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{'Nk2': 8400, 'analytic_conductor': 30.976002753013823, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, -1], [7, -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': [525, 1, [176, 127, 451], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 17, 'field_disc_factorization': [[17, 1]], 'field_poly': [-4, -1, 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': [[2, [-2, 3, 1]], [11, [134, 31, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532396713443853, 'hecke_ring_generator_nbound': 2, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '525.4.a.j', 'level': 525, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 7], 'level_radical': 105, 'minimal_twist': '525.4.a.j', 'nf_label': '2.2.17.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1-\\beta )q^{2}+3q^{3}+(-3+3\\beta )q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '525.4.a', 'trace_display': [-3, 6, 0, 14], 'trace_hash': 2080234113633749508, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.911', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.460', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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mf_twists_cc • Show schema
Hide schema
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id: 46881683
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713443853, 'source_is_minimal': True, 'source_label': '525.4.a.j.1.1', 'source_level': 525, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396713443853, 'target_is_minimal': True, 'target_label': '525.4.a.j.1.1', 'target_level': 525, 'twist_class_label': '525.4.a.j.1.1', 'twist_class_level': 525, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
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id: 46881684
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713443853, 'source_is_minimal': True, 'source_label': '525.4.a.j.1.1', 'source_level': 525, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 103582791496631847, 'target_is_minimal': False, 'target_label': '1575.4.a.x.1.2', 'target_level': 1575, 'twist_class_label': '525.4.a.j.1.1', 'twist_class_level': 525, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
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id: 46881685
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713443853, 'source_is_minimal': True, 'source_label': '525.4.a.j.1.1', 'source_level': 525, 'target_conrey_index': 274, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 54043401753985549, 'target_is_minimal': False, 'target_label': '525.4.d.m.274.1', 'target_level': 525, 'twist_class_label': '525.4.a.j.1.1', 'twist_class_level': 525, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 4}
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id: 46881686
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713443853, 'source_is_minimal': True, 'source_label': '525.4.a.j.1.1', 'source_level': 525, 'target_conrey_index': 274, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 54043401753985549, 'target_is_minimal': False, 'target_label': '525.4.d.m.274.4', 'target_level': 525, 'twist_class_label': '525.4.a.j.1.1', 'twist_class_level': 525, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 4}
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id: 46881687
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713443853, 'source_is_minimal': True, 'source_label': '525.4.a.j.1.1', 'source_level': 525, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 54043195595555341, 'target_is_minimal': True, 'target_label': '525.4.a.m.1.2', 'target_level': 525, 'twist_class_label': '525.4.a.j.1.1', 'twist_class_level': 525, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 4}
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id: 46881688
