 11634, -3763, 278, 85, -18, 1], 1]], 'hecke_orbit_code': 103582791463079974, 'p': 73}
-
id: 3508771
{'charpoly_factorization': [[[10955520, 10360512, -537168, -415276, 21054, 4849, -271, -17, 1], 1]], 'hecke_orbit_code': 103582791463079974, 'p': 79}
-
id: 3508772
{'charpoly_factorization': [[[448, -4592, 10864, -8036, 455, 986, -37, -16, 1], 1]], 'hecke_orbit_code': 103582791463079974, 'p': 83}
-
id: 3508773
{'charpoly_factorization': [[[-18280064, 23282800, -4481704, -162479, 81284, -1237, -473, 8, 1], 1]], 'hecke_orbit_code': 103582791463079974, 'p': 89}
-
id: 3508774
{'charpoly_factorization': [[[11436544, 5436928, -1207136, -380016, 51086, 3971, -425, -11, 1], 1]], 'hecke_orbit_code': 103582791463079974, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 24, 'label': '4134.2.a.x', 'level': 4134, 'portrait': 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KcB8x3JYOQTeAJhNGsnNWsmUhY6IZ2BYJj4LPYFGyY088ua4+cUNT9gwzRsWRuxfmbIupkRG2ZGbFlv2LZBcflWn7pqcuR4m3ufDHh4f8Ljx2JS1eX1L1zmzbcY6mqG/ccmOXLa49T5lLNzMcdnDQfmDNdfNcuvvH2RrWsmLLgX68wt+cwtW32+3EvpjSR7j86z5+Ty5Xv2n3rR8ZNndhw/dfYrN73sTdHdt33y2YbE3+r2D5rBZ+c7pDpFCPGbdz144Jb//LsflN/3kpO3/Pu3nvAWl9YzvzzJ3FKT2cUas4sec0uC+aWUheWY+eWUM0tweF6wbs0Sv/pD89xwaYMT56Y5fb7J6TmPc/OGs3MJJ2dTzncTJqeHvODqHs/fDYGsE6qQcws1zsx5nF0Q9EeQJJpaoGnWUqYmEjRw7GxCpwfb1/s06yOMESACegPNtg0j5pc8MFaKLPVglIDBsLAcsXmdT3egEMog9Ih2zWfbxiFLfcGx0x6p9phpS1o1QehDkgj6I8nZBcmZecO5xYQwHIKfcNMVPW65UrC2XWd+sc2JcyGn5+DcXMK5hYRTC3Bo3vC8K+b4Lz+0yMbJNsfPTnNuvs7sUsDckmRuMWWhEzO/nDC3DOc6gmMdGC3N84c/N0p+5A3q23LiZ7WsXfNtDb+ohMALJp9tqFzw9g+WwX/nnR/nlbdex7/9t//h1//8o3f8X7//odsvPnB8ecehUz1585VDdm40xIlPqhVaS7SRaCQgsdetwZOGUMGp+Tr3H5RcvWuB3VuHNGrge5LAVwSBR7MuafiSfs9n39EaX3s44Nj5EZ0kZt+JEetnFnjDCxa5+uIuz9u9zNG5hLm+oBEOOXzasNxpctVFkqVhyp6jilbD46ljcMkmwzBKGaYBnhcz1YK9J0KUl+LLBM+HwUhyw+4+g77k6otTOoOUY6db7NygaDYilkaGdZN9FnsdPno7PHok5fEjQ7ZvmueayzpMTUe89qYu3/Niw64NLdJ4kiOnJjh00ufEWc3J8zEnz6ccOi84vhTznEtn+S8/1GXD5CQnzk5zbqHBnAP3wnLKUjdmuZuy1DMs9iXnBpJeb8RNV87zs999XjYDs2Nh9tjOOIpvrDd31v3azNeP7/0Iv/uHH3u2IbPq7R8kg7/rfR/nBdduVJ/6xuFfPnj0/H96+Kljaq4Ts5RIOqOYa3ee53d/eo7rLq5zbn6K+aUm88s1FpYD5pc9FruwuJyy2ElY6FomOrEo8OpDbr5yge99ccTOdU2Wem3OL9SZXQjc0mwlwmJX0xloOiNDf5gw047Ztl4DgtA3nDzvI2TI9nWKnZsMm9b1Obc44rEDLZ57iaFRX+TJg9O0mhFR5DMzpRkM4fJtQz58+ySXbU0YjQxrJiRxOqBVC3nq6JC63+TaSxMePxxxbj5g80zIzo2wbUOEUjEn5yDwDUIYtq9PmGpJuoOQXt+n0/dZ6CgWlmB+WbOwnDK3nHJ2GeaHKds29/jeW+e4ebdHzW9zZq7N3GKNuSWPhY5gcVmz1I1Z6KYsdg3zXTjTVZxfjnn+7rP895+eY/e2Gsu9Jr1+SKKb+I2LUy/c/Ounlq7/tZnGvvSaG7772YbOits/KIDv27+Peq1WP3Xq5LZv3vPE2/YdPP3fnj5wikQrhomgM5LMDQUL/Yjn7TrH//jpBZ5zUZ3zCxbki92QheWAhY7HYgeWupqlbsJSN2GhYzi3LDjdMyB6vPmFy7z2Bs1FG2tEUYPF5RpLvYDlrmKxJ+j2BcORIUoMaQpKGkIf6qFhsm1YNx3j+UMOnYl44mCITpq8+sYIz1/ioT0T7NgIX7o/4YVXhZxfHlDzFEkaMz0FSezj+Qnz8w1ecF2HL93TYudGePDACJ8Gr7pBk4gBTxxKOXKyhicD1k95TDUF9VAQBAIlINEQxYZhBN2+Yamn6fY1S33NfM8wSFO2b+nz2ucv8+ZbItAt5pcmOL9QZ37Zt8dpGZa6Kcu9hKVuymJPs9gTnO4qZjsJ1196jnf89Hmu3lFjYblNp1+nPwwYjjz6Q/Bq25D+5v/cnLnyrzdv3nR8NBoOLrnksmcbSvntHwzAz5zaz/p1a4N9+w/+yNN7Dr7zrrsfEefmunIYQX+kGYygNxJ0hoLZoWS2F3HDJef57Z9Y4LkXh8wtTTK31GKxE7LUDVjseix1BUtdQ6eXstRNWO5pFnuG813BmWXN1GSfVzyvy027E7avV7TrPp1ujdCXgCJKJFoLtIH+EBCaqdaQA6cM2kTc9mCTUb/OxZsDbr66T6yXuOvhSa69xOfA2R7Li22ef3Wfrz8Usn7asOeY4V++qcOeoyHrpyVfe1hx8+WKhX6HwyemufbSiLueGJCMGtx0RcCurUMGSY+vPqQgFRw66dFueHgC+gOJNoJUG+IEkBov0Cz3DM1WzNaNI265vM8rnpsw06xxbmGC+aU6ix17bBY7guUeLHcTlnsJy72U5b5hoSc50xXMdROev/s8v/4TszznopD55Qk6vTq9QUhv6NMfevSHim5fMogaesPWK83Wbbt+ZsfOi9+3MD8XXX3VPwyQ/4MAeJrEMon7bzj41Ocunl/iHffe97A/tyTo9DX9QUJvqOmPDP2hoTcSLA8Fc0PJ2eWEm3af57d+Yo7rLvZZ6kwwu9RiuVtjqRuw1PNY7iqW+9DtGTr9hE4vpTfQLPcNsz3BbA/idMQ1lwzYMJ3S6xte8/wROzZoklTiSUMUw52P1Th+vsbGqYQnD9VAN9i9RXHdZZqw1uehA31m55pcuaNJe3KRex73uf6SGvP9JRYX22zYYLh/j+IHXtrjgT0eW9b5zPWWWVyY5rrL+9zzZMp0fZIrL+5xfnmZ+5+epO41ed5lhku3DUH2eOyIYN10zLnZmLse8xnGCikh1YYdGyNe8fyIbk+xaUpz3SUQRQ0WlhssLIcs9Xw6fcVyT9LpQaef0umldPspnb5mqQ8LA8GpZcHycMTNl87yX39ikeddGnB+fpJlB+5u34K7N1R0B5JuX7LYSTk/P+Lq51wfjxLv537sB7/rYLvV+HwQ+PrZxtaznsnUyTJGd35o6fx9v7s8v2f6zKku7YZHkioQAilAyhQltb0rg5LgSY0SHg8cWM8vvMfnTbcs8P0vXWDnpoiz823CoE49DGiEPs26R7cuaQ18Jpoe/WFKb5CyfqQZjAzdYcjCbI2TJwxRojl1NiEMDSAIlMGTgv5AIfBJ+h7P2SHYtcmwbXOfUdrlyw8o9h6c4pXPDbnu8kU+8GVDIBrs2Nzn8XsUmycVa9p9aqpOFPuc70Kz5rFlveDRvRHXXVrnxdfO8f4vDAj8Fi+/0eCHfb5xf8SX7mvy9JE6F21qsGNjytqpiJ1rYq7akaKUxlMGMDTCkLWTIVHs0+0HPHnApzf06A8UvaGkN4De0NDr2+/eHaT0BobOwLA0gNm+4uyiptle5mdfM8s/uXnENTsbnJltW3D3A7pDn94g+53CAdzQG2iiGL5+x/1+2Frzu+s2PLjwulfc8O/ml/rvn5ls/H8X4EncQxvx40vnbv/N2eNfnh71hwR+k3pNWe2rJQKBlAIpkxKwDUoafGkIleTxg2t45ECDA6fP86ZbetxyxZDJVpuF5QbNTo32IKDX9+i6kz0YevRHHsORYRhpotgQx4YktfcoCTAapBL4nqAWCCZbgqkWbFij2bK+z5qpZb7yEHzzER+pJ3jlc32es7vL3U/HRMM2Nz9HsDwYcH6+yU2XatZM9ql7IcNEMduJUVrwnEs9Gq0RD++r8aLrJnj+NV0e3qfATPDcKwJ+7PULfP3RiK890GTP8Rrb1io2TNeZajWYaEE9BN+zF7w2sOeIIE0FcSKIEhjF2O84ShmMNMORpj/U9Eea3gA6I5jtSc53YaQHvOzaBd5wyzL/9OWaJGlzdq5Jp1+jNwjoDjwL7qGkN5T0ByK/YPqDlFFsGMWGE0fO8id/8ZXpQaz/+w+++YXecqf/non2swfyZw3g0XAeY/SPLZ/7+m/On/ziunjUw/frhL6mFqTENYF2ABdCIQUomaKUyJnLVwZfaeqeYK5f5yO3b+Ebj3R44VVLvP1lS1y1s8fMZIP5pQbdQUh/4DtgK3uPBKNYEieCJLFLva3dskGl50EtgEZdM92K2byuT0KPA6diPnpXjcMnmkyGda6/wuOmqzvcv3+Z2+5tc+MlNbZt7PPh2wVKhLRbMUu9EdqAErC23afTDdBJnTe88Dwf+VKDXedqvPbGPlE8z11PzBCnNW64Yh2vvb7DJVuX+cbDfR4/0eCxIwFbpiXTbUEjFAS+vQilACEM2oDWhjhxF6sD3jDSDCMYRNAdChZHgoUuCG/ItZct8fZXLPHCK1Jm2jWWOk2WunV6g4DewK4EGbj7Q0F/JOgPDYNBSn/oLp7IEKeglMfcwjLv/vDX12ltfvMH/skLzNlzS3++Yf2z45X/vw7wN/3sn/GDr5b89/d88odfe8PyOzY3nlhj0mWUquMpTeCn1ENFqrUDm7RSRSqkEiiZ4kmBJzW+pwk8Q+Ab6r5gcaiYX5rir+9oct+TPW6+Zom3v3yJa3ctM5PWSZKQ/rBGb+AzGHlEsSJOJEkqSbVAG4HAIIUhDDSNWkIYRAT+iFPzI77woOTgyYAjJ6dQOmTXxoDLdyqeu7uDCmd54lCLzZMNrrwINqxdZKHT5qrNkkQbvvJAyKgvmWwmvOqGIZ+/K+b42RaXXexzZmnIU4d9tq6f4pqds9z9eJd7nhKMooDdO6fZvTVk95Yuh84scPAUPLC3wYHDTRqeIPQkzdBQ80FKlwEw9mJNUogSiFKRB+idGCKdoM2Q513S4e2v6PDCq1I2TgcMR23ml+t0+yH9QWAlzlDRHyoGQ0F/KBmMbN/oYJQyGDqAR4ZhbIgSiDUIqThxfpn/+Rd3rOsND73jR187TB594E8/8JzLzyFav/SPF+DLp36fic0pgS/+6VVbHvn9Ge/xyZpXJw6bQGKBlkpSnaANYOzHE1KipEBJhacEnpfieQLfFwSeJvANNd/QCFIma4LuyGexM8Unvtnm9seGrJ/q87Zbl9m9dchw0OPKnYatGxSj2CdNFamWmAzcUuN7KcfOGY6cFSwNNJ+9u8GpuSlM5DNVU2ya8di+weOizXDlrg5azvGuzzdZWJjgxt0eV+5a5huPCUTis25K0mwk9OMAaSQYifICloeCcwuCK0yDW5/b5dsP19m0JuDGK6f50dfP8b4vdXlgX5Pe0Gd+qcXOTXUu29jnhku7fPeLupxeWOCzd4fM90OOnfE5dSrAVwIp7aqnjSHVEGtDmmimZmKuvqLPaBSze+uIt9w6Yt2EYroVEsc1zszW6A8C+iO7yg2Gyt4jy9qDkWA4wq4Eo5TBKLWSZ2Toj+zqMIwFo0QwTAR9ozh7cp4/fO/+NVva7d9/2+suimn+1l/+9K99iD/55bf/4wO4Mf8NMMJ059/6V58/8+69h55qTLVGBEoR+D5GC7QWGGPtL5xUEEIhpcnB7XvSPVogBp4g8DU131CPDY3IMFFLmaoL+pGkGzU5crLJb//lNOgEkSQ89+o+OzdEJAloozHGJnGkEEgl8PyAfccD9hys0ax5tALJmoZg7Yxk3bTHprWK7RtTLtu+RCrm+YNPtTl2fJIbL/XZvSNlkHS594mQybrPzIRhshXRqFsppLVkeahY6Bnml1OWe3VecOUSD+7ps/e4YrJd44YrJvmJN8zzR5+Ghw826Q0MS12PcwttNqxpsG5qyPaZIf/+rX3ajWUePwL7Tkh836CUQQgNGPv/BpIEdmxIufmqhDT2iZMQYxoMI5+zcwGDkV3RhpHK5dsgEgxHgmFkWXsUWS0/irSTO5rhyDCINMMRDCLBIBb0Y8FyIuinGnTMUjfhsacOTu47OfHuh478QfLUgTUfe8O/eI/5/B//+D8egP/mu97HTT96hfqtn7jjzZvaBz5w8OCh2uGTAftOSZ576Yh6qsAIWyyFyHWwECCFQSoPT4LvaqM9JWya3ZeMIk0Y2SCnHmtGsSaKDO0ERrFmlECUCIaxZJSGxGmNvQebPLYXUmOw0Lba2JcQKFvz0Qrhyo3QrsNEUzLVUsxMeqybhm0bRmxcu0RsFviDT01w6PAE112kuGiLZNeWRe54KuHc/ATP3SmZamtqwYBQhhglSFKJMIYkjVjs1Tg373Pd7jrPubTL3Q/XWD8laNRaXHep5mffPM/vf1rz1KkWSz3NUlcxu+ixZrLJVLvOVHuCdiNmbTNm+3URoZ/gewlKpUhhD6LBXlRxrDg/6xEnijhRRLFiFLvHSDKKJaNIMowko0jYADUSjCLDKLLHdTRywWRkNfcwgkHswB0JepFgKRZ0EkijEcR9dl8UsfsizROHHm3IiA/8q+9Z1P/mJzd86umf+qP0yuf+y+98gP/a//wItbiubr1071v+7OP