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532396713443853, 'source_is_minimal': True, 'source_label': '525.4.a.j.1.1', 'source_level': 525, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 63050394850297383, 'target_is_minimal': False, 'target_label': '1575.4.a.o.1.1', 'target_level': 1575, 'twist_class_label': '525.4.a.j.1.1', 'twist_class_level': 525, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 989025
{'charpoly_factorization': [[[-2, 3, 1], 1]], 'hecke_orbit_code': 40532396713443853, 'p': 2}
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id: 989026
{'charpoly_factorization': [[[-3, 1], 2]], 'hecke_orbit_code': 40532396713443853, 'p': 3}
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id: 989027
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 40532396713443853, 'p': 5}
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id: 989028
{'charpoly_factorization': [[[-7, 1], 2]], 'hecke_orbit_code': 40532396713443853, 'p': 7}
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id: 989029
{'charpoly_factorization': [[[134, 31, 1], 1]], 'hecke_orbit_code': 40532396713443853, 'p': 11}
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id: 989030
{'charpoly_factorization': [[[-848, 39, 1], 1]], 'hecke_orbit_code': 40532396713443853, 'p': 13}
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id: 989031
{'charpoly_factorization': [[[-1538, -79, 1], 1]], 'hecke_orbit_code': 40532396713443853, 'p': 17}
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id: 989032
{'charpoly_factorization': [[[-12544, 56, 1], 1]], 'hecke_orbit_code': 40532396713443853, 'p': 19}
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id: 989033
{'charpoly_factorization': [[[13681, 254, 1], 1]], 'hecke_orbit_code': 40532396713443853, 'p': 23}
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id: 989034
{'charpoly_factorization': [[[-29027, 62, 1], 1]], 'hecke_orbit_code': 40532396713443853, 'p': 29}
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id: 989035
{'charpoly_factorization': [[[3838, 135, 1], 1]], 'hecke_orbit_code': 40532396713443853, 'p': 31}
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id: 989036
{'charpoly_factorization': [[[1658, 113, 1], 1]], 'hecke_orbit_code': 40532396713443853, 'p': 37}
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id: 989037
{'charpoly_factorization': [[[5200, -235, 1], 1]], 'hecke_orbit_code': 40532396713443853, 'p': 41}
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id: 989038
{'charpoly_factorization': [[[147307, 804, 1], 1]], 'hecke_orbit_code': 40532396713443853, 'p': 43}
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id: 989039
{'charpoly_factorization': [[[-27136, 152, 1], 1]], 'hecke_orbit_code': 40532396713443853, 'p': 47}
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id: 989040
{'charpoly_factorization': [[[-28114, 149, 1], 1]], 'hecke_orbit_code': 40532396713443853, 'p': 53}
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id: 989041
{'charpoly_factorization': [[[-137024, 441, 1], 1]], 'hecke_orbit_code': 40532396713443853, 'p': 59}
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id: 989042
{'charpoly_factorization': [[[-304316, 223, 1], 1]], 'hecke_orbit_code': 40532396713443853, 'p': 61}
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id: 989043
{'charpoly_factorization': [[[270364, 1157, 1], 1]], 'hecke_orbit_code': 40532396713443853, 'p': 67}
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id: 989044
{'charpoly_factorization': [[[-138916, -619, 1], 1]], 'hecke_orbit_code': 40532396713443853, 'p': 71}
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id: 989045
{'charpoly_factorization': [[[-14956, 268, 1], 1]], 'hecke_orbit_code': 40532396713443853, 'p': 73}
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id: 989046
{'charpoly_factorization': [[[494, 427, 1], 1]], 'hecke_orbit_code': 40532396713443853, 'p': 79}
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id: 989047
{'charpoly_factorization': [[[-422854, 1211, 1], 1]], 'hecke_orbit_code': 40532396713443853, 'p': 83}
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id: 989048
{'charpoly_factorization': [[[-1103768, -466, 1], 1]], 'hecke_orbit_code': 40532396713443853, 'p': 89}
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id: 989049
{'charpoly_factorization': [[[-2098972, 172, 1], 1]], 'hecke_orbit_code': 40532396713443853, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 10, 'label': '525.4.a.j', 'level': 525, 'portrait': 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ARBRque0en7nFiCyPgYa9m3Nabbzzi7oplpely+NWXnph6NeoSQljgWtPs1lts+M3WBJz3OLvkcPiM4fj7l5GpKUOvzhtt6fPPtEMhpDp5ocfKC4lzJ3JbDy5Zbr13mp969ztbpaY6fm+Xccp2ldc3qhmS9m9LppXT7GYMoQ+mQ5uxWs7hz94fDRuO9WZJ0/t0/f/uLDYm/0uNvNMD7/S6dToLvy1948pkjd/z8f/uEfMnVJ+54z5vO66X1BTa6Nbp9n3ZPs9FVrHdhrZ2x3nYa89wGHFkRLCxs8G+/d5WXXFnn1IVZzi41OLuiubBqOb+Scno5Y6mbMj075BXX93jpPvBljUAFXFgLObeiOb8m6EeQpobQNzTCjJmpFAOcOJ/S6cGuTR6NWoS1AoRPb2DYuTlidUODdVJkowdRChbLWjtm26JHd6AQyiJMRCv02LllyEZfcOKsJjOauZakGQoCD9JU0I8k59ck51YtF9ZTgmAIXsrLrulxx7WChVaN1fUWpy4EnF2BCyspF9ZSzqzBkVXLrdes8LPfu87m6RYnz89yfrXG8rrPyoZkrZ3R7ia0exndgaUzsKz0BCdWI37uH6XpG29Z+Nrs9u82U3N7vqal+deDxGN6qvliQ+V5H39jNfix/e9jcesd/MxP/6ufv/NLd/3LP/3zO684cHRt91OnB/KVN6xz5bYUaxVCSFykL8BKQLrXwqKFJZBwdi3kgUOK6/essW/HkHoInpb4nsL3NY2apO5J+j2Pg8dDvvioz4mliE6acPBUxKa5Nd76inWuv6LLrfvaHF9JWekL6sGQo2ct7U6D6y6XbAwz9h9XNOuaZ07AlVstwzhjmPlonTDThAOnApTO8GSK9mAQSV6yr8+gL7n+iozOIOPE2SaXbVY06jEbkWVxus96r8OHvwKPH8t48tiQXVtXuWFvh5nZmLe8rMu3v9qyZ3OTLJnm2Jkpjpz2OHXecHop4fRSxpElwcmNhBuvWubffm+XTdPTnDo/y/nVOisbPqttwUbH0O45cG/0LBt9y4Wu5PQ6XLtnjR9405rEqN3PHTp72dJaentjekdtYW7mS7/y23/E5//iz15syFzy8TeSwT/28Y/z2OE3qDe/5Pf+rwsXOv/nfQ8uq4PH+5xdExxZFezctsK//8Elbry8zvnVaRccdQI2Opq1jma9C+vtjPVOylo3ZaUNp9YFujbk5deu8Z2vjrlsscFGr8XSWo3lNZ+VtmCtbVhtG9a7hs7A0Iks/WHKXCth5yYDCALPcnrJQ8iAXYuKy7Zati72ubAe8cShJrdcaanX1nn68CzNRkwce8zNGAZDuHrnkD/8yjR7d6REkWV+SpJkA5phwDPHh9S8BjddlfLk0ZgLqz7b5gIu2wI7N8colXB6BXzPIoRl16aUmaakOwjo9T06fY+1jmJtA1bbhrV2xko743wbVocZO7f1+M7XrPDyfZrQa3FupcXKesjKhma1I9hoGza6CRu9jHbPst6DpZ7k3IbhpquW+Hc/tMbO+WnOLM1x8lyNkxdqJP5iNrsw//P/6Lte+7N3fvWJ7E1v/tYXGzoXPf5GAfzokeeo1cLaqVOndz719LPvfOa50z936MhpGqFmEFlWOpazbcmxdct1uy/wK+9Z5frL6yyvTbPadiBf73qsdzTrHWh3DRvdlPVuylrHcqEtONuzIHq8/ZVt3vISw+VbQuK4zno7dMFqV7HeE3T7gmFkiVNLloGSlsCDWmCZblkWZxO0N+TIuZinDgeYtMGbb4/R3gaP7J9i9xb47IMpr7wuYKk9INSKNEuYnYE08dBeyupqnVfc3OGz9ze5bAs8fCjCo86bXmJIxYCnjmQcOx2ipc+mGc1MQ1ALBL4vUAJSA3FiGcbQ7Vs2eoZu37DRN6z2LIMsY9f2Pm95aZu33xGDabK6McXSWo3VtufIoA0b3Yx2Ly3BvdaDC13FUifj5isv8IvvXWHv9iZnl2dZXmuwtB7SGwh8HRM2t2HV1n+zc/dVf7p5y/aTUTQcXHP1vhcbSuXjbwzAH3/yALX6rN9ZP/79p04e+Y0HHnxCrK73ZJRYktQyjAydvmWtLzjflZxsZ9xyxQV++QfWuPmKkOWNaVY36qx3A9pdn/WuZqMraHetW3K7Ke2eYb1nWeoKzrUNM9N9vuHWLi/bl7Jrk6JV8+h0QwJPAoo4lRgjMBb6Q0AYZppDDp2xGBtz58MNon6NK7b5vPz6PonZ4O5Hp7npSo9D53u011u89Po+X3okYNOsZf8Jyz9+W4f9xwM2zUq++Kji5Vcr1vodjp6a5aarYu5+akAa1XnZNT57dgwZpD2+8IiCTHDktKZV12gB/YHEWEFmLEkKSIP2De2epdFM2LEl4o6r+3zDLSlzjZALa1OsbtRY77hzs94RtHvQzgPKjZ6h3Tes5+d3uZtx+94lfu4Hl7lud50LazPu/HZC2j2PwVASp5L+0JKa0Oy6/Fp79dVX/OhNN131geVzS/Hi1qtebEgBf0MAnmaxTJPBWx978FNXnDprf/ng/ke97kAwjC1RbIjijEFk6A0s7YFloy+40Fec2sh42b4L/MIPrnDzHo92d5rl9QbtXshG12ejp2l3Fe0+dHuWTj+l08voDQztvmW5J1juQZJF3HDlgM2zGb2+5RtfGrF7syHNJFpa4gTueiLk5FLIlpmUp4+EYOrs2664ea8hCPs8cqjP8kqDa3c3aE2vc/+THrddGbLa32B9vcXmzZYH9yu++3U9Htqv2b7osdJrs742y81X97n/6YzZ2jTXXtFjqd3mwWenqekGt+61XLVzCLLHE8cEi7MJF5YT7n7CY5gopITMWHZvifmGl8Z0e4qtM4abr4Q4rrPWrrPWDtjoeXT6inZP0ulBp5/R6WV0+xmdvmGjb1kbSM52BBuDmJdftcz/7wfXuOXKkHMr06x3GrS7Ae2eR3eg6Q8lg1gwjHA/o5fw6lfelqy09b965zu+6XCrWftU4AfmxcbWi57J7HR6tDcG33v3Qw/86rx9fPbCGUMYKCwCISxFpthayIzB2CI9nyFQPHxoE//6dz3e/vI13vW6VS7bFnF+tUXg16gFPvXAo1HTdGuS5sBjqqHpDzN6g4xNkWEQWbrDgLXlkNOnLHFqOHM+JQgsIPCVRUtBf6AQeKR9zY27BXu2WnZu6xNlXT73kOLA4RneeEvAzVev86HPWXxRZ/e2Pk/er9g2rZhv9QlVjTjxWOpCI9Rs3yR4/EDMzVfVePVNK3zw0wN8r8kbbrd4QZ8vPxjz2QcaPHusxuVb6+zekrEwE3PZfMJ1uzOUMmhlAUs9CFiYDogTj27f5+lDHr2hpj9Q9IaS3gB6Q0uv7z57d5DRy12S9gCW+4rz65Z6q82PvX2Zb31ZzPWXNTi73GKjW6PT9x2wI8UgEvmBk3GJJTPwhS8/5G1k07/6mpfPrrWufOW/SKLBB72g9r8uwPv9AQJ+8IEHHv6FL37