99x87ulj79uMbMbFmruPxaz+1xJVbB86QNyBwUqG4K2XwpMLzlKshEfYk+IJRoIhiC/Q4NkRJal2RpHRPIUkNaapJNVZva3JwC4FzaMD3IfQEtVDQCCXNhmKiIZmaEKybTti+oU+rucSnvh1x1xPTLM21uXqbYvtGn0u2DknFEl95oEHT91g7pWg1hjxxCJ4+7HHVVkN/pLjmkpirdxnOnkmZXQwYDBu8+vou33p8wIFTimZdEgZtrrpI82s/PM+dTw34/J1rmO8Ytq9LWVz2mGwrJpo+rYZPs26ohZow0IReiqes1JKutdIYbMJKCxItSVJBkgjiRBIlgjiWjGLrvESxIIoNUQSjOCXKSUPnTskoMu4CMAxiy9zd2IE7NqSjETLp8ZydHf7Tjy7yT24dEUUetz/wQG3dOv3BE3tq/2y6vfHjJ/a+P926+599ZwN8lBi5PL/0fU/tP/0nX39otjZKtmLCCLyIz33LJxop3vKSLm97WZ+Jlkb17clRyvrenkzxPd8GlL5m6CuCWBL5klEgiGJhT06siBOIYmkdhKSw/ZJUk6bWXUiNc0ryVUIgJSgp8DxB4AnCQFILJc26oN0wTLY066dHrJ3qkpglPvYtyfu+NMO6Wo2rtwm2bfTZsUmzfeMin7rXsLBQY/cGxVQbWo2Yc0cl5xdDgp0wigVrJySTk3DgiGGxozk7V+OSHTVe+twuX/hmjZkWhEGAkpNctUvwk689jy/P87m7p3j6VI31nZh1kwkTTUWrrmjUJfXQIwwg9MHzjAW5AClKIMde2KmGNBUkKQ7oEKcuSIxTSwqxJnKPo1gTx1hwJw7csWDowN2JBcuxoBdr9HDIRK3L975mgbe+tMurn6fpdxvEic8LrvJZ6h2pxcPGu6VUnpLeX2F55jsT4L/1x58lTfUPP/zEkf/x6J4T7amGopsKhmmNVPkY6fOV+33ufbLGmaVF/uWb+0y2E8JRQqdvkzue8vFjje95BJ4i8D1GsSRyzG0ZR1gmcqyUJBCnkKbWSdDaBlxam6yH04HbAlwp4XS9BUgthEZN06onTLYS1k4OWDO1xLf3Rnzwtjr7jkyyY8Jn1wbYsiFgy3q4bFuHftLh/j1t6spn7ZRisgWTrRFTEwlB4CGEvbgGo4CFTsxS37DcSzi/GLBtQ4vn7z7PbQ/02XeqTSOM8VWAEBPs2qz4wZfP8bzLzvPB21rc/+Qk8z2Pde2EyUZCoyap1xShLwh9ie8LPCVRCmcf5usjxhi7ejmgJ6l2q5slhTjRJKkFdxJDlJjiHttS31FS6O1uIukkhtEgwcR9Zppdfua7F/j3P9CjWffo9BpEcUCS+sSxR5x4JMnBtjHmD9ozVwezR//qfWt3fP93HsDPzi3jKfnj/+UPPv2bTx04ORP6Ao1BCQglDFKPkZSkymcp8vkfHwnYc3CJ73pRjxdf22PDTESnW2cwCgkin8APCHyPME4tW8eKUSKJY0mU2GU3TpynneKsPxxzS7ShALdNUjrmBk/ZhEngG2qBpl5LaNUSptojNq7pcG65zzs/6/OVB6dZWGxy8VrBtnWCzesCtqwT7Nw0xAuW+MhdHodPNLl0vWSqJZlopkg54tSsIfQkUoAxgij22L6uwwOkdPqKxY7h3EKdS7fU+O5bl/n4NwKOngvxvRghfLRpEieS5+5cZPv3d/jKw30+/JVpHjraZPOUYE0zpVlLqQWC0BcEvsT3BJ7CBs5S5DUZBnuRaYN1WlIL+BzkqZV0dhWEKGP2RBTgTqCbSHoxDOKUtDdiy9oOL75uiTe+uMdrnpfiizrLSyFx4pOkHnHqkSSSNFVWLvWPzbQmt71jzY4fVGm8+B7lT33nAHx2bpla6P/ohz5512/ee/9T6wJp8JUFeCANoRbUlGGQCobSZygVy7HPR+4IufPxHtft7vL9L+/zuhs7rJkY0R/WGEQxoe8TJx4jxwRxbAOmOJUkiSROhTuIglSLQmtrQa5KTBa8YtP+LlkU+JowSKmHCa36iDWTPQbxgG88YfjoHRPc/+QkU4HPVZsNG6cl62cCNq2VbFkfcdHmRR4/OuCz31rLhPJYOyFoNwXtRsxyP+VL99ZoBQYhLLAGI4833Dzii/fZmpjlnub8oseWdS3edEuP+/d22XMgoBkmKCksyHWDYWS1/g++dJlLN57nI3d2uOfpSY4v1tnQFkzUDI1AU/M0gQ+eEihpL2TL5JCVH2kn1bQuVrjEAd0SBMSpIE5dVjQVDBJ776YwijRJFNGs93jTqxb5/pd3uO6ylA1TiuGoSbcfOLZ24E4VaSrRWmIMCJmyeP7JdcK74zenN71CR8Ol9wa1v/9k0N8rwOcXllhc7CElP/SpL9z1Ox/79NdnhstLTNQVOOZI3dIYaKhJGDmgD1TA0Pc52Qk5fV+D+57o8/GrurzlZX1edfMS0xMBURQwigOi2ALd3hVJokhSWfjoDuDaOObWRU2ZEMYFlTYb6nk2uRQGMfUwolUfkDLg6w9L/vL2SZ48MoGIQ3ZMGTZOGtZMKtZOB2xYI9m0Nmbbhg4nZrv86eebJKM6W7YIJlse7Sa0GzHCj+gMmky2DEJYhyhOJNOhItEJ3Tig209Z7ChOzda54qIWP/VdS7zjr0KOzTbxVOwuDI8kqTGMJBtmQp57cYerL+rx1LFTfPSOOrc9NMnp5TrNUNEKoOkbAs/gK/CkTecLUa2u04DR9qJLtSA1kKTC+uepIEodsFPBMIVBYkiSGB1HzNQGvPplS7ztZR1eeFXCZN0jThosdgLiOHDnxQI7duBOU2sB2/Ph0x/0We5+Y90wCn5n3ZZbks7iqb/wgya1xt8f0P9eAd7tDpicbL7x9rse+KNPfvZr7VF/memWLJZFDakpAB6njs1TaKTQTwUDFTJKfM4Pa3zu/iZ3PdXnhq91+Vff0+PybV3WTSraTY8oCogS3zJEonKGsIki2+FjDK5PMwM3SGELtjyl8byEMEjwVURnEDPbifm9T9U4cn6Kh/dMYnTATF2wbo1hzYRgpq2YmfRZPyPZMJOweW2fmclFvvKI5qGnJ7l6i2CqJWk1JO2GplmPEP6IMPTwbO2YvchTyWDkMRjGJFrQHWi6PcNCx+fsfJubLuvx/CuW+MjXatQXFJ6MLSCNR5IGRLHt8VwzWeN5u3o87+IeD7z4NMdmJR+8bZLzSw1OzocEStL0BUEmw6QNPHMiz6QK9twkRhBrSLRglMIwgUgbSBNIYqQasWlqwNU7evyr7+5y/eUp7bpHkjRZ7gVEDthWlqxCPFrmbo6VSAG6N2Cp942ZOA3+aPP25y3G8eCzf5+Y/HsD+BNP7WPb1g3q9//4wxc//uS+dr+3xGTLy5dAnR1MDYm2TQSBEiTaEKSGMBXUUkOkBQNPMvBrDNOA+ajObQ+1+fbTQ5rhiH/2mmW2ziRs3zTgpiu7eMK2iCEcwLXCaMcUpsTcGIQ0KGG9XEMCMuGpI5IH93p84f4WTx1vESUNWp5ibd0w3TRMNYz1wdse0xMeM5OCDdMJm9YO2Lh2kbueHPGuL6xj46TH2ja0m4p2U9BqJNTDEd/erxhGHn7TgsoYQZRIap7i2ksH3PfEpC18GqQsdXzmlkLOzU3xU689x8m5ee57dC2+BESMBpLEI4p9RpGkN/CYatWYbDd5/qV9Xnx1n+9/ySx7T2i+eH+N+/fW2X+4SSI8RiNFP1YoIRFCjAWeLidgNIk2GK3xRcpEEFEj5vnX9di5cciWNTFvf9WIeiBp1T2iqE6nZ1fUJFFWkqQqJ5zEScdUW4AnaQbuqnxMuj3Sp7/ZXlo8e/F1N32fOnv6YLph08X/cAD+9NNPs2Xz2uCeex/4kcBL/segt8Bky8fgNF5qmTuL3pNc81mg+2kGdKv96towSgXDVDD0fIapT1/X6XZTfucjU5gkZv3aIVdsGzIzkfCWlw7Yti4ijl02FOkSRzm6LXtLjZCCT9xZ5/FDTYTncex0g1PnGtTqiolQMNk0tGuadg1adcFEQ9FuKaZaHjOTsGYyYf3MkM3rOqRmiU98q82g1+SSLYZ2Q9FqSFp1TauW4PsRX7mvxqgv8dfZbtFMojTrilffMOCbj2h6I0lvkNLpeyx1Pc7ON7h8Z4u3vLDDw081OLbQQkkNxE4v+8SpYhTbxExv6LHcC2jVGzTrIy7fMuTGy4acOL/M0TNLeH7KY4c9Pn5HA6GUBff4/EGjAY0xhiRK2b4+4W0vHbCmnXLZdsP6GUgTn1HUIkl9FjteFdAugZRqW9+TOuZOUuGIR+QAz+KjNH+t6A2X8Jv6fzz91EP9yZmd79u/f2906aW7/2EA/OyZkywvzV164viJdz7x2ENyoilJUwtgnRoSLeyJSW0RkP2CFsypMnlhUOJcj1hDLTU0tCBOIdKCKJWMtCTSPrGG2V6bOx7XGFI+c78d2YDR7p5l8ZxFJmxFohASqRRJ7CG1h+9JWiHsXGto+ppGqGmE0AgFzbqkVVe0Gx4TLclUG2YmEtZOjdi0tkvKIr/3yRp3P7GOXTMw1XDs3ZC06gmNekSzMaBebxAqiZJOg7uLPo59hgPBYJTSHSl6Q013oG3LXDPg5LkJXnDFiJ996zl+9+Mex5dChNAYE6NT23AdxZLhyKc3ULQGHs1aQKNeoxE2qIUxrXrEcy+JCPyY6y9JePvL+ngqcUkgjRCmKsqdpNNaIoQk9BVg29PmFz1bt+OkoGXoElOnkiRRzl+XJFrkrG1BXoA6TYX9dy0sTlJbzXn63ofk7ivVO9eu738rjkZP/n1g8/8xwB+4+1NMTsr64SMH3nzq2CExMxW4xEtKkhTWU5qaErhLYE+L14l2VXBZIsI9T9zPJRoSg503oiWJkaTaI9ahXSFKHjeUspQCPCFcuh9qdUPNM9RUSuhD6EEtMNRDQT2QNOqSRs2zAG8KJlua6XbCzOSIddM9Nq2b511f0Hz4tvVsnVSsaWnaTUWroWg2oFFPadVjzsxrDp0JqQW2/BaySj/BMPLYuUGzYc2QzjBgMDSOxSVLXY9WvUarMcnbX3aew2fO8u7PbsaTHgZNqlMSbayjFCkGkWIwkvRrksbQox761MOU5a6NMQI/xfdSfD/Fk7ZRQkqbzhfubktXBCAcyAXL2lVZaqefnY4uJId9nmnsjK0TB+akDOYSwBMH6gzccWKrHnsDuPveR8S27ctv3rJ1x6H3/cXHBj/yQ299dgE+OSGCQe/sL0SDM78QeAM50VS2OEcJ17CrHdB1Lkks0Kvg1roAePEzRVCaWVnZBZJreiPyQKmsuQGXybOBlSc1nsTVkYOvBL5nrG/sCWqhpBZI6qGiXlO06pJWwzDRTJlsJUy3R6yZ6rNt/Tz37x/xkTs3MVULWd/StBvCgrsuadY0zVpCqzHi/n3w2N4GF681TvcWafPBSHH9ZYZLtg144MlJ+iPDYJjSG3gO5D6NWp16bZLvfdECj+0/z317NoBRaJ1aIkgMSWzyepLByKMxNNRrilqgCQOfMEgJPY3npfiexlNZltiVQggDwg5LymihCM6FO75OOzvAp1o4sAsHdpGDOgdxztaUnouCvFLyhFyUGCJXvNXp9WSkT/+yEY2g2Wr9OhA9awAfjfoyiQa/+ui9H/x3veVTQS0ISVOTd+F4sc0uJsqQpAJPOybP2bwAudaFfCkyj+SP1oExaJeJy5IVxhVMZbcyxLNUdZbQUdJlLBX4nm0UCFz2LwwUtVBRDwWNuqBVN7QbKRPNhMnWiJmJAZvWLnLfvgG/+v71HD85yUVrNJMNaNcVzbqiWYNmLaVeiwn8IctDWwXpK4OUxSez7CaJk4B2PaafaPquzro/TOn2Jct1RaMbUgtb7NgQ82s/ssyvfEBy7571GBTaaEsaaUKUaKJYMYwUg1BSHylqgSQMDGGgCD2N71u/31PGAly5Oh8nU4QwKxp0tYtjMmuvGiBm+hkHcnJ9nYE4lyDusQB45rPbizSKta15GWniFA4dORUEYevn/sO/ea3/T3v9/9xqNv7O6fy/M8Cj0TLGRL9+8vAd/2Zp4WjN9ySB09wAQtokg1IiL+5JMoBrjc5AnqfSjTtAJu8W17pwXrR7vwB2cQdK/JOl4At5ktWaKGXtMs+1ovmeJAzsAKBaaEcy1ENDs6ZpNVLajZiJVsR0e8CmtUvct7fPr7xvDfuOT7N92josrbqk2ZCWveuGRi2lUYuJ04gPfa2FVApf2gxuzuDG6dTU5wdfuchXH4roRqFrrE7pDRTdnmI59KgFIaHf5rKtCf/tx+b5pfcJ7nlyPdpIUm3T6nFiC81GkWZUs+WuYSio+YIwsJnNwDN5xtZTGul6W6UwtlEiA3iR8nQgd06LLsBuz0sBcJ0FjJmfnpLHWfnrlCLu0jZLaj+7LQ+I8poXgxSKvfuP1T7xuTv/7dve/HIxv9j5xZmp9v+7AO8u7gdjnr947r66EkN837fADcAg82yhp6zGSlSmyZwOT00O7DQtWq1sQVT2vFQ74eYOVsC9yufKAJ7VYGSZPKWE7QTyRF5X7vvS1m8EglpoZ540wpRm3YK73YyYbA9YO7nM/Xv7/Op7p3nq2Bq2TAlmmiVpUvNo1mz9Sr2WUA8jfH/EqfkpfCVQUjtbrggyUxeUbZyyyZNOXGMwMgxHmsEwpTuU1PuKWuAT+DV8b4LdWxL+24/O8h//HO57ep3Tv5o4NcRJ6phcMwo1tUgyDFQuwXwffM9KNFunYvAkTqaAcI9ljGc4N7lsKVUmVh4psXlxESRpsQJnsrNcEpAktg4mTorWuii1cVdvOOKLX3ugfuklO54v/x/sOPF3AvjSqb+mXltqHHr6KwHpHKHvobVG+8J14mAdCyGIE4OSIk//Fml0p6kd0DOvPHUFURlrV0FtnhHcUKSksypBKUUuTZS09eSFPIGaD2GgqdcM9dDq50Y9pt2ImGwOWDO1zEMHhvzSe6Z44thaNk0q1jY1E3VBqyZp1BSNuqBesxeHTfVH3LdH0BsG1BTuIrMaPGtCSLUgTjyaNcVNV3a5/6k2/bhoB+sPFN1QEQaKwA+cfp7k8q2a3/qJ8/z8n8E9e9YRa0mstWuWLoAyCiRhoC17u9oU313c9o6TKYWMky7LuxrIXf+EkysUFvAY0HNJmWWtSyt0WpKotsjLznq0LI5r/ra6PNGSU+eW+d13fS5469te3/itd32p/ws/+dr/8wA30ePgb59cPvlXf+qrpRd5KsbzJIHWecAHZZAJVAoqBS8t2YNu6dKeyNk61caljk2ur40pmDxLSuTdKpROhrAFRUK6v5v97RzglsV9zzJZ4GM7gQJXYBWm1J28aNVHTLQGTLU6PHpwxC+9Z4rHjq5jw6TH2oZmog7NmqBZVzTqikbO3im1MKHVGHLXYwFLyzWmpoo0eQaWbEmPU8W6GcXLntPjrge17aKJdAnkkpovqfkevhfgeXWk1Fy+1fCbP3Gen/8zwz371hFrj9hVANqyV8vkYSzz6sLAk3ieK8KSAuVlx4b882UXYSZVRFaVRpEQKoBepPmL4q0iXspXYz22UuuCyRP3ebPHctluogX9SHNmYfSiJ5469Oe/+m++65+/9PkHlm6+9pL/swCP+qcQYvbn9fCp7yM9g6cm8ZQmVRrfywAoENhlWQlB7Bg0cVrMU0XTQabhcl3nDlLG1no15i7+J8/I5dpbZhV0he7OKgY9ha3P8Ay+bxuLa4Ht4q/XEhq1mGZtRKsxZHpimYf3j/iFP1vDo4fXs27SZ10jZaJhHLgde9ck9dCyfy1MaIQRiR7RjUKEkvgZg+caPNOqrkAs9mkGQ1suENWYykA+TOkHlsHDQOJ7Hr6XbUBruGqH4R3//Bz/4U809+xdT6w9RqkgSrVjcUEt1oS+IXC9q55XtPwpt6LZ4+O68rPHUmFWeQeT8vGvxkIlOZm/NkUcVWJwXXLRrA4vgTtvTrF3g+TwyXlajx36vi/d8eSh4Sj6j/9HGbyzeBLT2Lz93IHfvTrpzZPqECGyqFzja+H6G0EgCwZNJUlqHMjFmFMiiqUuB3cRwY/XkxRWtylYu3RS8uXWdejkg4I8N2bCFSFl1YM1P3W6OaZeGzHV7jPR7HLfnoRffNcaHjm8nrUTHmvrKRM1Q8uBu16zdmIG7nqYUgsS2s2IPUcNdz7cJJASX2kXxBVIyZbvOFUk2uPW58ZcfFGPQ8frrG3g2sFsD2R/6FjYU3iej5LGJY0MV26H3/rJOf7jn2m+9dRahnGdUSqJEkPD1XCHPhbkXrZ6aSdRJFKl+QqnpCgBXJRAXlomywF9hXhKMlKbvFIxY+8c5AYXgxW1+olL8tkxFw7cTs9joB56HD05y213PHL1n/zGT2x/4eGTx3ZdtOXvH+AmPgReuKMz+43/NRosvXHYT5HSB2EZxVPa9VSWwCZtl7dMNErZD+05a1DnrWOmxNwFqLMDli2JYzkcsqVzBbiFQarMFrRg8JRjbc8QeBrf14S+JgwSakFCLYxo1EZMT/RZ7Pb55pPwW3+5gccPrmGNA/dk3dCqC5o1kXvl1nnRlr0DC/B6OCJKU4aDGjVlLzIpSks/WbbQJUUSz2p5b8TItYAVANcEQUrge/i+xFMKJf0c4Ai4Zqfgt/75Ir/zVwn37J3h9HKbYVMymRpaiZ02ELq7n0s04+xCSgAvGDz/vO5Drzbfzzi2yc+VK6gzuszi5HFV0WRhcnJLcmelYO7YeeeZe1PzBOmoz+zs4hv/8nP3pi+6+Zp/+/C+00efe9mmv1+A95aOIlXzxtHyY29Oh4+jVANMUXpqVClV4HxVKaUDmSzStBq0EhVLMDsoZdbWzwju8t/Jxj1k7G2cPHG9nG5AkOdlc1Sy8lgL7jBw4J7uMbs44Dc/1OCz965lrjfF2gnJ2poDd83q7oYLLOuhpBEax+BWe9fCCIi4/dGAxThgJqRSj40oORHGHo8o9miHHi+9rs99+yK6cchErG0Xe6QJRrZWPfAswD1lUNJHSJugwcDurZLf/VcdvnjfgF9/73pOzk0xmPSYDAStRNNIIIzt6OVA2YFGfhZoSpEHwdljOVAvX5gVuZKzeLWJYlxaFoFokdsouonKdeguq6nJKxozDEjpcfsDB1mzcf2bJycaH1ruDo7+vTJ4NOrjB/VLzh6/61/PntpLoHyUsEGl1IDKfHiX7BXGsbchdSBPtSBV1SRBYf9lkXgWSBaROuMArwRBtvxVlFwA6WqfrQ1mge0pXYyZ8FMCP6EWxIRBTKs+wPP63PVYyp9/qc0X7l5HpNusawvW1KwssRZg5pMrdxeOucvsHeN5I7799CT9yGNjw7iM4TiDZ7aaJE4UNV/x/MsHJNoCfBALhnmDrx255nuZxakcEG32UbijvmZS8H0v6dEKT/PeLw345tMznI3r9GuSdmJoesaC3HNxiDIuLjEO5I4YhHBxTDZIqGDx1QBuH0oxUhnoZemZl0tnOtxlqV2JRpYMirWrTdGQGlujboDA93jk4Sd5/S2X/Ovvf/0LHvknvf6BZvNvHgn3NwLcJHs4fvAr+OHEpt7S3hen8SLCk0hh91PQQpJm9pIo2FtpC+xEGrQU9sNqWfJMs5qHIvAq6+0igVNdIC24TUmWGAdw48a7Gcfe2tV8O3ArW4sR+jFBEFPzIxqNIUHQ5y9v8/jtv1jHodlp/LDGhpZgOkxph4ZmCE3XYV8Pbbaz5hJCtn4ldSuBlSdznZReFNh5L9LkAWb2NTKrTZssZS2JEp+6P2TD5IClfotBLNy4NRsr+H7qbD7l7E47KyY7BllKfaKheOMLe1x/xSy/9cEhH/7KWhaSJv3Qp+lL2p6twQk9CBR5M4SXJX3cyidzqVIkgPLzO46Pki7PJGUmL3KHJVuh84x08Zg1WNjnFuiJtkyeuhp1Y0Apxbnzy9x9/94XR1GyaX6hc+C+x4/w/Gt2/j8D+CjSbNp1447h8qPvihfuxmuNEG4egTECLTRS2lRtNvZMSlt7Ih3IC+Y2YwXvIu+4ybNl+YESK7xukY2VyNhblsDt0s6WwXWJuVMH8oTAs5IkDEaE/oCj5xLe/cUmn/7WDIfPTdFu+EzXYCpMaYXGpd4zcEsHbpknhWpOe4eBvXDazRGf+rbHgWN1akrYjGHmoFCgvFixrA6PE4/d2+H113f58y/P0Gt4tGM7Di2MXNygNJ4n3WxGSiD3S2izJLJtjeQXf6DP1TtP8mdfmObw2QkWkjp936OpBA0H9EAae+E4l0mVSEJW4hoqmnxVIsxNALMijhpncZupLrG4LgLLDNyJFiTGFtelbkVP04CP3vE0Vz3nkne97jU3vub8fOdvlCrPCPClriGsw1985oEtZ089vesllx7lyh11ekPfFt6kCi0lWjtgC2lBrSWptKnk1L22J1TnAM8LebSFbqG5xQU1N5T0ff5Ymp+Sj1fO2DvF9xLbueMlhOGIwBvRTSPe+bGA935xA6fmJ9GqzvSEYjowTASahmPuRp6+l65OxUkT553n4A5s9nIURxw4GdKLQqZC5+Jk+YDMlci+pynVpMQe7abHzi0RKhzSjVoMAkHdzSAJnLzynUTxMtdDqAsEr4q1E31+6o193nzrWd77xQ7v/sQMc4MmA69GzVM0PEFdGcLEWDaXVqp4GZOLIo2fAxxTdVbGQV4BejaqgjEp6hg8b190rXIO4HFeLQqREcTGShhtNGaUsHn6JJeu/eau7dN6y/ZNLzlqTFy9yP93AD4aHIN6a+3OTfJj/+E3n/KTt/pcf1mXVNeJEx8lNal2zaRCWoAb21gqUwdso/PZfwV7FwDPZEkZ3CtlSeZ5mxLATTH5Kge3Rik3bsJL8VRK4MfUgojAj1geRnz7cclf3tbmE9+aYZi2CIKAmUAwGWiagaERGhpBAe5aKAlDSeikiU0MOWfCATzwbebzyBnDNx9qEMU+YdOsCDCzW+YYZaWoUazwfY+XXd/lI1/vse9kk0HNznsZ+YYgwY7OiDRK2TmNVkbIYrgPhdRLtSTRkkbosX5ywH/43j6Xbxvx4dtaPLhngtlBk6EK8H2PmieoSwils1Eze1Uam08YZ3F3HnK5UiIjU/ocFZCvuIuifdGU2FpbQEdaEBmrx7UxrmMmgrjPG2/psHPyDv/swss/lsjl5wizNPt3ZvBhskne99gjN971rU9PnD2/xL1P+gzjLqEfIYBUa0RqJYp2QywzgCsp3biGMVCX5g9WNXeWMVtJERlz2LazDOg6L/eUUjs7MLUAV2kuRzwvZrkXc/eTgvd/uc1tD0+wsNxC1mu06opJ39AONA3f0AgM9QDH2pa566GkFihqgaAW4Cr0tAO3JvSt/lbeiP0n4dRyzSZWnL6tJk4KEFhmy6rvJFHksb4tuGTrgCeOJ/Rj345piCGIcKOis/HRWaIGxus08tS5syHj1NaHv+1lA151wyLfeKTLB77S5sE9bea7DZZlQC/wCJQgkIJQYns4pcETJi9WyyxYG9j/TfZhweblC0+XmFu7ADI1RS9obMaBrcEkoGNIIgJ/yAuuGrJ2YsBtj3xi4oorvufGnTuv+TLPMDzoGQF+7tzx8Ny89yd/+PFuEwL2HAn49h6PVzw3QhsQqYcQlsW10EijCgDrMsBlwdglsJflSAHwDNQlgIvCncnuVpbY6Vf2MUXJlCBzM2TMbDfhroc8vnR3i89+c4LznSaiVsNv+bQ9mPBtJ0/dx8kOqAfC3aUrOXW6OxCEGXtnAPcSgiChFkQYE3P7wyHHztRZMy3wpXZOhCgafUsoyMpPUycpBiOf7esFL7uuz6fvjejFPoNYUPMNQWJZfBSb0iqlcr8aISsyxd5l3qhgs6Ye9XDE214y4BXXz/OZb3X54t0N7nq8xfnlBgMRMAg8PF/hCYEvBb6U+MI4qWWQCCe5isDzgiAvAVw7AkvJ+j8tqPMGFiOc1i4DO3X32AJ8FPOiGwZcvjNGSI+bdh1u+m3xJ93FU5cDg78TwB94+AlmF/oszkeQ+pw/Jzl0RvIKf4QagRAaoT2k1hgtSU3qwCwdkN3+lTrrcJf5lzWmCFQrkruE8NwxKYFbCu2ahzXCAdzzUgIvplaLGYxS9p2Co6cVH/3aBF9+sM35xSb4Nby2T0NJWr6h5WnqvqHuQ8234K75diahLTOVpbtw/24cyHUO8sC37WmHTmueOBKC77tl3pRS9NW0YMZumZNi3RQ7zvmqnSOu2NJj76kGg5qgkQjC2DBSOGtPO/bO3JTMgiy0Su6z68y5Um76gM8w8qnXR/zwq0e84aYlvvpQj7/+eoOjp2vsPdUgWgpJQo+h5yGVXYkV7u9htbnK5CFZAG1yUjKV7ygKgGNBrA2kFPIkB7UxpZbDxIJbu0eTQJKya2PC+vUpnhdg4iEL5/egxTOX0V4Q4Evzp8VwNPjXH//ke9b88GvO8MDTmtPnNBMTQEPjJwlppBEixUjP6u4czLIkQ4Ttcke49zO2FiWttrosIWfsoiteCm1HP8iUMLSTVJM05ew8fO0Oj4Mn69x1f51Ti3UOnW5CGKIaHjVP0fQMTU9bF8E3hJ4dHB/6OBBnd+nuygEcp7kduP2U0LfsbS+siCOzsOdoA19W7cGqdh3zivMGAtfjmPhcsX3AJev6PHk4oZ/4tGLByIPAzQRUJYBLKRBSVpgcxgufRB7MZj2Uceoz8gPa9YgffOWIF17d4dRih9sfCDh8IuSrDzc4PV8jHfho6REHCqRywbLbkIAsyVY8rsbkZamS++O4KWPGibUM2KRWb5sygztzfGBYXobRSHL/MbjnCRjGe9e86bt+/F8fPXrqHTt2bF7VmrggwIcLX8CY9Ptedu2h5ltevMCpxRGPHQyIhpLb7mywbU3CxTsSQqPRcepOlhsmn80lyUFdBrckb4vKrvsxXZLNoSpYO5uWapdnP0yJU8PhE4InDiu+dn+DJ48EPH2kTmcUMopC8ANU2ydUgoaChqepl3zg0MvqNLKyWVsXHjpZEgSKIJDuAjCF9vZTm1n0rc6vBTFGR5xbkIxMaCsrpcHLEiVjGhwKkKem6HdMnR8u8Fg7HSHVkF7s0/eEdTriomDMU7qSgZSiFMVmqyQiH5+R5g3A9u/4qcrHT/RHARumIratj3nuRSMG0YB/dmSZJ48GfO2+Gk8cqXH4eEiceJhQkUoFwrpkxReT4yeQvBCxkhHK5pZnwC4DPHUHJi0KkmKNR8qunTHb1qT4NcMv/mGbR/fXODY3zfRErzkX3ft9nqfe8b/F4AudFDDvEAu/dMW29aep1yNEmPLBz/t88rYaWgt2bE+46rKIV94w4qXXxaANfpBQbxjQ7oCngjRxrI4sGltNDmFKJle+1EmXgcTVXMSR3UJQCDh6UvJXt4X0Y8WjT9c4eCJkrhcwSgPwAlA+qq0IpKCuoKEMNYUdZ6Zc4ZGyrB34wiY9yuD2JYGTJWEAYYBzTWzK3E65TVxGNKZeizi/mPK1e1osd0OmJuz2KlnJQIaDFezmVuSi9UsyGinWzCheddOQrz444Phyk4EvrUzxwE8Mfpx51s5jl6m1CynPOpH539DGK/0NC/QgVaSeIvEVceoRx761Uv2YZhDzwqsSnn/5iDe9eMj+E5LH9vgMIsWHv9bgyFkfhKQ/8Egj6co3JcYrXcVCrALwcnFR9qgRiUFo44r0NPWGxq+lCAwvvc7i68rLInZuS9EGPnFbnS9+U7HYTRkMO3z1nofFr/3MFWr/3o8ml+7+3r8dwO994OsIzNVb6/trl23pcG5Z8ct/OsGHPt+inygQcGwx4J7H63zsaylrp1OMMVx3aczbXj50Re2wdlJz7ZUxzZotwinYevUlLXNJlvuCxx73mO9I6jXJ/Xt8Pv+tGsNYMYwVZ84GaOERGx8tfPA8ROjhSUmgBDVpqDlgh8oQKmNrwD3n+XoFcwdZX2YObuV6NEXO3oGvCYKsQCvN2TsIYpSKuOMRxafvbaECz9ptFf19YQbPvPA0zRwPxXDo84abB3z22x0+fPsEvaRG0+lwP9PhcZZxNHm3kBDZlZQdW1nS+uV5JG7Eg2eZ3PcUiefhJakFukpRyg7Sn64n3HxZwk2XxRgx4i0v6TOM7Z4/n/tWyAN7AuqhYK6jeOzJgE5fOpU05otWvEQLbmOgWdNce23EmsnUFlilhre9fMC1l8YYDWunNNNTGt/58Qj4l2/pMlEz/MqfwrnFEa2Qa3Zsbr9zlPBTfysGN+Y8sLbdOf3euhwMmO1K/ut7JvmLz7cZoqyHJAQaGBk4t2w4t2Q/9P5jhs/f3rK/JzVMTKXceE1Mq571aj5DBsdFlVIKlnqKB58I6CxLpKcYacXIKMtMwsPOBfZAKqSU+FJaMEtDKDWBtEAIFASqmNFnQV6MSfY92wiQNR6XwW0Z3pXV+hmDp6V7QujFGBNxai4gGtUIJySBS3srV5VXyWJmHT0U6fUC5HYqVxT7TLUUW9dEBGLIIAkZJIK6Z4dgZjUkWUJLyXJ5q8z/lv0bWf5Bl4bga1f0Vhr/kKQub6BsgkwltgUutparJ1OkStiyRrsVQ3P5tiGRGSA9zfKy4MEnPJb6EiUzbFddsTLYBVaFNGuG518TMTGlMSlgrJz0RClITZUt8wBAEyrDD7++R5IYfu1PpzhyOFQfvC287D/+1Bvbj+zrd667rFqfsgLgZ+fmEbLzjgP7n3rJE0/2+eaT6/jYbS2G0iutt2P867y+BMNytvxIQ2cJztxhSsvVKgDPf5/Inxsh0NmWC0gLaCFtoCPtUBpPCHzhGFq6tLMDdv6oSo+e66RXuK33yMFt27rslihhIAg88hJTy+COxT1N4LKjvh8ThjEn5jQf/GoTvABfiiLAzOXJKrXVJZ84GxKausxwmlqQv/1VAz5z14Cnz7XopT6NxG5Ka6sATdGJo7KcQCnYy45pbk7IUoFXdtd5LYznKfzUgtl3QFeySJopleab8UqhXTyU4gmNMJq1Dc3rXmANB4Q7/1kWSJSKVcpklr2nJSZReTyWJrZuyeQXiCj9FwaRWufsR94wolVb5OuPRPQWH37J6dPXvkOZ5F/8jQz+3/74TqSUwT2PRDz82A5io8AzY8DOnmesXH5eBXHqXYi5S78vr+SRKx6F2zXM1khYUPvC5FLAk/a1HS6ZNdWWCok8SnNQMtYuuuoLgMtctoSByVvagkCXBuck+I69Ay9GyohjZwWznRrC8wglFXkiRfWwVY6SqVZSFoGgIkp8Ztojtm8YsPfsiEHqMUwhTAV+avATp8OTrMhMl+SvKl1NIpfA1rI1pVqQTBppvFSTKoHn2b/vuaywlSvlXIMbGJT/TV08j3QlT5H/9RXjKKqlodWqxAz4ZUtVjP+040LN97/c8KZbexw/+zR+/+OBv0q+ZwXA9z55EikEZ057yOYE0lWDPWOByMpLtPp+xSUZbxPBdea47Jh7ngHEE+A779UmHaxD4WXZttKjGgN5NiLCU7Z6rtxwbMEt7WOQAT0LPh24s+4fT+cSxfesPg2CmISYL367zrnZOv6EIsikiTRVB2XsW1PS4LpUwpAlfYYjO8H2tbf0+PbjQzpJjb7nUU80kVuhsoKoSpZRaIrOoVKeoVLspFyNEHkRnKcFiRJ4qZu66+6JVFWAK8femavlAJ5nlnNwFyUVOURz0K9EjSg9r7B7BSemJPHsd+oP7DzEph8Q9c4iVsFgBeCf/uxttNv1F3zo43def/psTJzYLSqGgrwu90JcvBqmV8t0VdaAvKa7SBpIKFLEoihYUu49z80YKTp2MrCTj0IoAzufg6Kw/YirATwLODPd7WWyxDi9Xa0lD/yYwI84u6x5+GAdvADPyZMsPZ8zOCtVnT1BRRN1waoy98Tj2Oe6i0fMTA5YXmzQTxQNBX5iv4tKjb3HZYC75Fv+h2Re25OXRWjj2FyglSbVAl8LUiVJlWXyRElnReqS1td5UCtlibmlyYGdAzxj8rw4q/S4CngyYJpV4T/2w7kFKki0Iop8On2PWExeP7XxFS94+vHX3X3FNS9bHeAL3Zh+xOsGkbm2P0wIpE/DASopj0gbu+pk9SNUTmYW8uRKu8RoGaCFAEUVGNKBunieOQfkHrNyn83LW9QKYOfP8+6VAthZ861lb6e5PXK9nVmClrELcPt5dWKMIOYL3wr59pMtZOgRSGHnb+cVhEW5aXGhj2czVxuNZie0DoY+N1054PUv7PLuL7SI0pBeKqmlhlFSuqhFSaZI6Vi8/KcuxOSgPVkMXHLgTpVEKW0ZXUo3WkI7MtGlEomsZEIXdeNS5yXTBYOTgz0Ps8pcLaogvrCcgULSlPIHRoKJ8P342kAtv86I+O7yf5EDPBkeQYWtV/31Z7/yA0+fOEc/UXZQjLSfIRvlkP3Zclo2Z6kSwKtq3fnbJcmdATz7b6UwOdgzQGdlsWVQl+uVlSJncy/roM/YuwR2z3XDZPtsZuC24xTGmNv1bAauvc33soaDpHSPiYj569vbpCZE5dnLcoBZ9DVmzkY1UhGlrhd7wnQ2ajhVpKmHwOdtL+3zoS+OWNIxg7TGIBX4CTmLS2mQichlg7ULx7WoLFmTpcInLUg91yOpHMg9g9ICL7WMrlLbcmhBLZHZyDdZyJJMplSZnILNS2W2OdBLz3FAr4B7lVFyOeRLhXsArUZCJzrI4bOX/MD67W+687H9p776nEs3VwG+/7hmsp1c/MCeeNfBU33aYR1jig+7qgFSfl4G9TjAS1+unLYuwF3UNAhR1pXle7X8NGPsbOZgNiYu0+LZaITKsBsHbLuRrCjNR7HM7ftZY7JxzF0EmF6JvUM/4uGDkgOnaxjlo6QkkBpvbNWRpeVq3EWhosGLBogs6ZOmdqeEXZtirriox73768QqYJAIahL81OAlwkk314WTOB2OtGM7Kn9SlFhclKRR1iNZDGSyY0As0JUwTqZIezGl5cGdsgB3Sapk4C7LlHLBXEGAJeCXmLwMfCFWAV6WKDTZLBxBO1hgzcz8rumZ7sU67X91BYOfPrNMtxMRdWMmfYmnTCm6ZXztWBXQRd32+PurvFeuSBvTrNmynrN4uQg/A3U++4Qc3EqVmLw0ps1TsgLw8vAf221PDuw8W5kzd0rg2cSO7QqKMcR8/PYG8/N1ROhZ3720sqyoQSkzQskizDLS5Tru3JvWijj2WDMteevLujx8sM0ordFXAfXUavEsVlESB+5srdDOE88Kcy2LM6bH84kGpUbgbJim0gbPrRBKZ6uTcc3JRZNJuelktVr9DPB54JkzeFXGlMFc0etijOlX0LklhzhpoiJBOlogTYriwhzgH/7IZ/CU5PiZZdo1RVTaCbhsc5VZmPIJHANzpq8qr0uMXWHykhYveizHGDxvhC2mMckx9i5PkLUsLlFeFeCB5wYA+dnWgS7D6Rn8PBWv3fO0cveU7dx5+hh87LYWIxmgpHKWZXUmy3gG80LhU87i5YYQx+BJ6hGmHm995ZD3f7nP44frxMqnLyVBqp17JJBp+ZgZhBS5g+Eg4P5Wdd+iSpeNBi8vzjJ2vIe0JQEqNfmwzvLYZZk7OToHeBnU41JFrgLwKrDHL4ICQ/nPZf/t2OqUJB4njx/h6PHPkKWFcoCb6AT4Wxrvf//v7Tzx1fN0IjuRKWPaFYCkCk5RudpW+dlyoFV5r6q7s5NUeS1Kk6pKAMpZXI0BXFXnEKqMwV2SpwLuLH3vZ43J2s4MyVvEsp7OxN1jlB9x4JRHNwpA2fIAv6y/RfX75iAvuyglPWzGvXBdHjJvtXjTF1y2ecjjByJSHTLQAbXU1mx7ToMrYYdY2sRSBgBNYQFkTF4UwGXj17x8sKl9TzlGt8fT9tXKnMVFZZv1oubdUGkllFWQs4pUKb8uk+HK5yvZ304VKKRQvRZzerHP7Ghy5w/9wD9vPLH3x/tX797gAB4fQajzr7z1+f7Pf/Qbs8z217KuVbCSqgDOPCOAVwVyCdCr6e+Vw3tscFYdDJnJlPJQTTd2LAd40e2SsXZ5F2NfYV0VB24L4GIokF+WJ2X2Vq6vM4hY6Gr+8JMt5gc1RGhrv4PMh89jBFG9qC9wyztetBuTUdHg1lFJEo92w+NnvrvLNx5uMz8KiKTHQEoC10OZuUtF140ouRaarIzWoB24NQY55qwIx+AWxFq7IF67Y6xM7lqtBLgpVo8SyMcZvcBA9XVFsqzG6E72UAK0McXf92TKZGvA3IEex3s3/fznvrHv7uGw95mcwe+4/xEmWgFfuvM4335CIj37xQW60Hil4KkMyHE3JAf3KmBe8TyTJhXWLo0sKMsUWcwbrEqVjMXHAW5tLs9JEi8HeKa5dR5U+p7Owe27Xs6iI9+C21cxQRDx0dt9njpUB+kjpSTMSmNF9RjlfZiiOt9vBbjLwaahIlMSLd0OwT5X7erzxhd2eP+Xa2gvZCADQinypI+SglhkI5BXMrkoM3kpSCvXxGgFythVQRthwZ1ZsBrS8vwUmTk3lLS4Y3JZlSdlwFeCzsr7jq0rP1NcEPnvK+1KAdoB387duWn3ErUTj3LmtMETg0KifOzu9TQaIfc/0mO5t8SaSVNkByUrkxcy08yGC7H3OOiFLINb5F+kzHZleVJmcSVspJwz9zMCXBYAzxM9GcCNnZPtpIivCrfELw0HKjS3ZW/fs1OrFpc1n7ujxdxyCDXnnogiALuQRGG8IcCUQD5u22WWYbYnTmq355tqK77rJX0+++0h872QSHkMUunsSeHcG0E5hhEVta/zLioM6JzNi5YyL3NWlHsu3WsJqQO6ditUmgWcTvPnbC6yxpTM4bgAwKWpStWKjHE/J7PAuTTD3Bi0O+YAqQCp7WZc7Xqd19yo8OrWfv1RwLv7oQNs2TC14yNffPBnj5+aZabl0fTciK88Fb5yhvT4iSy2iq7KDfu6NA6swuaiFJAVP1OMKhDF360wd3X2d7nDxQ53pwrubGeDjLlViblXMHg2bqIYOeEpm7k8clSw/1gNTYiQXt6cW1QPVi/OwtUgPzjlWpSCyQtft7ItSNZulnpgPHZvj9i1ccj83jomDSyLp87zF9V5JiKTKvl5cYI7K6MF12hQbkYBLYsJv8XsQqfLpWVxWXJTUpGBu3gUpaFEUhfsXmZsqU2JDFcmhqQQCD22CphsPImtHzdG2rKV1LN+kW6RmDnaQftnGzOvf3Sw/JKjHjplMBhtCEX6qsHCLNONECXstKMc3BeckzEmV8qyQ4jV/73E5nIc2BkwKheUfW21twN5CdCWwXGjgMs+ePnutrRWZXCXQO72q/eVY23H3sq99rwYpWK+eG+LA3N1CAp54peC39Wk2zOJ8OoIYlFIhvLuZlkZbeRx0ZqI197U54GnG6B9ktRqcT915ymtSiULJqfH8zSTA7kxJYlSkivSPZduVZHZXVgW1yZfPfW4c6SzFSQjo+x5QYqIccBfWLbI8de6cG+UES6WyNoiQWvJcNQhnJavCuPRhjQ1Rz3bLW3LTZuBoebpVRIpVf29qha/IEtXGb080DF/z2X98nl4ovw6G2ZfZm9XXagcyHOJMgZuV02YVxiOA9srBgTlI9487UCeWHmiYuqNiHv3KT5zR5PBMICGhycFvqhKk/EAsxxor0T3Kvp7zDIs++Jx4jHR8njTrUO+/O0+9+8LME2fQRraCsu8ZkesAEsB7gLkReUejg0dUJRl81RaPZ4BPM1Z3J6LNHdUQGoq5y+XsfpCOBkHdHFhZEFmWW9n/26E+/tuMzJlhKuQFPb91KBTTZLIfLipNxjauuZRnCIElYHtlZNXkQ4FMCWrMPQqX6oC6JzJRXEwSqAuLpYxYLu/mbO3Em4OeAHu7NH3ssIrg+cVI5Q9L6uYqwLdz9na3pVzToIgIo5SvnxPg6ePN8D3EVIRCPLNpSoB+AWqCMuOSh5gIorBlaVMpgV5MXojswujyOPybQmvvqXHY0frjJKAVPoMtCJIGfssmRfOGIPbx6xM1ahxT16jlXAMCUYKjAKZXYy6yD9oSUmeOMbVoiIzc5xkpsMqsVgO7py5BQiD1CKXJ3kg61YQqQ3axT5G2fhFKTvaQogEzAhBhPfO938Rz1MsLnZo1jwCNWY7rQrw6k4AZdBKWQRVK4EvKiCoBJjjAC811GZMLtzrfOhNmbUrAC8mp+bAdkC3M/5MztRe/lg8911w6amYMIh48pjgq99u0B8E0PSRQlSsQZWf6JWrW5W+RZnAHcrF2Dy/sYRPqQArin1arYhX3zzis3cNeexwCF7ASEuGqXNUtN0uJteteaBrQUQ6XklUrCaeopAu0rJ5tqpIx+RK4kqoy7GRyVev3CjQhvG4yr5/Adman/dCzug8TjOF/Mk9+YLJUy2cbNEoGTJ7+n6W559G6xSvt3QeIQRJFNMMcUU0jC27BcuOn8DiubgAi4sLLFP2w2eOiywxdAb48ns2Yh/3wMkLrDIp5WUFV9ICOpsRvgLc7u6X6p+tPZjYu+vaSUzKF+6u880n61CzbXJBJk9ENbjMGDu/l4G+4lZi71IbWzZBIXNUUi0rQB8NfV58VZ/XvqDPU8dqJImPEYqB8PBTis+UFiwu0rKjspLJi79vUMpZhtKyuX0tkE4GpGW/31jAKikQmpxpM5lZWe3H5UolDivddUFy+UWag1s4BrcFYsVFZfIR3QJBko4Q0h5Ir1mzuzAMpSRNSidqLGmRb1RUXopZHbxlOUK+5IyxNqwAtMiYOl/yRMHiqpTRLGczc+YuwJ3t6uCNg1uZHNB+CdSZc2IdE/uoVEzgxzx6VPKx21tAANJHCGVb4jJrsJTpHb/YM1hl9YSVQmNTdVQq+09m99S27lk9qfL0vTEeb3vpgK/dM+TBQ3aSQKwV/VS4gi/3WVLH2qXUdnkNySoaUYwBHWwpknGBp9vPp2RnKuU0tizYXAir2y1LmwpzF4DPHJLqqr/CpJBVksi0fhbM2uyq+33K7vkjhS1HiFIfKX2MMXiB55af1OrvCsuWapvLAeBKBhcrQb4iwBTVfxt7r9BqJYBLUVn6Kqn6jLWFa8CtgNwyty+rmrvC2vljltgpNLhSCb6fEKcJd95f54mDdfB9kDa4DPJxZuMX/dgFXwFUVZ6Y0pO8dLZUI1KpLkwlWjlHJfUYRT5X7hry4hstiw9Sy+IjETDUdje7PDhLM7swa/cqLjJT6rYaB7gxFmjGpe6NtNpcGpuH0MblIHLQlcBePha6Wl9UOf+Ze6LFGEGQXwA5eZR/r7SBpchiIFOUChgbiSKkAmPwUm3zXKkrVcgj47LuLrsceTBQAqcsR8Clf8982DwxdGGQZxo7lydCVOOAEmsX7G2qDC6zyU+UGLwEblWAO9fdbtZfRZ4oWzV44IzgA19uMYp9aPhOnpC3pilR2iU419yZJBnTLKu5KCWgVwZVlncVNqtpcY9mKPmhV/f5wjeb7DtlL75UK/qpslWGqcjnCSIMInVMno6tJBnUSwFntrGUMjbANMJYEBm7ohopEE5OSSkQxp2nHIROvoxJ0qr+LjBUJYVS4CmL5zlOtCnZyAKda3L3WdA5yRljUL/8G7+3PsX77/v2H92ddcEUdluRSMlmUltgSapTTq0+Lu/YZV0OVyMi3GZUmcVXyTpK54bI4r2yK1JyRnJ9Xeq5zAPKSiDpmDt/LxuGb3JrMHdPvLTU0BC7x4hURrz/8w0+9NVJCENQNZTyaChDXRk3joK8wdkvtcYVmdRyIqp8zKgEqNn3y7Rk+aK1wwSyGuys+dcgjGbrhohTc5KHnghIhASh0K7p2CsDh9JFN76qjPfL5ledyJ2V8SvTjF2gZebXeTkuY/FFdYSycYNY8+nCuLxTKdge9+mz3138W/E5cN9RSUM9jLl099Ubrrj6xq97R48cnewsLb9mNIqot3yyPSWLreVKzF16nqfjs+c4PT0WYIoSo2W/o2DuqkTJr/6xFaQoYjIVeSIda2eFQPl2HKr8mDG3qQaTXrrqo1Ixvhez/7TkI99oYOevWPa22rsApxQl2ZQdg+xxLNDMX5gLgENXa0PKGwWYLKtp3Jhq5bR46vG9L+vz6Tsb7Dnpg4wwQjJKffqICvOJNMsSlh0UkzePZUHmePCpSkCV5bvIgkxr22ldeOJZOn/VANMdq5Qqw+c/A0UmlCqOckuypMttfGA3QQOLjzQeMBx0XzM/e2rSU3qEL2JqQTY7pNjXvZwir2rv1XR0ObhiBXirLouoeN8rfdPMhy/+rSjysUBXEpfBzPaYKbYMVCV5koPdMbfKJEo298MFlZ5MrPZWCalK+PzdTfYcKLS3EDIfWVFIk+KzlnU3ldfjrFntNCw3IBdzTMqD4ovOd61lyR+3UuXyi0e84QU9Dn0kJEoVCEUqFEMh8Z1MEXmgW3ruNLnJgS5yvWSMQOUxQZY1NDm4lbGyxW5hIxzgbYFWDmhZsvrK2CnJlBUGRQboFZo8y2SW33cXloRUSjxntQohMdpjuQspBq8W2pHB9cC2cXklaZIFeasBeZy9GQewqIJ8RVBaip5X1IDnBVaFv1z0OpoisJSuID+f9GRZXFXAXQSUmdZW+dwPl+CRqd0UVaX4fszhM4o//lSbofQtewuv1DWfBbel4qLSScpyAM9YJ1sK5IAcSPnyW9LihQZ3c1OURGlFqj2S1CdME376zT0+eWeDQ6c9kAmIlFgIBsJuo55/zqyMNr/kTPUDlZi8YO8C3Kp0AeY2ocyA7XxpFz/ZbW2KVV+P4aAM6sKVWwXsK8g1K7yyAW4q7Iqu3R5QxhhioRjFHn7i4WUWYOAmrRZ11YXvXXUHCgtsJaDLDko20nflBbKajy5FFfBlTzXLqhZypaRVZeGg5CB3gWW+05pj60yLFwFlsSOEp6z27kSad3+2zanzoZUnwkNIWViDJdckfw6rnrii3fhvAHoO+HLjgShZh9ngHrki4EwSjy1rR/zEG7v81gcClmM76tgYyUgraxum2TlztmHehFDIkSLyLWliDMpdBrLM5hmojcldFCNwDArGmQ7aBad61YCywIOmyuwrAb5SrmQluUrgEj3FzhFSiHyzYS8bp2Bn8hUBXsHeYuzKK3Q2qwK7YLJVT/wFQF5NKJWG2lQY3IwB3IwxeSFR8p3WZCmRMz6xSSUoae+eivHCmE98IeRdH28z0r6TJwolJIFgZVPxKmn54uIuvXkBiJsyrqhmNItS2mqlYaWUVipS6VHzEn7qLT32Hwt47+etFgdFimAoJJ4wNvGDeEYmL0Atig+YSZVMkhiDMg7UBoxwF6XT5Lml546Nrpxvs5LJWYmf3IB6RlYvxW4OE0kqSFLwpCR246I9T9q5ITW3F03G3MUvEGOaspAjUP7D4gIfYvX3VgO4cFdkDvJScHlBgJeYW2asLZ3mzjam8ooNqspVgsWjzVouLMInv9FgceTALSzA8/Fwolp8tiojrYZnUQV1Lk9KLoOt0S51v+uspUy67Rf1GLitVNHaI0k9JoKUN7+8z6fvbjDfVSBjMJJY+/RFkWTJEz+VYFMUPG5K6fo8uLSp8SLzajW6FmWpYlcaKSyba1OWFFUWt8fJVI+bqGKJMquXQV9SBWWZKyg5b0ISxQ7sjbrHsKGYaHqEocp/mHFAVxpBxRhjseIiyD7IhVh8XFPlmbCsI6QMclEF9QqgK+PAXNLfJZ3tybSUvSzY21OJe4zxGwlfuKPG/U/U0dInn16bBZelrGVxL+ompFj9ez4ziTuJUC6Zzbc1LzcHU3FXUiNRuVyxjoqnE55/VcTrb+jzwS8GoCJsKkUSCY+BW1FlaQhTdTURjq2rgWehxS1zG1msNNKxtymDW1Jh8zKLF2Wy45WD2UWXAb7s+JQwlr1XeT1GotLGCJ2+wAsF3lTbTvecnrCjiMvWlRg7GfmJGv8DY1fY+GuZLzVmVZBXGikydpRFIiW3B3Nwl7bslm5jJrk6uFXJGpTZFoNOf3syRUk7+P3QcckHvtDibDew+11LD4TVsPmODdlnZqXHXJFv5WP3DAI8b3wYyyBWmpFLetyUZUrG4qlES9vWtr6Z8sOv73H3EyGHzkkIYtAKLSQjYffaKWpmxlm8KlcwWCdFWvAXWtwed5vCz5wVV84q7YAoKaykKdjZ5BZyweSui8eRZ0Gs5Qb2AswZsWYXwqrH0330UZSysJwgPI3XqhuSkWGyVWyxrPVY18kq56oM4nHAV66ssfkn1cCynMI1q2jwbIJVaQfeCsCrEkWtCu5iQqqSqdPdFthS2SGao1Tzpx9t882H67a3rRxcimz4Z7U3VZTYfDUpVmQ0i+NVPn4XTJZQdVTKO9MVZbS6FHAqZKpJpIdKPF783IiffFuHX/3TgFEibQZKSxLhM8Am3YoVdpXKwvKqAqiMzY1wDO78cWlsNlM6SSPIbUJdnsSQnVNTPj5ZEOrWDiehyFVCBmxTwlTxOVceR5OvdFob+sOEXj+lVk/xPGWnOtVDjTaGJLXRaGUPS8aOQelYVIFeWv4uqMHNmP42xUEoB5elhtZsi+4yi8ts0KUsdLdcBdxZKl7ldSa6cE9kgh8k3P6gz6e/2WA08qHuWe3t2DvMrcFqcFnV4NUEVxnQuZu0Cn2b0knKfOgKuHUpq6fLteK2ylBqhTLZbtLWUak3Et784gG3fXPA1x5UoGJ3MiQJHv2KhMxAUwW5wQ4VKq8ySmbWoQM19hwZcNagZXfjjocplzDkToo7ZpkPX/osukSMBUuXLVez6vGrlBprW3Q1HGrixD73bIWd3T0sNRovtXUp9mBWyzkvdHsmNl+NxYuApwB5Vaa4gDMHepW5M9CvYO7seakE1gI5LR5dQkdJOyV2qWf4wt0N9p2p2QmcTntn7J3vESlKF6C7IFfT3FQA/Qz6JDtPhtxjW5HergSc1SGdWdCZaokUijRNkdIjHnlcuiHm9S/scf+egOXIpV91hEEQC8WQEmOyEuTKoje3CfMdCoVzWfJmiEx7l7ptRJb0KYqjql3ywvYTjREgJWIoE+aqx9BJiyKtb4oRdKlhGGuSFBtkZkNaAt9g0MRp4SGmunzARYV1VgA8/2CmWKKpfoFstkVZilxIqhRzN4qAsnhtVkw9zcf85mAvhrZ7ntPbzu9W0taeaFL+4ot13vWpJka4bVEceysoWYOl+vgLyZMKA5VAfgH2Lj9WZEq+9aIpZTTHymjzrKZzVqQkNQqlNXHqI5Xmp97U5+Bpn3d92iNOXH2BkGhtrUOhXbKNsm34DJq8uA4x0rjSWZEHlkbY32VEweha4BqFS25JpXNeVDEDFXIQAsYRZ/Jsa6nGRRuHV7s3VJwU2PWUtB0sYZCijd09N5GSNHU9eKUERFk3rsbg1StwbMRbvjyZUj1KqY2pzJISV1hUYvAS6HNQ57LEVLW3HGNuoQtwZ/UmQczBs5JP39mk1wusNJHZfpBFYqeYVb7K3O8S25QvZlE6QRfi8LymqfTCUL4Lyo3IdjiQY3NZZDjL9zSVSGlnGraaCW+6tc+Xv1Xn4BmXIdMCUGghGGFHdIr8AxRMbrJalPxzOHmSJXSoAtrkWrw4ryZnb5xsGbMFHUPnSqlMDjl7rzxoucOTszcFuLWV2KPYECWaONV47aZCGkGjlhAlnv3aqUYK6TJDFH7tWNC52q0C9vxKrU4tKro5VgkyRSFBxAUkSg7scYDLKrgt2ItsZSZRPJUwijW33dfkG4/UC2ni2FsKx96yHFgWQ2+qMUQ1Y0v5+d/iZkrAZuxYZ2lxo6osXnTfF6W0Uku0UOhUo4UiGXm8/NqIlz+/z4kveYy0NQkRMWhI8KxUyS/BVeRKuUzPgUpKG3iWga6FyRuUi7S81eRC4HYkcbJImLFVvQzqIrBcAaryamcKJi8DPHHsPYhA44Os4a1Zt3lJit6XWw31T5Z72lawAXb2c1aquNLSeqa1txJo5SfeVEBd9cDL7+mK9haiHFjqQqJI7aoI9ZiDUtSaqNzzTvOMpVIJMki468GA337fBKn27P4mwjG4WD0tv2KEgagy9vh3rl7xfxPKqTJ4vmIWksT6z9WOeyl1pWZcSwd2Y4cFBYHmF36ky76TPnc9oNCB04ZZ0GkUQ4dSYcj7NU1WfOU0t3G2oMockwzophgdYWvGbWYz978zwFOwer6yueOiM1CXVzsxRuBizHVyB0rnLG7cdF6IUwMypN6c+PKOHduW1He9fG2v05k7lCTqJ6M4detJppMLjVx01JhiDkipEaFaJ1J+XSqQKr2WWfBWbnKuWH5ZXXTpPVkUUVVYO5co6RiDF7LEcwkdz0s4uSD47Q9McPcjTddnGYCyLWlK2fnbNYnbuc3NVJHV+8rZ5FmzSHUYkXLtXtVZLoUTU+5SyrqXyq5RTgDj9ml2/HOicCMWZGnFNIY1Mwmhp7n/cZ+lQakE0l2a2g0Cyt0eQ55gydCVyYyCvQphc+HrtVqvXbVCS4DNi8uqRKpXu2eSWZdAXfo3u2udoV4POXdu7ocfevipfd5iJ7BXrQajY8uYGIy03SA6qzkYK+mkUqRTJatcQ40zXNkizE6CrPrK5WHq5aGOhSQZkyc5wNOV2jvb/s5lLJVKSIOUD3x2gs/c3sTUMua2vjcua5nt1lDNWpLvI7Rq+UH+f6vcxrT4ajmGzE0p9u4pPc91cNkLN7keN2X21pJUKKTWpFIhB4o3v2TI04d7vOM9PlGYVLSUQRDlQsV9yazzXhT14irT29iL0riiK1uPUgSauhSIZ/JktSFQ2bWygr3/hoWOsQth/LknoVWDemhIjcGLE3dFa2lPoNPD2S+U7hvYbo0C3NkAx8pfz5fpQqqUl24yMFO1CCuTjCqBZXW7jKzeRIoxgI/fnfaWMq3IE6lSvvFAyPu+2GSYejZjKWzGEmE3MQ2ympNSYFkMoildsDJXjiuSO9Vgc/zyX4n+TI6Ysv1VAnkmUfLCK8d8+ag3IawGz0Aubb241h6psDvE/cjretzzWMjXHrH7kJaDBaMFUREaFyCXRY2KlSimCDAFKIQFtyiALmQGakpp+mJMdqXKlFUenwnYpceMdHNyKN2yWZRSg+d5qf2vZGrTsKps+BdF77YJVZRqmIv8ZjkRVLZ2KnUpVLV3BdwUTF7eCqNg8PIOX6XNkMSYLVgJJou7lCnKS+iPBL/+5xMcPhVifNscMM7evix2eVs5b7CcrKhewAWEV7zxjCA3Y8/NihN54SrD1QJOLZyjIiQiVdYjjxQXbUr4zz+2xD0/F9AdOn1j4pxytVFEWlSZXDstjgMxwnnkTpdre4zyRE+uw6nmCciVb76KF/gokH3hqC47HmZ1Fi8RrACi2I2WMAZv7cwkQiriqMOg10FKmQetZrUl04kxU/rLxhQfbXxPlXKip2IflgGe68sM2KXXZUkiqrt8lb1uNQ5uleYJHd+LSVL4o0+0eGRvDSOzrcAzeWLZu1IxOC5PyoHl+D3jw6xwqFIdNH66ijcqQXtZr447KZX+xDFgZ5LF2IGUWQrfsrgk1R7ZRKjrdsf8zPd0+F8fnSBKs08t88+kpWKkSx88BzkYKexzgQO6KfxvJ0WMS79nQM8z1JRY3WSBZUmilK7/cSk3nit4JokihPXEa/UWU1Ntu0X5pde8Dt9vMX/uMY7t/QxSBaU6ZFM6wMUyav+QyJpASmxeOqflc1yxhi601UU5oK2CO3NOZA5ytympKEkSVbC1LDO4SlD1lK/dG/Lej7dYHvglaeIBqtDeojQ4p1QqkKfluRCwVxJ3seBfYHTy2HsVq5BSZ80Ys9sgy80MzBwWYVvHUi0RwpAKq8WFY3MtFGmiaNc0P/6WLg89FXDbvQoaOTLdLxcO5MU3MRL8bHs9Z5XaobRZbYopNLi7XGwrmzuvpqzLq9ioyNfS6woBPBO4SyDPZNtwlPKiF9zAi26+hqXlrm1Z8wJJs57Sbg6IU0WqS4PRddFlQi5ZCvky/mGofHBT+TLj21aIVYA9vmNXocXHNyIt6+4M3EVBlXTaW/oJe494/PHH2hyc911GTzlqUSDtRNpi1olZlbXL4M6923GwixKYxYUDznG8V2TKGHNnZ7HK2jbANKLQ5iI7V9IyelpicS0kWirSWLNrOuFfvLXL0bMeB04JjFe6Op2np6ViZLCz8st2YcbewhSAdjuxaVM4Q1lAbkxRTVhh7b8FwFewd9kipLAIi6I0axMu9GGoFcLz0dLH8z1ro4VBRC0cYUYNWyyTAVxSWQ4zVrdBZhGMrriZUuA1nugpg50qsDMvPGPtAuRl5i4HmGkJ8CWZImL8MOHssuDX39Pm07c3MH5RBmt7LV3WUpQqBoXN0GUsLtx5z1ceVp6oHOwZO40HTGMMPz7uoAJsqse1nEnWbjYJlbS9dGWrGbCNA5QiTe3zVBtEajdp9aTmzS8ZsDyS/PzvKs4tCQhdNJjJEmO3/B6JbEEReXBpMGhptzsxLlYx0taaG20qTop0kmT1NP3fMrhchb2zHSnK99RAagS9WDNMbF1VojVelNTwvdbZ3rDx1UhvfRUso6StUJClgMa4g2uyJTJL617IDM2vyJV7r6y2n2Lmu1vtrVdl7xzIOcBLrC1TpEzyR89LidB8/ttNvv5AA5MnckryRCiUA/c4e68s7V3FLSkBfVWCFvzNt3EKL51MSsuvzOpTZOl1OY3vmDybIWhHCttyWoGdxKqNIU0UytO88oYhb3hBnw99SRIlwhbdGOH2qrJA19jd9pC4v2HyFd1IO6rZuBFq1tMXeamswSV6KB8/4YjPXBjgono8MnBbB09UJUmZyREkScqVO2ZY05BfXdMKzyaDAbI9fQWnD33taBylfxg2NgNxafJTqSpvzIbzKpbcKjXapXqR4r8tbwdtKv9t+fdXa71X2oCZ/SfHnZIM3CohESmfvbPOO/68zck532YrZdk5kQgH7uogzVJNDCuBfKEldoUlWrnIL4D48SX4AoFlcR2U61NWFmLZqkNZGS9RjGW2YNfaVhxunUn5+R/t8MZb+/gkkKagEzCJfdQJmBRtYKRhaCDSgthAbASJFiQGknxHCkjKG8qa8r6b9t+S/HX2M/YxyZ67hE32fnZP8ufV3xWn2d22p0Vxyq4dm4ji9A8//Mk7jz7v2t12jx5fDRBSE3hDUj9BKtfZo23woo10j4Kym5IFnphq0qfsmGQnudj1a6X2Lm8DXWFu55qIEmsLUfa5NVJknTolgAcpJ2YV7/1Uk32HQmg6YJfS8Qi5KnurVRh85c5yJWurzOwUVYTjRkoOUyNWw/jYe0XBE8BqVqHOV9TCJkyF1eKyXHUoJcIotNEIlwQSRpNEmt27Yn7ku7s88GTA0fOlD+xkSrYLoXFMbiQuqC30uH0uit7MnCBE7q4IjJMq5WNYYm8nZcYJwKxCAOWLunxBAAxjQWeQstSNGQxjwG1CNbHmaoRqEvhDRPwExkR5oGKHP9oPXC64N1kCyIlJU/lw1baiZ9xhC1NIE1kFe9kWLKSKzVhKYcFddU9sK9pCR/L7H2pz5yM1qMuCucfY23PsXa43KXcSybETUn4sNxuv4Oe/hTRZRZU4sOpCb5buVIil6nBZsNuUc/5aS7Swzcq2e0a546/QQpMKg+gbXnLtiH/19g7/7c8nWOy7L5ULafJHgyLWJTtQZppb5HUoyv1blvwptPjYzg0Z2Cu5k+KwrYhNKINb5Cn6bPVIjCDRhpHxueji7bzklqtY7JR2WQubmwnqW29Ll/76txsN8fNxNEIbzw6aSe0QgVS78MpIxDiDr3LKcsYSVMFNVXsLMu2tc4AX20NrZxfqIsjMXJQxcGeFVENp+NNPtXjPx1t0Uzeqq5KOV7n2zmxB25pLRZKs6nkz9pziBBW1zeJvDfSCoSnJlVKHe5m9sn+rWLfl9raM1SkcFidNsnnaQiikMVaXC0OaaFp+zE++pcu5BckffHCCQWnn73wfWW0cyCVJZjw4sGsJHrZnU2MbJLLmZEEpwylAGJGzdhbAZ5q7fDxXT34V27xYmSKItZVNIw2DRBDWQx4/Ovfbv33D7tv2HjpdAnhjG+f3/Is+yCNKKbywS6I1cewVV1jivrUx+Zcris+rZzLPZuZAyJogqvZgWZZU9jgvA7vM3kI7ptYV7S1lgpQJxjM8fSDgr25r0EmUqxIss7esaG9vNfYW47PQn2FyVTnAzCXZ3yayrDJUBfCmeL/sttjAsgpsnbO3yEGthZ3Joo0FlHBSRQiJ0AYtpGVx57YkiaEVJnz/K/p89Z6QR/fb35EzeCYdNCA8jJAk2vrcNpgt2Fo5NtfC9hJIIfJKwpwwHHubDOwmkynjGsD93TEGz5g71jDSgm4qGKWGNNZMthWnzi4eufp7fqP/5Cf/UwFwgObGtyNkk9Hip0m7X6YeNJGi7qq93PYhCNDalW6WrjRRcE6ZvcofPFuerHwpg5tVNHiRihdl5hba6vEM3KK4K1/z+OGAn/ntKZ44kKXiy5rbgRyRa28lWCUlX0T4ZbZeUWS1gsFLByBbkv93gD7GWPnzzKly/1CAfaVMKetybSRSG4ywWU673YcNPO1xlggtEShEZLjmkph3/vwSP/kbgicOCvApHBWBvboAWw0u0Ugiba8DI20xluc+r8ImqYQ7ttk2tFl9eNaJJkvpdWHEBY9LVYPbizfRgkEqGCQaFQ+ox13ecOPl/ND3voJOd8CbxgF+dnkTjXqTz35rA9++b5ofe92QK7ZFyNi3W2A4hsrTsiVfsgzsqoNgqiCXTnOPWYQV3V2RJYX/nT/m4NaF7vZTukbyJ59q8OhTIak3xtylgqpMe5c7dfLAcrzPcgzkK/S4GP++pUX2f6MovDyTJH+vrLvzE1zKKFPV4/a/Edg9L93OY8LKSZE9xzG41hbgQrl/16hUc90VI376TT1+4X95dBMsC+QyhSzDld80kggb6Pkl9vac7s6Ang8Dokj8ZDUr5UO1GimMA7yMu9SATGOu3zXP225d4HnPTXne7klGI5X/9znAh1GdeqN+8Mz5TYc+d9cVu4aDg/zGT0Yol+4tqmXMig9VvhU7e2VLuqGiu0typcLamfddAncV5GluEUqRVsDd14L3frrJx77eYKTKjF1ibofeakp+ZVND1fcuvgsuoBSVL12d01icpFLg+UzYLtH2SgYvJklVZUp2MVh0ZOwtXNOCfW6BXTC6ZXFhpNtcNQO25VuBQaSGUKS89eV99hzzeO+nmvRix+QZu2p73iz1ZiASpFgpkiIs8RvjirDc/qaQ92ba58L1a2aypSxnL3CY8iQY+crgAc2G5ife2OMtL9pEWl9/qNWoH6z7Sf7f5lD/o9//Hzz/5pcc2ry2vk6PFm9thwtcs8tH4JNomaeNhTtrFRbL7qWhPeVWM1F2Jkqd8eX2s6IPszro3VYJFragEEVQ6Xkp3UTw559r8hvvnuDcQmBrJWW5BS3rtZTY3dGyRoZyA0OxXWJZshQ7qBXbiVe3VRTVR1EM+C9eSyp7DclsLLW7kPKmhurz3KaUxcpSPC92UFs1abYiYzj2M5ixc2dXWGMME23N866M6fQFTx3ybBLoQleqyMBvZaymGD+XRSQrJgSUVqhyAImTwnn1Yume/bFshRPu3PgCGjW4fIum1boS7V/5R+fPHX/35u3PW8ngAM16QBDUvnjD5cEbJ4L113Z6PbROCnAVf4pslED+OmO5kkVYkSjPGGBqxu1BUQkuy+AuUvIihM98vc5vvrvN2UXf1rpWpElhEQrH3nmXfFmaVFib/IKsBpdVmULp/eygr0jqPCN9Fye6zFS55s7S9UWOvKiBNqIS4GeTXnPJUkkIrdTkxhg7Ii4Hu2V0DCSRYeNkyn/68Q7zHcmHv9CCGoVUKd90mXJt7iTJ2Rx8Y+Md66xkDC6KSkNTjXkKWBVuy2q3bLVteIZGCI/vXc9kq/Hoq7c3vtjvD6o/W37xhte9gu65O+/etCZ+sNXwGY08oljmOw0U5y271kpAHfeyK7p5vH6k9P4K1raJG5nLET0GbnfBBXDwpMcHv9DkzKwDt1Qrg0q3pUfGzuVa7xWefAnk40RVBnoZuzngyz+b/fzfCO8xkK8Ae0EflaQPohoDmYIdy3PFTb7Xj6wEotkoZjM2UD97TCLJxrUJb39dn11bI4hSMKnNcpp0lXv2vrU6tMa6HMbeIw2REcTGuh+xcdnI3MsuZT8ryZzVYz2BXXEDz1DzDFGk2H+09+AfvuvLd1/7vJdWjq03frDXrt+MQNJZ6IDQK1lMFItIoUerHve4HWivOl1ZRstJHltwpUtMrvPXZYDn7klgOHTa45ffOcntD9UglJQzlGW/O9PH1jkpKgYLG7BUGFQC8gpWpzp3cOXrgnn+LrdKo8NYLUrRZFL9WU3G3OO+uGNtSm6LFjl7F5rdaXVnGaJt4IkBPTS87Hkjfu1nlvmld05w+DRWj8vy5ZelOz33XLkfsDmTFGftCfBMsdV4lvFUpnAjMyclz3yOkUUWh0iR7QNkv3eqIazV2LlzG1rrFcd1BcCveM5LkcKL9j02jx6cJfQTfC/JgZozVRnYzyBFqpovA/xK5yQDOVRliZUrTncLjfQNR897/MqfTPCx2+pEwu1GlbG2q++GQrxmSR1PFH2VdrksAp9q3Um1GKjC2s8A7Ye16gAALVhJREFU4LIn/ne9lTPWF8ro5YFoBmxwICaf122L4mw2U5TS+dnud0ZIdLafpXIgl4U/rlNFzUt52ysHpBp+6Y8mOHbeIcaRWDXYdFu0CV0A3VhvPqVQOCoDupMyAmsfKnfsbRDpZEyGm5KpkRr7OlMUSsCmTRt40xtfGSVxyv/1r/8GgLfaM4Rh6+e2btt4xWjh0Zf4soM2dhPSrBYlO/wrGZlV2bka3FS1t1zxWlOVOClCpiiRIj04NuvxC78/wSe+1rDgVuNypCpNMvZWGZhFCdQZe4zJkwqT5/i2pu04y1cSP2WwX/DFBUA99kYuPbJsYA5uUdHh5Znd1cYU4ZyTojZFjNmIQorCF3fVhsJYkCMNJjX4pHz/qwd4Cn7x9yc4Npth2qyiy03xhtEF0ThOzoCeloBuU/y2OlW6Xy2chZhti5Ij3z0kRhBpiAeGTTMttmzfdcfO7Vt/brnTXXFsx8MGarU2w7mPdNZM630x3bQfL1ELByiVVk/gGLizFrOK9q7Ukozr7iw1X5Ij0gWXMkVIy9xCWB0uPDi96PGf/miCT9zWIMqtiHFQy+L+jEmd1YbYj90rYK7O86hgtyJhCpNwReWhqHq6VOTHuK6uWoeZW5EVZle98TGnImO4vMKwGnzq8QA0/5lCjxut7AqQSrzU8NZXDPiv/3KZjdOu8tBoq7t16fmKuy496tzrT43V4SMDkbvHWtiaEkMubbRxcqR8CRlBlAo6cUqzvshUu58myt/3O+/5Ymdyov03AxzHaPuODX/mF9591eO//sE1LHR06csXLJ4x9qrgLmUjq8Fm+Z7m4M4yk3kSJ/e67YCfxBO8+zN1PvblOlEWTMqyHBmXKdaOy5I65S2uK+MfypWCOdesDBRF5fhUA84qCxsudBsn8gv/ZPED41rcvlyN1UtAz8tpS44Kpa0JtXTeuMyBbUpltsbYTKUxCm1UDvK3vWbAj/+Tvts9uAzyxL2+QDCqqyAv17lnQM/AHrsqwaQUZGbnQglr6UpgbXvEr/1wlz/+t/XHp+pLP3OhY7kqwGtr/ikPPj6Rftctl5uL1q5hYXma3qBGFCtSLfODXoB73BEZfz9dhb1LnThlMGcZSsfcUhnwBF+9u8ZHvtJgVN7MZwVrFwkdnD3luccVNd7jEuQCLM4qj2XAruaw/J1upf8uZ+bVMJ/5xpSdk3GgC9diCON2ofWrV2NxWbEUtZakxtaQG2PrysPU8H2vHvCKFwztvpsXYm+9GtDHL4Iq2JOMzV0BVeKC5OwYSAfu0DNM1/T/3d6XR8lR3Gl+EZFHXX0f6la3unW0pJaQAIMkTslcMph7vNgezxhm1otve/Ex2OB5OzC8ebaxZ2zMeoztWew1vHm2MbAy2MaADbtCBkucBiR0i9Zhnd3q7urqqsojYv+IjMzIrKpWt5AQMBPv1auqzKysqswvf/nF97vQnjGwe38ninypOHmG7X/p+kurHlYDNcaVl54Nzy39/MVnts0bHtmX5V4ZKduDZXqgQYRMLH6bco1/x3VtVOXfallcPSG6emIIEAb8ak0KX7qzHq+9bgUBVPoksho9kbKgoSaWCZWkIr6bVAd9DMSxR418S4gg6uIoRkIxqQS75soPw5UR8XR922BDybs1bydJauNSSeEBpycq0TKYfAoVAy5o6NJfNNvBtz43ihsZ8Js1aQlWpv0JddBi2mfM34+geHiwoZbVLwhcIimKQBBfHh5VqYDZhkDaEqhLMRw63FFo617680w6VfOw1jwbrW2dYsf2jXdmGucPHho2UHRMuD4DF4EUHwBcWeEwKIqoeoDx5OCY9dYpSMzKxy03MQgeeiqNm74bgNtMBk7ppcg0l1/MeldWh40CqCKPoE5PkAR6QtSumrmDyvVTwndCA6+6XufcIV0BBCfRpFNJiJwgxtE5qbTm4SPSyeXFpOiKSomLdHJRBhbMdHH7Z0Zx+fJiIFxrFCSkKwmOzv0alj7YnsvPCyHgh9w8khoFZIk/iwFpE2jMAWcumTe4fv2GO7u7O2uyvZoWHAB6Z85HqTiKw/ufB+fl0HsmnTp6cR0l50krjJiFhhSEQp2cJ6y4ZsGpL7cJ0PnQUyl85V/rsX5bYLmpNoEMQV7besfiTKCsuJi4BJs2kazmwYyvq1UimUwJ5Kr8ho7wELx6cjeJTzxDi080j2fwGSVFxLKvKqx3Ql0JQl+jCWlg3dUXSmEd1OFYNMvFVz89CiGAX69JA/AD2ZDqvxCa+AcVbg0SxFsjKBWmDFVo3Sl8grDEMyPRnEPJ07adxby5c9HUVD/hsZ3wftrSOq2cssknOjo6ClRluqselGGLkHgz1WSeZKhn0wTPJtJ5QzROTggHYYAwCH7zhxRu/p/1WL/dAiydd1d5IFJNSHDVKuut690VigkqQQ0NzArItSx1AtM1icuE4Na/s9bK8EIgsYmnQn1SH4/4NsIApZj3M9iGV7HmKo8znISG3Dx65pxCOMDiWS5u/+wo3ntOMWrwFFNNfAn85OSzgqOrPFA3eDgA9+FzgSIHSr6UBb2gtaLvc3RO7yp4nHyis2NaeaLjO6EFL40P88aW3mcJeffoq+u2ZRl1YDLZ+sM05evQrU54yLOVRo7wfaAjB1YdgVWP4lACLycl4Izg0WdSuPE79XhthyU9NDFwV5EDo2aJkfVGFDwV1TbRFZPKEgZVLXgIXgXAqLZeBG6NsyQulKkAXcdtTCYMHRtanqYCLAJLTYBYoSAgcOygqgWPwnG1B4lbdwR0RXo/gy8OmrxyLkBcgZNmufjmDaMQHHj8jyn4lCJi0Ypj6wcnnDaGF2h4DJUUSog8x4LBFwYKgspYIh/wfIFUnYWrLz9vtH/uzGcPDY5Uui+1MaEFz+Takc40HILwrpkx8yQ3ZY0jkyohkyohmy4hnSrBNsswmQODuWDMjWpwBzEjJMG3ifJSatk5EqcEnFE88ZyNL3y7Hq8NmAG4E5w7PGga4MOpXzyYSi/0WTNDXuFT914mnon2IrY8xt+rYvyoRsxA68tFlWXqvWa5FXBjF0qFdIgYXVF6eGilA7lQqSoxFSaMZSHgDrCw18W3vzCK85aWwTjXLHgN7l0Rx6Ky+D3IeokO4JcArwg4RfjlMvJljsNliqECx9IlJ7uO413T1FR/qHt6+4THckKAm5aJ8dEdaGyduaeje8729jagqf4wQPI4lC9iuFiCZRWRTpVgWWVYpgPGHFlRinog1NOoifRIqgwcEoAfmuV+fK2Nz36jAZtfNyVSQ09YAOyYFKhPKoOJZWC5Q+sNvTpVFYuNSsCGIA7BT2LArgg3OQKaJ1pdTTGphfSYZdc0b7VNzNpr24WFgxCXEWPrwguisvahCIEeaeXhe0VnXGBer4fv3jiCC88ogYUFu5UUmAB9LaBzB/BcwHUBpwTDG8f03ChmNhxGHRvGyOgYfDuDhSf1b18wb+aeVzcOwLTMCY//hBQFAAilEIX7B+ozLR99HfNWr3lhF556uQ7/7wUTnS0uPvSecfRM87BgjouMJZBNi+A3R/G78m4V5dwp+gJCQEyZA/j7tTY+9y/12LzThDCDW5RSSHRg69Zb594EFbVNQs4NxK14mD6HSN9OAD202ogDflJgjoznlIYKKoqAHdASDcSxfSbVFO14C+3HxORDNSElytKLmCWnROfj8gCGk1AIgNCQGsmOxtIjQxyBeTM83PHFUfz3bwJPrEuB+wBMNaFM3tt4/DblA/AlftIWx/w+B73TPPzVyhI6WgSefN7Gb9cxnLx4AQ6MjH/0e/f9fuCDF591xGN6RIBn6mZieHQM6Vx27xOvNT91052Dyw8NlUE48OLWMh5ZV0JncxmXnzGOmT0e3r2kjJ5WH93tvjzQXF6c4T8J+SoFtYCdhxieecnCrd+vw+YBE8LUrbIGZEVNQs4dgRua5Q6tNhCPj9GAWy23smoKmnZKdJoSA/7RDlG5g0hN0bRtRO+JDnooh090QUSphHrVg+jiiKTE4JlEdEUvC6csvV7CT4GUhokJNNhvgFLOQTyB/l4Pd/7dKG75vsDalyzsPMRkrETIscO/ELgr5evudg8zWjlWLC1jVo+Ly5eV0dksIIQJz7cxt1Pg41emkG6f+5RRf9Fe4edBjYkVlCmdo/t+vRZ1ufQ1jzz54i9+9vAfUSQWCo4D7hYApwyUPGRyHnqn+Ti138GShQ6WLXKxZL6LVJqDl+PQoZbA5t0GvnF3Dg+vSeHgMJOFIJPKSGxSWeV1kD2jUtEsIsJsD6aFx6qsHBa8DzN4wueo9Uq4PChPprdjUS1LwkweCtmuhEBm76j3eraP1tJEtTAJ98e07CEmwu+SVb3U79Kb4CKIqQdiLV+O1Kiror6Mnk2lakHGfRqy9YwfK9sRCgphvFGgfhFfOgApAJPg4GGGh/9g4xt357BllwFYCI0RBAAHsFMCS/odLF3kYulCB6f2u5jZ7iGT4+DjBsqOjWI5g8J4BvkCQ+O089A4bdn7fa94f33biknh9ogWXI0zF/eguan+WTiFVWOD+65+8vmdcHwTZc8ADAfIUox7Bl57neG1ARM/fTyNU2Z5uGx5CSvPKeOcUx2Zr+cB1Aa27jZw2105PPB4GiWfSnQS3VLr9KSWRCgvGhWFxiAXscDmVaUniHsxgcjCqys+7uSJU5iYaai17liNkH9L0ywqV8U8oHG6IrR1UWShKmQPIFoWaO1hnLhm2QUJKAqRk0twgAQpOTLmnAa5PBSCcJkZ5AlMa/Hx4cuLsG3gH7+bw7bdBmBzwAVMEJx9moOV55Rx2fISTp3phln7wgX8MRqUb2NwHAvD+TR8tgiwT19lpBc9y8sjkz6EkwZ4T08nXh/YPXDJRWfe8OxzL7PGTfuv2HVoTFpvQ1VfZEGPOTnJ+NMWii27DPxqtY0vXz+GlUsdtLVxbBswcOtdWTzwuxRKgkRXdziR1OhIBeBJHNw1uHeShqDKeyTfJzi3UmZi28UQntw+OQE9MvpFFapSsT6gHyTmNIkzfB3wIV2JbRCF2SKgMYREF4YErCZJhqCXOoTEHw/pCwRV7qegJQoNQgRkMjMvE9imwDUXlQAO3HpXDtt3MrS2cqxc5uDL/20Mc7s9ZGwOUQa4G010AVmTMmOVAZg4NNIBD20Pt3WfccPY6N6dzS3TJw1wNuktAdxxx7dw0crLRub19Sy22d7ls9o24ezFo9h5kGCsaALM0KwrAEP2LTwwRPD0CxZe3m6gvZHjzn/P4L5HUygLElXZidGSZFZ8tWcaTixlfUFR4b1UVIKElKJGJk+NhF9CCGLufSons3Ibok1kSbiehs9EC7GNko4r9qn/FrV/bX38+3VNPy4iUZAoIRn6fxCx74mFOUP36IrootbuTNUMRWgPgn1FixOJIoLAYkB/n4/mBo7DYxT/+LECrn//OPo6fZjg4GWA+yzsKSQEBWMC+4cJfvxoHdZtTMHFQsydd/6Dhw/terC7p38qkJ28BVdj9sxO2Nnu2+vNjbOZ8/oHs+lN+ONGA/sPGxBUdmyTMopsOAomr/DBUYKBfQzfvCeL1c9ZslWGoY6kdr+PheVpljxGS0h4UPUQ2OiERfQEyQkm4idPO2fRqLJtuOpIE8w3SllqaN3qhW7RY95MogVfEWiTVBJ+OF7nkAAkWiZIYNlJ1LJGKjAidACFdAWRU0gEFj5UWNS3qoAvj8A2BK65oIy2eoG2Jh+tdUI6OD1ACNlmxQ/ADci5yO4DDF/9t0709Hbhukvn/3xm38m379m9e8qHc8qhb13dM8AKvx7pmTHvI+lUdg33LXBYgJEFMbIgRgZgKYBYEpACyDKBv72qiEfuGMbXbsjj3Hc5QdUkHVE60JOApoiBnkSWjiFR1xuIWzAcAdwk9iviYhZJPFd/Gy4ltdYn1RIkCYa2AglXfOXq+DIxuW3C+BK1TSJROeomEQ+t1cs91MzaD7YLLxxB4r/IAFa/aOLm7+Rw2Q1N+NFDaYz78kRxQeFxE65no+SkUHLSKDtpcE5hpUxYVm7NjM7ZH7njh4+PdM/omQJS5ZiyBQeApu7LwYtrxlPzrnbuumcQW/cxZDJp2FRGgBU9Ap97gAtkGcffXDmOf/rEGJoaOJrqgavOL2P1SxbGSzTK8QPiFpxo72P8O269GYlcQWFyFIljU90+9d1CWx67rdaywEkOfjwnl8mhAo2it9pzZMqT5YZDix/Dm7LKGvCJYtOaLg6htUURgQ7OA0sft+JKvhQkEUgsZHmawhjBqidtbBgw4Avg5n/NwfeBv7migIwBlB2KsmvBcWz4nKLk2OhuKeD691HMW3iJUyJ0/PMfv/ioDt1RARwASGoeCOfrss0Xn9VR/1za5A4YlVU+941T5AVBX0cZVyzP4+8/kkdTjoO7BMwSWHlWGSufsvHL1WlEIWIaJEOrrWvgugXXPZWVXRlCcqM5dKbqvKl+kVTZrtoaEdtgkgd04o/Ecr71eHBogNavAKJFIeoqi/rjQvkkoqhDyVI0jTycfJLws0KopGXdmlOZUylI8L3yIiCBvPXYcxZ+/4wEL0xgOM9wyw/qUXIJrji3hK56wHFsjIxl4bgGCOFIWZnyOSf3rpm1cOY6Qo4yxh5vBOCkHQcHS39//pmXiOef3ff5TZs2p0zDwFhJIO/4OGnBGG65bggrFpdhmwSeI5NbRRmYM83DeWc4eHSdjZJrBESJVH/EVBN5BvUgqrCITPKTyclQ8Ea31kkqUhVYIaiA42rdNe9jNf4dYy2xH55QU0R8vUjuSePcYX1DEjl/CIKe8oFlDzm3QMyKJ7m4BKEIubucWAsUixT/d62N7fuMSApmDIPjFv7+Byk89vQ4bvpwGb3tBg4N55AfNyG4i2kdXYMtGfPqvp6WykziKYyjBjgAtLWk+N33rLp1YV+H25Qp3TR06KA1VgI6O8r4y/c4WL7IhBAGSo4XBmER7oMYArmsdFbEgUIqH7HJZmC9EVXgCBUFaPSEyDMZA3IVQIdficQFgeQHUBW0ZALAT3VUC66SC0hovnWQh8ZaC7uOXwxRZk90NLTW4LEAFmWxRQBeBJPWAOQ6ddEsN8KJqU534vc0jwOFAgU8GpWzDkrrlYWFx//UCGKM46/fbcNxMxgdI2hv73I6U73/K5NLO1M/kvHxhgAOAO1NxDGmdX29u3Xc2fvn4du27uR0dlcKXU3NODhoIp0qwrZLskQgERBUAB7H0n4Xp8z18PTL+k+oBmgK3USH1hvx5OGwvl/i+pA3B1H1G2ILJzPeTN5da9TSuSt+IA+3F8HhC9v6BeCWVlxNOoVGT0Q8aSLYd5gZREnIxTmhYCHdCdQXdeUzgZe3Gli30YwUM0IlwFkKhmGj0SQ4sN/C6hcMdLcLHBpjPNPcehsxO7+1fc/wGwb40ZObYFxxxVWY3XWouGxJx6qeWfPE8KgLShhG8mnkiyk4nilrqqjkVQDwgb4uD70dfqSm6NFPqKGeQLPeREsiBqAHcyVPdWwP1UCaNItHsNxv2SGOvDzK+6z9x/SwW54EuKagINwmCqcNvy+4qwzsY9i6h0mrFCpkBggxkWIULSmO5gzg+wQNORdnLDtJZFt7V23YlS9eeumVb/iQvGELDgCZ+h50zMhuadrX/KnzV6TvKgy9JH26gZlRANRvi5zLoHl57JKcW4FcfyS4NzSKQqpdCkeeJL4R7L7JIgqq8e0JP6DRluQkVF+m6AUJLTBCp4+0+EpVkb8hBnJSGYGoqlmpoUSA+O+Te1OZVqoN+ay+M/jc+XM/VTCnb2HO4WNy7N6wBQeAGT1LsW277Zy57Ky7ezrNL/Z01SNllZCyXaRsF6bpwqB+mI2vdC+i1wUAUJE8rPFuZc/D6neqGhWgVNgQBrHaJlV+bwUX19SXyYzjGn9yFEPn5tVCamN8Xf+Qtiwey1JF+1ZSoECVBAkVTktiDxBJZ/RGXTIJwoXwHIx7AnmHYrTgw0w14dAI/eLChUvvbjVc5/RFi4/JsTkmFhwA+ubMQX54n3/6sku2De1vzo/u21dnGvshSAFl4cBiAcAheZxtCszq9ZDKcpR8Q3I03eFTRTmJZesgzrfDj040KkAsJtq05jhS/MjxGVONLq/1r0TFkmpfEzqDAGnFQWLUhgsatOsOQo8gC+wLISsOUgoUxwm2Dxgou9rJET4s+KgzHICUMe6kwFqbcOEFK/KXXHD6tt179vuzZ886ZkftmAEcAEwrDYLRh9u7z/h0fW74ju/eu6p53XoCiwlcdvYoPnBBEQah8H0KK8Nx4ZkOHnycY9OfSZTBU6WAj4o5CXMtoScyJCuRipgsOJG+PCGIJ7H+qD88xfFGdlVVlUmIh/LnkthdANCiD1W2vtpSqSa6R5Po1pyAMGDgIMXv19pwiwzIyHutTTx84MIxXHpWGdwn2DHYjWzLXwxdtGLJ5/YeGHu4vTV77A4cjjHAU5kGAMBYYfDeXOt7DNqYu/2V7U+17dhzEJv2MLxniYvmOgYuBAzuAFxoUpaiJHp5CHkwTSIr9+qOnaQrvoJrkQnfvuVGtfntVD87maESICKODajEBWUUFCcPE5qDT4ZhtirxOHDogAf9fyBACQ0FfRLo4WHHDUFQ1+DjhvcXcVKvhZLbDbv50oNO6twvQzj3Lpg3+SjByY5jCnA1ctkWDA2N/viT7z+XeqODX/vhA39ou/QsjpSZwXiJgTEPtq/psCqLOpbUENU3sUgUc1IxyURkratZ6FDjPhIKjsLqxoKgSLUVmBKzqPr1ZHI7mJrwEzh1gmArJH87iZQWEgJbxnurIUEuSzCDBsFVQoQJyaE2qXRvlgKIiZGSjVVrysiaWZDs+Qdnz7zsZib8H9up5qkd/EmOYzLJrDaam+vxyKNP3D2rM/ulv17ZNbR8QR0O51sxWqhDuZyC75uy+rni21R1IZbgVjW9baK6MoioKwOUBY9Lg5Pi4YlzqV6IxHsc6XW199rvOFajArhHuFiTUmg17WUiNTFSbBQtiSabqviqrEarql/JildKCvZ5EPoqVL1wAlAL1EijPmWjOZXF6ufbsHHPSUNj5ZYvvfrS6rvt1JFTz452HDeAA8BffuBKzGgv3vPec3s+m8udmt+xuwGjhSzKrg0uKJghrYDsyGAC1AChFBYFUhRIESG7MiTkQdWdOAQ6Kh+xE5fIdolWHM3VkFw89cnfJObCNRdOKH3q1r4q54nXhqz8LqVBadIikFBUVHY9gc/lfMr3afCawfcNeCq+2yfwPQDEQMpkmJYWmN3kYvGc+fkD+b7Prt9Suue0M9475eM3lXFcKErskBGbE9bwcw7DY4L8JD+2IVWfZfBdgh17DIyUTcCwAWaBUQaLAnaQvEAQTSblviJZUKckExm12B1YnTBS3bJVbCxIDaCgKqVR/FYkN6pyDVTdba0/RCoX6ezuiBYd0V2vYt2Eji+dykjPpgy2kgdR3UVVOpsQPKhqK+A6PhpsH71dLvCagE0EMszFspN7Swvmdl7f1px5oFAoTVi051iM42rBAWD5Be+DbYz7xJz+QENj+4frm2eWTFbGUN7HY09nsHc4A9g2LMZQZwjkmECaymptJtXpSdAerwq4a53gqrY1gexq8dS1HhPud7IB3NV+z0Tvq34k6oVU+VGNaCirfxSeLkVN5DEi0bMq76ZKLPsUnsfgeQZcz4DrmXA8C8VyCi31Bi4+u4jm+jKKJQ/982eWuqZ3fHje7I4HBodL/rXXfnASB+iNjeMOcABYeu416Gze5b+087oH29qar2tumz7+6HMCj71QB1hZpE0DjaZAnSGQDTpn2UzAoiorHvHOaEAFPYlOTMWZqhykErDVHCTJ/UwIclG5zdRHZcwMUBuH1axzNZpWewKqw7j6z4l3oNCqYAkSJgZ7PoPrGXBcE2XHRLlso1hOoVzO4KJTPFx12iEsmt0x3tQ5/bobP/WuB59dP+h/9CPHH9zAm0BR1Ohb/GHk9wyKunMe+8XT95xlrNlg3VXwxhvqbIZGiyPFokmkAoqs56g1GFWefSCudetnBBpMtKCkmHs6+HxsUqkoRzU1RXdzJ93g1SgJJgH0xESwVuY+SaCzwuAnVZYEwiv2m0jhq/yj8b+iMvqT+1FtCrmgUanmYL+McrgeA4RALuPiEx/qGHluR+aTn/rbr/zi47fdjh/e8leTQMyxGW+6PHzfg1/FT58+GT2to9eNj3vf2vDyppb88BBMg4X4EiLoo8hJ+Oxr1kQd7Bg/hzppkaMnllis1UYJ091IUFuEINZpOOpmHK+JohKDo/dRXRT5uagGSrRtjbooqh4KizoqV9Q/YfFlqhaK/M0CNKiJohKqVU0UqjpEa92mk69V4wLVqEAe16gdpDqoUUFVzRkpVDsUCo9TeD6FH7RGiYaHurocps+YM5jJsC+YLeY9q341hL+44itvKt7eNAuuxgfeJ//ggYOH7zFN0/j1Y3/4+oMPPdF2cGgUJCgL5nMC1wfgSSsuD2rcuNYysrrbSLfcBMqlHAS2heu0KlLJACVt31E2zJEmp9H7I6ol1Sap2rrkf1WKTcU8JFnXRd9HwqtLEvsnVb4v+T9EzM8ZXQgCgO9TuC6D67GwmZXncxhmCzrazj+Y7Tj7Js69ewhpOnrQvIHxpgNcjfa2JowXCj/6L5cvJymLfO1nD/6ubWhoFIYpQV5ypRUXHoXHA6BXc/BogwtpVSFU3TwtGldBnmi0QtEhjZroReXDkYjEU9w0Cfhqz1Ph5LH8jvB3R3usxqXDZWG7GADV/ANQ5aOrPRAemyQnF5BtUBR3pEFLGoACvgR4yTFQcgzZfE34sFONmD575cFpPefc7HPxo1SqsvvZmzVOGMABIJPNYjRfuPuCFWd4hLJvP/Lo6qbR0SEIDuSLAiNFglGHoiyL0MKkAiaNbpfy1klikzsuFJgBEAEaAFF1iYmFjWrgrvBECoSyWJhcoN8OEO1DH9VKHE80SI1n9fvD/6r9Zxmdx2MfiD6faMNC9JbranmyZ1J0V9B/vNBm41E/JlmyDcwHo0DZsVAomhjOyyqvbW0NmN1/7uGumUtupNT/iWUd29iSqY4TCnAAqK/LwnGce89fvmRo3959c+qz/BtPP73WHCkITGtxUaAuDuy3wEwbdQaBSURQACc4YSoTBZU0Jkz3CimlDB7iwblMgjtplZOJvLEJa2JiGrf8yStm4lFNnw4NeQL51ehHtWjKqGCyWi8QNQPTAEsiyTGidVGVK1VnRc1lKfVhWy5Sdgk795vYN5QC58DeQx7m9S9zG1vYl6b3LtlmGOlfG8bEpY3fjHHCAQ4AlmXxXQNbH/7Ef73CemX9xvFiGd8bKb5CFs3J00/OGcZvn+f42ZOd8LgNasoqVqr1s+qcCxE1KwIQdssVILK8L42rHnFwR6WFg13F+XiFt0gRB/lahPEaWlhpFXxPaNVjVhoxQIeT53A7jYtrse/hfkhiP0SfeGud8dQEk4rY35N3q6gJFQkOluxnCgBl3PM4wW/XNmJBRxrnnJLhy5YtFLmmvs+0tp/0v18f2Ocs6O870bAC8Cbp4JMZM3r78KcNu51UtvXe1vYZC5ef2f8Pc3p7cXKviWXzSrCZB5MI2FTAZoDFhHQEBeoGF4AvCFxOwq65vtA65gZ8nIu4tY+58UWccoS0BBqfrrW9umqSTiQRt/gxSTApdleRDmMudW3CGLPaSesc26WInsOW5VHjXhJ0wWNM9VXiwaUaqCQ+hesxuK7Uu4Wg8LjAutfSeGFDHexUF6zc/H+Y29ezcHZvy71p4/W3DLiBtxDAAeC0Uxeif97sYoaNbj5QXPr1vjm9t1m5fn/vcA6uoMiZAllLIG0KpEzAMgQMJk+eLwhKHLJpEQfKPGgPzSXwuWbhk3EpOhDD91DL4oiPaeeJ13I3Ir7v5LbBqIyhiXdYTiZKV3hvEb9J6Nad6LQjpCPRBUNp0CmPiqDlo2wmZhg+DCYBLzjgeRSOa6AcTCKLZQvFkgXXNdHbwXDusj6/s2vmbZdfffrXn395dHNjS1+xrWPRiYZRbLwlKEpyXHLpldj0pwf8+ad86JYDB/caJWvNF+d1vWzT0ghMwsECnY8Hasu4QzDmEOQ9QFABSghMAqSokPXDhQgKvAutqI2o5NzQqEmSmyvKo78O1klOrwmUR+vO1Hh0kmboQEWY+lcpJxKNa5DYfgLga9q3stx6jXBKAMe14HgmHM9AqWzITg8EIOBwXBPT2hpx40dOKaP+8n9pqu+8hZkP4tPXv+9Ew6bWIX3rjj37DyNlmvC4/7VXNmw/66f3PUzLpeJZBw4OGYbBQAhB0SHYlweGSi58z8PguAHOTBBmIEWBDBOwKQK3v3T9G8pxQjQnCxExp07o/AkdOJqzJ+HwUetZ4NhhTC90T8AYDR09BiPSgcMAQ3fyMOnIMZjm2GHqdwVOHibC30m1Ivi1Ct8zyoPPBO8D60y1FpCyDaQH03BhGR5GiwKOY2M434LB4XqMl1hQDdtDJtvspWz7mUWnX8IbWuY847ns5lTGASGtJxoqNcdbGuD6uPenv4RpGnX5fOGH27YPfGDPn/dRzy3BNE20txUxu2c/mFXAT35bhz9uaAI30mCGgSwF0kxyd5NpAA+6PLCw84PWXYEkvJpht4ao/koIaqJ1eoh5LAEjALoENa0JcINpgA67NkzgxdQ8k4zpnkyuAT3q4qC6Tqv+piwEuAfT8GCaDlJWCc9u5Lj3tzkII4s57c3oaMgB4KjL2mhsnsbbpvXcl0pnP+Z7Xn7x6ZedaEhMarwlKUq1ce2HrsKWrTvymXTqswM752x9Zt3zi3xn7OrxkZ04bQHDqfNTaGsroM4cxguv2ihxA5wzuITAEiqWJaImutsz0iJEhcInaYgIywsr+sKFptTEJp6qp/yEYUwJuU/EKEn1R1TTW+0gJgvGdO7456LvQegQ0jVtg/kAc/C9h5qw6okuNDdZOGWGwIIeB0ve1Ye2jrpVs/pOfbWhefp3PKeUb+/oPdFwmPR42wAcAOb2zQKAQzt37fof1869pnfXwDYcPrjl6rGh9di2qwxCHDTnRkCDRqRhwFZCQgQiQFeoKVWcQEn5UDpLBVQrPj3rvJrCEnJ7PbC7hqs87tSJgB1TUBC/9ZLEhDRy5YvQsQP9e7SLRTXuFUTgwFgGVp2FGQ0u2pvqcNLixViwqH/Vgv55nxsbKww0N0870RCY8nhbAVyNnhkzkB89PLCgv//Gg032veXS7BuKI+tXeGINtuwZhk9SADUhp0WIArWSXkdU0bvVigSodf2cCyk/qR43XErJcXBrn0t+b4WzJgS13o1BQK+cSzVFpEJhSewTVNtXleMXfZe8SH1ugHoGulsL2N2axpUrT8U5y/pX53KZ78zpm/1yoegNTOvoOtGn/ajG2xLgAFBX3wQAW7kQWwnw6s6tpc7Ghu4fDK7e0JfO7WC+A3icwycUqothTJlApKIouqHoR1VUiDi4BSBbJIaURbb5Ezxqqx1p5kQTD0n1gKhEG5Ww5qLWdiWyugSqia4+oqKjIkZJYoU4VUyPcrmDo1Q24Xot+OK1S/1X9q7YWkfcj19w3tl7AWyOFe15G463LcDVoPIEbBZ87+ay61/cP7+x66f/fOH9P/jZk/V/eHlndmR4HNwygaD4pyocpOLO/SBIheo6eJXvCUJTIBBvTkG4jA1RVlwBnapyC0J76J8jqtePqLDQcW8jwrBW/eJUV6OoALmIOXLUhcgJBScAJwKCS6eOaZRAjXr4fFEh237Z6CKrcE3D9Hl7uDAG3u7ADo/Hif4Bx3IEVoqOjBYaVj+36cyS4//b79dt9p55YVvz+OHDdSbxwcBhUAFQCteTIGRUekYtJh1HSt0Im1JBWc3goIU0IlBgGAK1RFNSmFRMDEZgGgQGozAMCtMgMA35HZYBGIaAyaQ8KNUVEThbEPbA1GvBKHqi9yJSDhuDCRjMh2VyGIYPRmWVKcdlEEIqKAYDbJujqSmTr2vqH2LZUw3Ptz5KrJP/mEpnRzgHV36Gd8J45/wTbby6eRcs06B7D42m3r30M+W1L37/737zu7XXvvjKdrdQKPQbcFMjYwUcLhEMFxnqLSBnAylDwDSCNDkWyYV6xJVynEd6OMLtQ0kwALthBABX4DYDgJsS3BLogXxpBJ3iDAlqCfgooYHQ6BagZzZFUqC8MEzDh235SNtlpOwyRgsmRscyMM0cchmULDu9Mds412zrOvNe48D5/0ymP2oTo7kE4XFmzzrRp+6Yj3ckwPXxpw0DsEyD3P+rNUjZJmtuzH7Pd4rz/rxnx7lFZzv75VoXYyM2mswysimClEWlVm4EXFiLyPa5jEQUAQ+nTDpzDKVlq/dVLLhpUFgWg2UQWKYEt2WKEOT6gyVeMxqljHGOIHtGLiABwE1DWXAPlllGa5ODMaeIp17twvyeeX5vT++aupyx2ffynxLc9dtnrIDgnkjXzTnRp+i4jrc9Bz/SOGVhLxAxYO/AwZGPgdpN8A5+9dDuVZZgW/wXNnWe1lHHTz948CBGRsdgGQSmYYRtvAHJ1YWQfT+VVGioSSMBCI/UEB7wZU4ATlU1VgR9cBJpcFRPWUssYwImk9SCUPm9km4QeEEeJPEFBAMIXBBwUCMLO9OFdHb8+TWbRl7Ymz+ZXXXqZc6MrtavOKXyYTt9/IrsvBXHO96CH2n87P88CRCs8F3nPSOjhWtG8+Pzy6Uitm3dAt/3UCqV4Ps+HA8YKzKUfVnE36DSAlsGYLGAfysOHuRpKgtumQSWSZGyGFIpirQF2KaAZSoOHrfWBpNUxTI4LNOHZfowmKRHhXGGwWEKx6NgjMGybBgGQ+/MWchkbFAju8mys/fblvmYEGL19FkXnuhDfELHf3iAq7H/wBAAXFx2vDmDg4P8nn+/n7e1tszqnNZy08CuXaCEYdvuXXjypVGMFRma00BbPUXGJrAN5ZYXoJRGFCUAumlI6pNJG8imKbIpIGUJmKYEt6IkKkZbgpzDtjjStotcegx12XHkxwl2HpoJOz0HrsvR1t6F4vjg18fyQzvOXH41ra9rpISa2wA8msocn1p/b7fxnwCvMfYfOADbthv37Nm74uVX1oOAud3d/udf2mGuHByhyBoca595DsXxPNI2DdUWx3HheU4YaEUClSVtU9TnTDTXMzTmgHRKcmYSxMGYhoBtm2DMBCBBbls+6uvSmNm3GHUZF0NjDOtfTz9eb5nf9nzf7J3Vj+aWjtWu6ww3Nb11A55O5HjHc/CjHdPa2wFgGMBDACD4NoBgY3u3MW1kjHDKPWzZuAkHvRJsSwK8WCy7560449b82Njlvuu4lBGIgJubBkFd1kRLA0VDTsAyZWKBcvVblmFms7lfDWx74VZmWKasR+rBsOpR1/IupG2CnEVoW9naTwh2vGvB1Lv+/kcc/2nBj+F45PE1ICDT9uzd1+CUy4JRIssLE0lhchkDTfUU9VkO05DzXp8TEOHDsm3S1DxtBELs75179on+K++Y8f8BSFXLKuMxwxIAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMjA6NDQ6MDArMDA6MDAbvDLMAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDIwOjQ0OjAwKzAwOjAwauGKcAAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 65911753
{'hecke_orbit_code': 103582791463079974, 'n': 1, 'trace_an': 8}
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id: 65911754
{'hecke_orbit_code': 103582791463079974, 'n': 2, 'trace_an': 8}
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id: 65911755
{'hecke_orbit_code': 103582791463079974, 'n': 3, 'trace_an': 8}
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id: 65911756
{'hecke_orbit_code': 103582791463079974, 'n': 4, 'trace_an': 8}
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id: 65911757
{'hecke_orbit_code': 103582791463079974, 'n': 5, 'trace_an': 2}
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id: 65911758
{'hecke_orbit_code': 103582791463079974, 'n': 6, 'trace_an': 8}
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id: 65911759
{'hecke_orbit_code': 103582791463079974, 'n': 7, 'trace_an': 7}
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id: 65911760
{'hecke_orbit_code': 103582791463079974, 'n': 8, 'trace_an': 8}
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id: 65911761
{'hecke_orbit_code': 103582791463079974, 'n': 9, 'trace_an': 8}
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id: 65911762
{'hecke_orbit_code': 103582791463079974, 'n': 10, 'trace_an': 2}
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id: 65911763
{'hecke_orbit_code': 103582791463079974, 'n': 11, 'trace_an': 7}
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id: 65911764
{'hecke_orbit_code': 103582791463079974, 'n': 12, 'trace_an': 8}
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id: 65911765
{'hecke_orbit_code': 103582791463079974, 'n': 13, 'trace_an': -8}
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id: 65911766
{'hecke_orbit_code': 103582791463079974, 'n': 14, 'trace_an': 7}
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id: 65911767
{'hecke_orbit_code': 103582791463079974, 'n': 15, 'trace_an': 2}
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id: 65911768
{'hecke_orbit_code': 103582791463079974, 'n': 16, 'trace_an': 8}
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id: 65911769
{'hecke_orbit_code': 103582791463079974, 'n': 17, 'trace_an': 8}
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id: 65911770
{'hecke_orbit_code': 103582791463079974, 'n': 18, 'trace_an': 8}
-
id: 65911771
{'hecke_orbit_code': 103582791463079974, 'n': 19, 'trace_an': 11}
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id: 65911772
{'hecke_orbit_code': 103582791463079974, 'n': 20, 'trace_an': 2}
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id: 65911773
{'hecke_orbit_code': 103582791463079974, 'n': 21, 'trace_an': 7}
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id: 65911774
{'hecke_orbit_code': 103582791463079974, 'n': 22, 'trace_an': 7}
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id: 65911775
{'hecke_orbit_code': 103582791463079974, 'n': 23, 'trace_an': 5}
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id: 65911776
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