hi7Ovu/E8jXABa8EYMFaAKIweiys7caQghEWKDF9Jnj48z2PP1Xnu7BJvu6PHHdcMmW62WGvXaXRCWgOfXl/TzS/2YKjpR5phZBnGhjixJIklzdwRpz7WgFQCTwtCXzDdFMw0YfO8YfumPvMzbT7/CNzzmIc0U7zxFo8b93W579mEeNji5TcK2oMBS6sNXnaVYX66T00HDFPFcidBGcGNV2nqzYhHD4a86uYpXnpDl0cPKrBT3HKNzw988xpfejzmiw812H8yZOeCYvNsjZlmnakm1ALwtEVJMBb2HxNkmSBJBXEKUeIAOIzcCjiMDP2hoR8ZegPoRLDckyz3YGiGvP6mNd56R5u//wZDkkxxbqVBpxfS7ft0B87O7A2kY+8c3MPYECWGJIVO37DcOc/X7v3KbLsT/vtbbn25Hg4HvxOGLx7IXzSAR4N1lEp/4JmnHvyF/U/dvbi5lbC0uojvuYtmfUAI3P8UQgiEyBACpHBZRCUtnsqoaclyv8affGU7X36swyuv2+Ddr9/gust6zE3XWd2o0x0E9AdeDmzljlgQJZIkFaSpW+rdTeR+ttYQ+lCvGWabCdsW+6T0OHQm4cN3hxw91WA6qHHbNZqXXd/hwefa3Pn1FrdfGbJzS58//IpAiYBWM2GjF2EsKAELrT6dro9Ja7z1lUv8yWfr7LkQ8pbb+8TJKnc/NUeShbzkmkXecluHK3e0+fKjfZ48VeeJYz7bZyWzLUE9EPieuwmlcDe9sWCMi1vSzLFrlDggDmMYxNAdCtYjwVoXhB5y41UbvPsbNnjFNRnzzRrr7Tob3Tq9gU9v4CRJb6DoDyvgjl1cFMVZDnCLVoLLFkOe2h9x+MQXF5fXkl941SvvsEvL67+7uDDzvwbA147/F+5+8joeevDu7wtU55eXzz07P13r0Ag8BCClRUqb+9sghEBKgZQKKUAKUFKgpEErg68svjYEWrA+VKy1Z/jIXQ0eeLrHy2/Y4N1v2OCmPW3mshppGtAfhvQGHoNIEyeKJJWkmSQzAmMFAosUlsA31MOUwI/xvYgzqxGfflhy+LTPsdMzKBOwZ4vP1ZcpbtnXQQXLPHWkybbpOtdeDpsX1lnrtLhumyQ1ls8/FBD1JdONlDe9ZMin7k44eb7J3is8zm0Meeaox45NM9xw2TL3Pdnl/mcEUeyz77JZ9u0I2Le9y5Fzaxw+Aw8dqHPoaIO6FgRa0ggsoQdSuqDKyTlLmkGcQpwJepGgMxR0EohNirFDbr2yw7u/ocMrr8vYMhswGE6x2g7p9gMH7qGmP8z1diTpD0WFuTOi2BAnhji1JIlxq66BYZQRnV/h5IUvLx45fv6Xt2xqpvd8+ZMf+r0vrvObP/c9f3cB/i9/+YPM7PokN/XN3+9tXPi1pQvL06GCTXOaJDWkmcAY4YK7FLQSKCXcsxQoqVBK5Nozw9MCTxt8zxJ4lrqfMR0KupHHRmeGj97T4itPDNk00+edr2mzb8eQ4aDHtZdZdmxWRIlHlikyI7EFuKXB0xknLliOnRdsDAyfuK/OmZUZbOwxEyq2zml2bdZcvg2u3dPByBXe96kGa2tT3L5Pc+2eNl9+QiBSj8UZSaOe0k98pJVgJUr7tIeCC2uCa2yd19zS5WuP1tg673P7tbP8w29e4QOf7fLQwQa9ocfqRpPLttbYu6XPS67q8m2v6nJ2bY1P3Bew2g84cc7jzBkfTwmklAgExjpdnBhLlhpm5hKuv6ZPFCXs2xHxjtdELE4pZpsBSRJybjmkN/AZRB79oWYwVLnelqXmHkY4SZKDO0pG8i5JLalxN5ZzdgTn1tY5evr++U3bt//alVduTX7z5674o/NH/iOb9/zzv3sA/5X/8sf8b9/7KvHe/4vvaHnP/va33PxE/YptTdrdkEHsESeOUdPMSQYvUXhKovNDSQd497Vblj3PgdHXhsCz1BJLPbZMhRkzNUE/lnTjBsdON/ilP5oFkyLSlFuu73PZ5pg0BWMN1rokjhQCqQTa8zl40mf/4ZBGqGn6kvm6YGFOsjir2bqg2LUlY++uDTKxyn/+WIsTJ6e5/SqPfbszBmmXrz8VMF3zmJuyTDdj6jX3uYyRtIeKtZ5ltZ3R7tV4xbUbPLy/z4GTiulWyEuumeaH3rrKr38cHj3coDewbHQ1F9ZabJ6vszgzZNfckP/9O/q06m2ePAYHT0k8z6KURQgDWPd/C2kKuzdnvPy6lCzxSNIAa+sMY4/zKw7Ug0gzjFUp35xDIhhEkmEMUVxh7Qq4nY2LY/E09+ZTwTCFfqxY7kNfPzv9g996/rd/8vh6+rkH/9lHDjy2aPfd/O6/OwD/N7/yQTpCqZ/9rc+/fbi69KHf++pq+OT+Gv/uB9fYsyWk3avTH/pEsUecKuJEEceWSEu0VnjKorXA0zJnbeHS7J7E9yRBkhHFllqSn/jY0kohSgxRmp/wRBJlAUkWcuBwgycOQGYtDtpOG3sSfOVqPpoBXLsFWjWYakhmmoq5ac3iLOzcHLFlYYPErvGfPzbFkaNT3Hy54vLtkj3b1/nqMykXVqe45TLJTMsQ+gMCGWCVW52EtaRZzHov5MKqx837atx4VZf7Hg3ZNCOoh01uvsrwY29f5dc+bnjmTJONnmGjq1he18xPN5hp1ZhpTdGqJyw0EnbdHBN4KZ5OUSpDChdMWNxNlSSKpWVNkiqS/BxHSf4cS6JEEsWSYSyJYsEwEUQ5sEu2ngB2nB/uHEOUCqIU+omkHQs6g4y9O9b5me+7wG27VurHjs9/6MbL3mf27sk+dva538i2XvWjf/sB/hu//cfMtmrqyOnVdzx77MwHTx0/HW6ZDrnz8U14H8r4ue9f54ptEWFQpzcIiBKfONZEOsNPNH5siLTCiyW+tjmoBcNYEHiCyFfEsSTyDUliidPMLZtp5cggzSxZZsgMTm8bSnALgVshJHgeBFoQBoJ6IGnUFVN1ycyUYHE2ZdfmPs3GBh/7WszdT82ysdLi+p2KXVs8rtwxJBMbfP6hOg1PszCjaNaHPHUE13G/w9KPFDdcmXD9Hsv5cxnL6z6DYZ0339bl3icHHDqjaNQkgd/iussNP/t9q9z1zIBP3TXPaseyazFjva2ZbimmGh7NukejZgkDQ+AbAp2hlZNaMm+tdK5ULv+MJM0EaSpIUkmcCpJEEiXOeYkT4UAbW6ev86MgjjgdgTvKnZoqsHupYCOyRPGQG7av8dP/YIXX3uBzdmmOs2fOhNu2J7//zIHL/sEg3fZnj339T7ObX/bOv90AX5xSchj33rWxcuG/nTx2MkRopgLLfMPn0w9uIY0l3/aqDb79tRsszNTo9kOGno/veUSxh+dp/Fg5xo4VQSKJPEng5xelPJRbKhPp9GA6sv3SzJBlzl3IbO6U5G6JC2Jd4Kq1wNeCwJeEgaRRE7TqlummYdNsxMJMl9Ru8JF7JR/47ByLYcj1OwU7t3js3mrYtWWdj33dsrYWsm+zYqYFzXrCheOSpfUA/zKIEsHClGR6Gg4ds6x3DOdXQq7cHfK6W7p8+p6QuSYEvo+S01y3R/CetyzhySU+ed8Mz54J2dRJWJxOmWoomjVFvSapBZrAh8ADra0DeR6UlyDH3diZgSwTpBk50CHJLHEKSZI5Uij0dWqIU0OcuLKAOJ0AdiLoJ9BLJZ0E+sOURtDju79xmXe8qserrvNY2ZiiP/QJA8G5sxdCo6d/W/hNjfD+mML3/dsI8J/+9U/x9JL5vqB34v9eWTrdWpzxaPcsdc8yHxpSG3DnI1v4+jMh5zeW+cdv7zA3HTGManT6Ab728ROPyNP4scb33JIaJIo4caniOBHEqQN5krNSmkKSQZY5J8EYF3AZY4sezhzcDuBFIOtpB5AwgHpoaNZSppspC9MD5mc2+NqBmN+/s8bBY9PsnvLYsxm2b/bZvgn27uzQTzs8uL9FTXkszCimmzDdjJiZSvF9jRDu5hpEPmudhI2+pd1LWVr32bm5yUv3LXHnQ30OnmlRDxI85SPEFHu2Kb7nDSvcuneJ37+zyYNPT7Pa0yy2UqbrKfVQUgsVgScIPInnuVhFKXL70KHc4pJkhduRGUgzk69ueaCYGtLMlJq6WAUduCtSJBEM0hzYKfSHhjSJmKu1+ZG3rfK/vWuIr2usrLccacWaKFGsd2osrZ1tNaf5z9/8xi3+8sk//MDCzu/+2wdwm7VByh/88Ec/+QtPPHJ+rlHTRElKHLuT18hg3liY9mn35/gPf6rZf2SNv/eqLq++scOmhSHdTo1BFBAlHpHv5cDWJLl2jFNJkgM9zRy4kzRnpkzmTAXGyEoGNL/Sgpy5QSvnvfueJfQNtTClGabMtCK2zHe40O7zG5/w+PzDs6ytN7hiQbBzUbBt0Wf7ouCyrUO0v8Gf3K05eqrBVZskM03JVCNDyogzy5ZAS6QAawVxotm12OEhMjp9xXrHcmGtxlXbQ77tNW3+7Ms+xy8EeDpBCA9jGySp5JbL1tn1XR0+/2ifP/z8LI8cb7BtRjDfyGiEGaHvZJvvuVhFK1zgLEVZk2HzhJmxOKclc4AvQJ5mTtI5H909xxkkiZMhUeYCyF4q6aXQjw1JL2H7QpdX37zGt7yiz5tutQjbZHmtTn8YMog8hmX+QTKIJeePnp67/7HFX77j1e9Q5y60f2fLpv85E7f+pwB8dX2D9Z73DzfOf+4XttcfWFyelxweOvdDa/A9qGWWzLjVSaLYGE7z4btC7n6qzc17O7zr9X2+6fY28zM+/WHAIApycHvEqS4DpTR1XnaSFdpSkmWCzIiR1jaCUpVY8mQRKOVcB08ZfM8Q+Bm1IKVZi5if7jFIBnz5KcuHvzrFg09PM+N7XLfNsmVWsmnOZ+uCZPummMu3rfPk8QGfuHeBKaVZmBK0GoJWPaHdz/js10Oavis7MBYGkeatL4/4zAOuJqbdMyyta7YvNnnbHT0ePNBl/yGfRpCipHAgN3WGsdP63/O6NldtWeJP7upw/7PTnFyvsbklmAotdd8QaoPv5TardDeyY3Ioyo9MLtWMGa1waQ50RxCQZIIkE6WXPkwFvVTQy1wAn0QxjXqfd75xjXe9ocstV2YszPj0+q4oaxCFDIY+w8ir5BwEWQZnly2/89FnF9ezu37h+77tNabfX39/vT7zNxvg1q6y/0CMluJ7P/65e37l/R/5yty+befZPLVIFCmstSgp8BQE2jGHU4YCLSQdXeN0x+fsAw0eeKrLR6/v8o7X9XnTy4fMTftEkau1iFOPJPFKRyDNFGkqSY0ky0YANzZnbjOqKSvqW1yiyKK1wfcyAj+hFsQ0awMyBnzpUckffWWap49NIZKA3TOWLdOW+WnFwqzP5nnJ1oWEnZs7nFru8pufapBGNbZvF0w3Na0GtOoJwovpDBpMNy1CCKyFJJXMBorUpHQTn24/Y72jOLNc45rLm7z3723wy38ccGK5gVZJfmNo0jRkGEs2zwXcckWH6y/v8cyJM3z4qzXufGSas+0ajUDR9KHhWXxt8RRo6dL5QoxX1xnAGnfTZUaQWRwAjQN3nDlgDzLBIIMosyRpShbHzIV93vz6Dd75+i6vuC5lKvRIkiZrGwHDOGAYOWAPIidN4tQl04R0JQabFix7545y7ezS4ukj8ldmt7wyzQYXfu/0ms+ubX99QP9rBXiadLl6X/gtzzz50K8//ehXWwxinn5ulqVpQyN0mk+UkiBnEVyCRUlDIAVdpeilTZaigE8+2ODup3u85Is9/sm3d7l6Z4fFaUVLauLEJ0490pzN00zl4JZkRmKsxFonCWwZULo0v1IWrQxapwR+iqdiOoOE5U7Cf/pYyLGlGR7dP401PnM1weK8ZX5KMNdSzE17bJqTbJ5L2bbQZ256nc8/Znjk2Wmu3y6YaUqadUmrbmjUYoQXEQQardzvtxayTDKININhQmoE3YGh27OsdTzOr7Z42d4eL71mgz/5YkhtTaFl4gBpNWnmEyeSQeQxPx1y654et17R46FXn+XEsuT375xmaaPO6dUAX0kansAvzrl0gWdJ5IVUwTF5agWpgcQIogyGGcSZhSyFNEGpiK0zA67b1eeffHuH2642tEJFkjZpdwOGsU+caKLYJ0q0092xJk4ccxsLUlhaddiyINg0O8PSBclDT98zt3uv9+vXXH/TejTsfuKvE5N/bQB//Mnn0N5OdddX/vMVw/ah1qaphMu3hPSGKVKQs7VbKrUS+BqcS2uRQri6EgmhstSVoKc9+qlmLa5x5yNTfO3ZAY0w4h+8uc2OuZRdWwe87NouWrgWMSGcXHFZSVcrbW2FubEIaVEiI0oslhRkyjPHJA8f0Hz6wSbPnGwSp3WaWrFQs8w2LDN163zwlmZ2SjM3Ldg8m7J1YcCWhXXufjrifZ9eZMu0ZqEFrYai1RA06ym1IOJrzymGscZrOFBZK4hTSagVN1014IGnpl3h0yBjo+OxshFwYWWG977lAqdXVnng8QU8CYgEA6SpJk48oljSG2hmmiHTrQYvvarPq6/v812vXebAKcNnHgx58ECN5442SIUmihT9RKHyFr/xwDPPCVhDaizWGDyRMeXHhCS89OYel20Zsn0+4d1viqj5ikboEcU+7Z5HlLgV1SXrXMIuTnTps8eJJE2dTVmUYySJ4sxSk95A8ej+dR458pnWhdXnrvj+v/9etXTucLa45Yq/OQB/5Mmn8adb/iOPPvj9B47M/N9ffzBhpqHwPRBIsvwsGktxlR3ohEAK14JVBnsKfOU0+tATDFPNINMMspBuN+NX/mQGmyZsWhhyzc4hc1Mp73jdgJ2LMUkicr0tocLc5PpTSoOQgo/eVePJIw2E1pw4W+fMhTphTTEVCKYbllZoaIXQrAmm6opWUzHT1MxNw/x0yqa5IdsWO2R2g4/e22LQa3DldkurrmjWJc2aoRmmeF7M5x8IifoSb9F1ixYSpVFTvPklA+55zNCLJL1BRqev2ehqzq/WufqyJu94ZYdHn6lzYq2JkgZIcr3skWSKKHGJmd5Q0+75NGt1GrWIq7cPuX3vkFNLbY6f20B7GU8c1fzZV+sI5QrXmJw/aA1gwFqSOGPXppR3vm7AfCtj7y7LpjnIUo8obpGkmvWOR5IWiaNRAilJlIuREklUmACJzN2tUVyUpE4KxYng8u0+c9NDds7V/+8nHn+gf+ON8x84c/KReNvOW/9mAPzgoRNIfeGqqHv6N5ZOPyx9VaMfgVIO4M5/dvURInOiJP9/7tVadAY6s/gKYg1hBvUMYm2JM0FsBMPMuSmpheVei68+abBk/MWDCUJk7iJZU95ANr+JEAIhXIOyVIo00Uij8bSkGcBlC5aGZ6gHhnoA9UDQqEmaNUWrrplqSmZaMDeVsjATsXWhS8Y6/+nPQ+57apE9czBTz9m7LmnWUuq1mEZ9QK1WJ1ASJXMNjlvNksRjOBAMooxupOgNDd2BcS1zDZ/TF6Z4xTURP/YdF/jVP9Oc3AgQwmBtgsksSeoRJ5Jh5NEbKJoDTSP0qddC6kGdMEho1mJuuTLG9xJuuzLl3a/vo1WaJ4EMQthxUZ5LOmMkQkgCTwEulb+6rlzdThHz5IeTh5I0VcSZJE2kA3rmEkjOABC5uyVyV8vp/Sy3K+uBx6Cv+YvPPCK/6c3mN2ZbW+/tdodP/3Vg8/8xwB+67y/Ysqle+/qjR97+9JMHRaA0My1XPGWMJZMWYyzKWDLjGFuWgR6oNLfrcoCnBrxKJJ9mkBpLagSpsSQGUiNIAkliJJnRJCYgy22v6qPMUgrQQrhMpYKwZgm1JVQZgQeBhtC31AJBzZfUa5J6qB3AG4LppmG2lTI3HbE422Pr4irv+7ThD+/cxI5pxXzT0GoomnVFow71WkazlnBu1XDkXEDou/JbKCr9BMNYc9lmw+b5IZ2hz2BocxaXbHQ1zVpIsz7Nu1+/xNFz5/ntT2xDS43FkJnMnYtUE8WKQeyKovqhpD7U1AKPWpDR7roYw/cyPJ3heRlaukYJKbNy9RQir1txZywHuaBt8ipL46SfC95HsU46djgHK8mkC/hzB8Ylkhy4U1MAPA9qK358kggCX/HM08+Is+eTt/v1y4988Pc+OvgH3/vtLy7A7zsy8BfPX/iJvYtHfmJ5SyKX171cDrgyUZW56jJjLNJYlIFUgpSun7AAdwFmZ1e5Rt8sfy6r1CyYTJAWyQrrmiKKQKmquWG0OkgBWhq0BK2cs+Apgaet8421IAwkoS+pBYpaqGjWJM26ZaqRMd1MmW1FzM/02blplQefi/iTu7YyEwZsahpadeHAXZM0QkMjTGnWIx48CE8cqHPFgs117yhtPogUt+21XLlzwENPT9OPLINhRm+gc5B71MMatXCa73zVGk88t8QD+zeDVRiTuXLY1JImtqwnGUSa+tBSCxWhbwh8j8DPCLRB6wxPuxJjpYzbgkU6skG4WKighVFwLvLz61g9M66hwuRgd4CVZc6hBHqWN15kgqwAd+aIyeTXuDzyMoo0dbblEwci2T9w8v/6/ndE/r7Lgp8H4hcN4P3+QHZ7g5/5tff99r84zil/ur6JWggiyjOEmSCTltRYTOYAbow7sZl03quS7u9oZfMTmD/n3mz1Li9S7c76o0zeVDLvYytukaouEjpK5hlLRaVoy2X/Al8RBopaIKjXBM2apVXPmGqkTDcj5qYGbF1Y54GDA37mg5s4eXqay+cN03Vo1RSNmqIRQiPMqIUJvjekPbQo6YrFpBy9sywvCU5Sn1YtoZ8a+pHbn6c/zOj2Je2aot4NCIMmuzcn/Oz3t/npD0m+vn8TFoWxhiwzpFmap9IVw1gxCCS1SBH6ksC3BL4i0AbPc36/VtYBXLnroHKZIoS9qEHX5HGMMQ7sWV7PYmwBdFGCPi2fizIAkX/OUVlA9VpWCSzLLElmiCKD5xk21075ngn/1eYd7/WGw3f/mzCs/Q+n8/+HAZ4lbayNfv7Yc/f8M9tbCc/2FxALKu/IcdIgk85XlUZgKkBXpgC4xUjIlAO++/P8JOQd40Va2Rg7Yuu8DLQ4mAB4LrvzlcRJFCUFSrlAtiy31a6mxfcUYeBGMtQCSyM0NOsZrXrCVDNmtjVg68IGDxzo89MfmOfgyVl2zTqHpVmTNOrSsXfNUg8z6mFCksX8wRebSKXwpEWJkU1orMjZzuN73rjOFx6J6cYB/RzgvYGi21O0A03oBwRei707Un7uB1b5qQ8I7n96E8ZKMuPS6knqCs2i2BCFrtw1CAShJwh8l9n0tS0ztloZpHKBvRQWUTxXGcIWIKdk9GLCgCleVwrXCqCXdS7l9xgnqgLY+apsKhlUi6VZU2xbnObBR9fC5d7d//yNb3i9WF7p/OuF+db/uwA/cvw5rLUvTdr31W7YM2S9G5BmjlGL5bhgz+JDKyNKMBfFT0bZskhe5wyfVQGdg7zws03hxljGmLt4FACXAoR080Nkhb21LupOJJ4nXf2GLwgDN/OkHmQ0ag7crUbMdGvAwnSbBw/0+Zn3z/LMiXm2zwjmGhVpEmoaoatfqYUptSDG8yLOrM7gKdd9VEzfKoLMLA/MtsxY0jShk4QMItcGNhhmdIeSWl8R+h6+F+LpKfZtT/m5f7jMT/4uPPDsIpmRDuCZJUmznMkNUWAIY8nQV6UE83Li0crmdSoWLcm7p/JOKjE6h1XSsHb0vm1BMvnrrCQgMVapmVZAXQV20VKXVaRrVnydWXopHDhmWWn3eejQg7W9e7e/tLr6/b8C8M6F99NcPFp/x4886r/11qPcsLvO2ZVp1juaYeSKnRzIBNKANE4ijO54gZF5LUTJ0qMPa6zNJYjNC6QqciQHun2e9yYFlVY3p/ULcCsp87ryQp5A6EHgG2qhpRY4/VyvJbTqMdONAfMzbR45NOSnfmeGp04ssHVasdAwTNUEzVBSDxX1mqAWupvDpfpjHtgv6A19QkWeLnc3fdGEkBlBkmoaoeJl13Z58JkW/cTJlEGU0R8ouoEi8BW+5+f6eZqrdxh+8YeW+PHfgvv3L5IYSWJM3iw96sGMfEngm7JmvvjMWhUHuUwZEZGsTDGYfJQrJqIiD3FxkRl9L8uK741LS5ODuwC1qZBZAfY0MwxjS7tnObVmuW7fKbL1D/l/+ui31f/Db/9x/1/+0Hf9zwf4swdPcX64ffrIw7/1m2k2fNW/+6OQ//pPO0w3avQHiizLoZe5sQ/S4Jg7/8CqyJ5lVAIYWy5546Aef7bWlsxN1THJ11aBs3edvy5KcDuAg8orBr28Hsb3DKGfF1gFGbVcXjRrEVPNATPNDo8fjvip35nhieOLbJ7WLNQNUzVohIJGTVGvKeole2eEQUqzPuTuJ3w22iEzM6M0OQ7fju0yQZIpFucUr7+xx90PG9dFE5sKyCWhJwk9jad9tK4hpeHqHZZf+KElfvy3LPcfXCQxmqSoAMxsyeRBIsvqQl9LdN4woqVA6eLcUL6/8ibk4rR+kRCaPEzluZSTlnLlLa6nKYir8mcjsOdOWV69uNGH1kyf/+M7l1nrBK/aM3/qd9/7fd/7wz/07a/amJr779sV7r8b4CY+CZz78c98qfOu4VKPhaDFI/sFV233SDMHssISkyJnamNRpY5zd7VV1ZMx0tYuoCnYOl8KsRfr7UqyqHpBnJ4c1XgrNaoY1ApXn6Etnucai0PfEPoZtTClHiY0wohmfcjsVJtHn4v4id+a5/Gjm1ic9lisZ0zVbQ7unL1DSS1w7B8GKfUgJjUR3ThAKIlXMHipwUXOZM5OSxKPhj905QJxyEwB8mFG33cMHvgST2s8XWxAa7lut+WXf/gC/8d/M9x/YBOJ0USZIM6KjhtBmLhWPt8T+NqUXVFFr6uSMj8/opR0shK/FOe1yidFwVoV3CUJ5Sxt7UiKlOW5xapc/TtmJDmNcRpcK8FcC/Zepuh2trG+qphSK+964JHHj2Rp8pP/Uxn82ImzzMxt2XXvl/7r9SK9wFU7akSJ5cz5ReqepF4z5XKHGM3rsKaIyO0oSDQji69Y3szYicuBbvJlsTjBJXHbfKzERFBZLLd5h47KgymtLZ5ywHadQa56MPSyXDcn1MKImVafqUaXB/an/Ov3zfPY0U0sTGkWahlToaWZg7sWOjuxAHctyAj9lFYjZv9xy12PNvClxFOus6a6143JkxxJpkiN5jW3JFxxeY8jJ2ss1PORDLGbZ9If5iysFVp7KGnzpJHl2l3wi+9Z4Sd/y3DvMwsMkxpRJolTSz11kiXwcCDXxeplyt5WqbJyhVNSVAAuxkA+KcqrILeV1XW02hZx03hp7pjzZcdfuwpmJxtnmpLNM7M8eVgwGMJyd4ml/sPX/5P3/MCu1eWzJ+YWtv71A9wmJ0AHu48duv8/Hj0Rfcv55ZTZKR8hIAwEFiczlHJRucpPxZjjQRXMAlvV11TZ++IlsQLr/JxXmLsKbmGRqrAFHRi0yllbuxETnmcIPEPgp4R+ShjE1MOI2ak+690+9zwNv/hHm3ny8DzzObina5ZmTdAIRemVO+fFOPb2HcBrQUScZQwHIaFyN5ksAFN8htyFcIGmdlpeR0SxZZCICsANvp/hexrPk2ilUNIrAY6AGy4T/OIPr/Mrf5xy/4E5zrZbDBuS6czSTC1hPnEg8Gzu/RdOii3Zu5AqBcDL9ytGGecC51V+KVdWqkCvSspJMF/8vfKiilFSDiE4twKh795HqGJC2/mWL371gWzPVdf986cOnj1+/d6/Gsj/ygA/eOgcvh/efuTw4bdH3eNsng/KQM7TlsAvTpoDVXFiRiegAt48bV+t9nMAH2X7qiAfPcbSEeVFcOMeit5KWw4FclWDNm9aNm7ERFke68Ad+Dm4Z3ssrw/4hT+o84mvL7DSm2FhSrIQ5uAOne6u54FlLZDUA5szuNPeYRADMV953Gc98ZkLGKvHLspwCqswy1zzQyvQvO7mPg8cjOkmAVOJybvYDX7katV97QCulUVJDyFdggYL+3ZIfvWfdPjMAwN+/v2bOL0yw2BaM+0LmqmhnkKQuNHLvnIDjbwi0JSiDIKL52qgXkq/ieCzZPHiGuUN3FQBzCTLT1zXPIcBI9dNIIhjV3cTx7LMHxw7cwgj598+P9P8g/5gcPyvlcGHgz5BWLvyyccf+KeHDj1HPdRI5TSXEIW+tXmW7OJovNDMZRQ+Bu7Kh0dcxN6XOK3jgVCe+i9cAJnXPjsbzAFbKwduT2f4XobvpYR+QuAnNGsDtO5z9xMZv/vZFp++b5HYtFhsCeZDJ0ucBVj45Co/RM7cVfZO0Dria89O0481W+o2v+EmGbyw1VzdRugpXnr1gNQ4gA8SwbBwQ2I3cs3ThcWpciC67KNjVcH8tOBdr+3RDM7y/s8OuOfZOc4nNfqhpJVaGto6kOs8DlG2vG4O5Dkx5KRV1GPJSt3QJUE+BvQJgroEu1flTfEzitVICkqnJc1yNVDJ/h488Cw3XHflP33FHS9/rN/vH6rX6//PAX7vYyfwBh8li6e3zvrHXr1l5jxRUnetTvmblPkJH6V/8zdNZVnLvdSLwFwmFCrVf0VdRMUOrCYhiqaFkTQZ/V4lTQ5wk9d85+BWrhYj8BJ8PyH0Yur1Ib7f54/u1PzS7y1yZHkWLwjZ3BTMBhmtwNIIoJF32NcCl+0M84SQq1/J8pXAyZOVTkYv9vGVwpe2DDCL924ZxR4uwyeJU4+aN2Tz9ICNfpNBIvJxay5W8LxiyJHK7U5V+tejwNVVPn7LK3vcds0yv/j7Q/7w8wuspQ36gUfDk7S0q8EJtKvYLJohdJH0kZQ3ZJEFLs/1GMBFfl1HDGTL/0xIzCpZTeQuyjp9KteyvI62LHi0uTFxYv8qg88cePXXDmdbz17oHLLZQYTa+/8M4NYYHrvw1t1Hjz3+vqVjj/HSK1KW1lwlm8lrPwq5MOalVlK/o+VMjN3hTDC2+7MRTVQbFcpTm/9cZwfake7ObzAlDbLK3CpzIPdSfO0kSeBHBN6A4xdSfvszDT5+7xxHL8zQqnvMhjATZDQDm6feC3DLHNyyTAqFufYOfHfjtBoRH/ua5tCJGqESLmMoR0svlc8/SnlLklSzbxd8821dfvdzc/TqmlZiGSaWIM7jBmXQWuaTvaiA3KtcLLcq7JyX/Ovv7nP9Zaf5rU/PcvT8FGtpjb6naShBPQe6L627cXKXacTituKNF+5UxUKkgszy2jJ23cpVmwlwW573+o7iqPEg11jX0X+mLbk2e4B3vW7b+3bsuOkbs6T9l0qVFwS4NRkIySOPPr79zNFje44dVly3zUNri5TZ2N8t5MLoTp+QKeWSJCofWIz/ma2eNSZ+vh37PVJU5Yl7LmosirmFWmd4KnWdO15KEET4OqKbxfzGR3ze/5nNnFmdxqgas1OKWd8y5RvqOXPXy/S9zOtUcmmSe+cluH2XvYySmEOnA3pxwEyQuzhF0qm4YMVnt5WalETTamgu2x6jgiHduMnAF9Ty+SR+Lq+8XKLowvUQ6nmCV8XCVJ/3fkuft7/mPO//TIff/ugcK4MGAx0SakVdC2rKEqSuRNmTTqpoObI1CzadZPJJ0rkIN5Nuy+T3JoBerM4lk3NxwskYmG9IFr2YQ8+c3NPtLGy/+ppbjg+GGbXw+beaekGA97qnCcP6wrZF+5FZ9bTXuHyKjV5Cs5bgazti6fLNjWvk0SceT/uOf3gxbj9dCtyMluOi8m108gv2zqvkVOYArjO0yvC9hNCP8b2Y9jDma09K/ujOFh+9d45h1sT3feZ8wbRvaPiWemCp+yNwh4EkCCRBLk1cYih3JnKA+57LfB47Z7nnkTpx4hE07EUBZnmxSg3uKvPiROF5mtff1uVPvtTj4OkGg9CNZog8i5+Clxi82KCUdL61FEghR8N9CoAXHruR1APNpukB/8d39rl6Z8Qf3tnk4f1TLA8aDJWP52lCLahJCGRuoxb2qnSdVmXBWjFjpUJi1da3ict9Mdgr191e6i9P3DzFKlH8DiVdzf3hkzUO/8nT3g//8Es+cnZl48Zup7f8Qhh+QYA36lvlyVNP3H7g2U9P7d6yRpr5rklXu4J5WVSiTb7byRQYI7YegV1cerkaobpiH9nyBioLg4T7/U6rmdwOzBzAVVbKEa0T2r2E+54WfPBzLe58dIq1dhNZC2nWFNOepeUb6p6l7ltqPjlrO+auBZLQV4S+IPTJK/RMDm7jVgY/RemI507DmXboEiu5vp1MnBQX2PVB5hV3RhLHmk0twZU7Bjx1MqWfeOWAHT/GgU9luUQpEjUgJzpzysRZbkMmmasPf+frB7zpJet8+bEuH/p8i4f3t1jt1mlLn56v8ZXAl4JA4no4pdulTokKo4u8zqgC8IvMhEnM23Emf74b4OIVQZTglrj3kBnoDVMGSczn7/rs1DerN92+9/JrP8cLDA96QYB32scCT5n/tr56trFv2xAhEizFB60sIy9wB5dfT2jrseLMS1D3KMlg886fUXG+KGSJNLnmNiiZoWSGX7gZMmG5m3L3I5rP3tfkE/dMsdRpIMIQr+nR0jDluU6emkcuO6Dmi/yQeclprrt9QVCwdwFwneL7KaEfY23CVx4NOHGuxvyswJNF0kuMGn2rF91Uy00Vg8hj1ybB62/u8/Gvx/QSj0EiCD2LnzoWjxJbWaVUqVURckymuEPmNdwyz5pqakHEO1874BtuW+Uv7u3ymfvq3P1kk6V2nYHwGfga7Sm0EHhS4EmJJ2wutaxzWKhIxArQL76AjK3MFzkul7j29qIfMHqMjAuBQXD82OnGILL/7ejp01cDg/8hgH/5/sfQtNm34zg7N7mC+iwbBZfFCR17zsE8+gBi4sONuyPjH2Z8WRLYEYOXnUA2H4Bv8g55J0d8nRCGCcMo4+AZOH5W8eEvTvG5h1ssrTfAC9Etj7qSND1LUxtqnqXmQeg5cIeem0noykxl5RD5n9sc5KYEue+59rQjZw1PHQvA8/Jl3lZS9GKMogpNWjgpzk1x45yvuyzimu09DpypMwgF9VQQJJZIkVt7Jmfvwk0pLMiRVil99tyKNEbl0wc8hrFHrRbxfW+OeOvLNvjCIz3+9Et1jp8NOXCmTrwRkAaaodZIJdFSIgEtpavMZBSEqvwaVW/g6gp8qQSdnQB4UaloK+fFvRZjut1gR6UeQ8NdT3Z4x8Yz0zdc8x1/f71tf3dm6tJBwfMC/PCxE6LTHfzTf/3v/+v8lVtT/v43xNxwmUEIjadcI2mUqLzJ1zGGCx5F+QYpv64Gk5UboXITUIA5/9OqEyOEGbG2yIEtM4LATVJNs4zzq/DFr2qOnK5x14M1zqzXOHK2AUGAqmtCrWhoS0Mb5yJ4lkC7wfGBRw7i4pD5oXKAk2vuHNxeRuA59nY3VsyxZdh/vI4nx+3BUqIwqgcvM3uFk2JkPtvF45pdA65c7PP00ZR+6tFMBJEGP7VECTmDi1KHCynHmByo1PVUZFAmR32UmUfk+bRqMd/zxohXXt/hzHqHrzzkc/RUwBcerXN2NSQbeMTSeYpCSrdSiOL3FWw+IVkuSVmXtgcnQV26LuQj9qyDtomBNEPoFCETXrKnz7u+YY19m++d9uQbf0wQvJ9L6oAXAPhnP38fcZq965nDUeOux7fz1cd7XLurx6tvHnDtrohN05Y9uyzaCpJEYawqC+FHy2QBbjFi78qnrvD1CNQUQWURxI6CSCmdvvaCjCSzHD0leOqo4osP1nn6mM+zx0I6UUgUB+D5qJZHoAR1BXVtqFV84EAXdRpF2ayrCw9yWeL7Ct+X+Q1gR9rby1xm0XM6P/QTrIm5sCaJbIDWEl9adG6zVf368n4uXJSyFcz1OMaph0CzMBsj1ZBe4tHXwjkdyahgTCszloGUogKtYtgRAmvkiMmL1rJM4mWqHD/Rj3w2z8Ts3JRwy+URg3jAPzjW5unjPl98IOSpYyFHT4YkqYJAYaXECMVYNijPs4sxWeEyzLbydflVNeEBzugeFbdQNo8nBk3Klbsjtk7H7Nsd8ZqbI67eadm1qOgMljl+8AtYKlbpXwXgH/jjz7Gy3lFfeeBZ4QuNr3yePtngqWMxdz7cZ0oP2bl1yHVXRbzx1iGvuSkC60YPN1pgjRvbgJUkSTGf5NJMXnx092IUTGptXDpaGtLY0h+6G+D4ackf3xnQTxSPPxty+FTASs8nynzQPigP1VL4UlBTUFeWUOHGmam88Eg51vY94ZIeVXB7Ej+XJYEPgU/umriUudtRIs0zogm1MGZpPeOL97vhNzNTAp178UXR16UsteI6lgGhkUSRYn5O8aaXDfnCwwNOthsMPOlkigYvtXhJ4VnnHrvMnF1IddaJLH+HsbryOxzQ/UyRaUXqKZLMjcNzVmpC3U945XUpL7064m2vHvLcKckT+z0GseIPv1jn2HkPhKQ/0GSxytOdEquFW4grN9vFTXAVjzTXqSItilIcqGv1DM/PwGa8/mVD3nhLxLVXJezaaqlLxVTdI05CN9BzWEN7T4rG7EvUqcOfTXdc8Za/GsCFgPmZ1m/0OtENdW3Y2oS6L9lIaqzGPsu9lGPrEfc/m/CRr0QsTMdYm3HzlTHvfMOALIUstSzMZNx0XUo9tFAdn2Yv9cHdeZES2n3BE49pVjuuau/B/R6fujdkmCiGiebceQ8jNIn1MMIDrRGBRkuJrwQ1aQmVJVAQKEugrKsB17nnq0fM7Rd9mSW4Vd6jKUr29j2D7xcFWlnJ3r6foFTMVx9TfPzrTZSvnd02pr+fn8ELL9zpcEmSKYZDj7e+fMAnvtbhD78yRS8NaeQ63Ct0eEKZNS66hYSQJbjcr5IVrV8BuMm74LVjck8rUq3RaeaArjL6yg3SnwlTXrY35aV7ExAR73htn2Hixrl98t6Ah/b71ALBSkfzxDMenZ5ETHqil3w4CdIIDDfdmjA/lbrMeGb5jtcPuenKFGPyaWJTEms0mfWIY5+1ts8gChgMA6JEEtj4Bqmnf8Na3vtXYnBruiAarY989BN7d8wZpTJLd+i0rycEHSnpeQFx6hFlGRe6CRfaCdiM506lfOouN5/EZoapmYzbb4hphm6ExFg+9+LbKge4YKOnePgpn05bIbUkMpLIasdMQruBK1IjpEZKiScFoXJebiANvqyAWY5m9DmQi1HDg3aNAEXjcRXcjuHzslqvYPCscqQEOsHamDMrPnEUEkxJ/DztrfKM3FgWU5TEVabXRyCXZEYRJx4zTcWO+RhfDBmkAYNUUNNuCGZRQ1IktJSslrfK8ne53yHzwMyMsqfG5L2TI2mUplmeN1AuQaZSkjRDJcWYiQylUrbPm3zFMFy9c0hs+0gN7bbg4ac0G30nmya840suX8ZCIzDcfkPK1IwbtWCtIBQSgZO8WaYYRpok1U5SpW6a1mDo0xsEroMsaagdKt177W1vbZ093+ts3dx4YYBfuLCElGu/PBsefe3eHTFJpPKT4sCphCCQgoEUDIxHYjTGBFiTkVpD22RABsrQ2TCcu6u6JF1k81fAXZwRiZUCUxR0kz8LNQpypEQJN3PPl5ZA5mlnSb5xa+EbV5513kmvyLfeowS3a+tyW6IEvhsrF1TKTAug+9rg6wxPp3heQhAknFox/P4XGqB9PClGAWYpT8RFDF7N7hVDQh3Y3EWNE493v2nAX9w94NkLTXqZRz11m9K6KkA76sTJ9+Qpf1exBBdxj3WScVTgVRymrIXRWuFlbl6KpzOUUnk2OHMWrHIWrAvucwdLZmhhEMYyXzd80x15b2IRP7ml+uKV2hZuTz6WIvMxsTMpMqOI8meTn480d4DS1E3MimPnBPWHmtV2wKMHhjRPHHnttt0nfzlNsx/5Sxn81//gc1ir/G3N/eAZosQH8pLYfPdhlbpkQM24AY2RVSRG5SMd3Gy73OwlGwP2JUsEK7qtYLpRACNzdEgh0AI8kbOycFJASyrPRVXjqJDI0/nrshY6b8LNu1tGAJelbAl8W7a0+b6pDM5J8XL29nWClDEnzguWOyFCawLJmDwp0/Nl8DzuHFTHMowCQUWcesy1InZtHnDgfMQg0wwzCDKBl1m8NNfhKaWzNKrnUGOdCsWi6SbtFg3doiKNDDozZEqidLF9uSp3snNDgirAFqOvC8tW5Im30hgoM9yXUOGFbTxhRJhipmQ+OLXY/a6copWPiIvzEXFYCP0UK3sM42fZOGf8NLsYWxcB/JN3n0MIwdKKRFnY2nSug5KuAq1IungSfGMJlBuzm1qIjSCxgtS6eYRj5ZIvkI8fuSd5NF76raAFaGHzI8+wSfd9VbwunvMGA12WglI22Pr5bHJvDNzSPfsF0IvgMwd30f2jTSlRPO30qe8npCR85ms1LizX8KYUfiFNpB13UJhYsSsafDSCYZT0GUZugu1b7ujxtSeHdNKQvtbUUkOcp9OVHC+IkiXIRithCShbtQ7zmSoWMuV+pzaCVAl0Vuxql+cXcqCPAVwW9T8F2O0YwEclGy/cwAwjgBeDUgtwVxNUWTEaOyvmwCs3oUFZtixE/ODfa1OvW8JQXpI8xwD+mc9+kalW/RW/++Gv3vbMUCGss9NGAVM+CVZAKq0bt2Yca2XGTZzKrBuxllnhjvwkm0qzgrXjS3ZuNLkLld9ARVKhyKLJPJOm5EjjFgB3z6IchVAFdjkHReH6ES8F8CLgLHS3LmSJzfX2eC257yX4Xsz5tuHRwzXQPjqXJ7pSoFTN9o0nbsVoYFHhV9uRLk4zRZJ43HxFxNz0gPZ6nX6qqCvwUvdZVOamhqmkCvA8Z1D+IjlRmizyvknpbiplyIzAM4JMSTJlyJQgVRItDWmleK0At6qCXDinq5qEG2fvS5du2OK9lTdgAe5i9kolPqiOiSvmIBqBzfMva+05Nrqggm23NRbf9IrHHv7O+26+7XWXBnirnqHl8Juu3iFv6q6kRKl080usK0KXZjQKTRlXHO/mBhaj1UQ+jzCvtSimUFEx84s7WIyJkpLpimVdCpuDnbKEU4miW6fY8diWu6O5Dh7QRQe9dF0rquxeGQF7tCWhxC80t6bU24Ul6Bh7BG4v199aJwgSPn1vwNeebiIDjS+Fm79dVhCOyj9H6ezJbGZ1NFrhiSsyoxgMPV527YBvfmWX3/50kzgL6GWSMHObQGk5qlYsZYqUOZNWf9XzMTkYLfPOdkGmjGPxnMFTJdFZDupy1FsB8pE0GTG4La9bmYHOn1+QwXEJr/JcGFnuBlfMek8zkQ/9lOWMQ2MkJoIs81nvGKwf3nS56n5TlqX3XZLBl5bPUK833vTg17/63d3uGs26Rseujb+YD5hmozRtloNdGYEyxSyMXOMVLWlUZcrzhpdjmb7iubiRZC7JlSiciRHIVQXsOq+Tdo3GImfynMXzbhhPjYPbjVOYYO68Z9PPi8o8XTQcpJUjISbhT7/SIrMBqsxeVgPMUV9j4WyMaXBEpRE3v2C5XeiCTY3A452v6/MHn4nYMAmDLGSQCbyUksWltMhUlLLB2YWTtUeyYk2OTzDIdD5VTAk8ZciUJcsD2VRKB+5M5swtxxpbioI3IYuUfbGKFKW1kzWxVQYXlZt8xORZDvDRsM+CxUW57Xox/zDNJ9j2I8XG6grzmza++/Wvf91dp8+c+sL2bTvGAX5+NaEZxVc89Gxnz9OH1pmfDgiF07JJ6gZkKmFJhAs008wBK82Z3RjhmNtWmLuiw6tVhCMOex6ATwRpslL7ULgTJbBlPiIiZ29VvM4r7saG3eTA1kqMnJTSDnQd964x2ebMPQowdYW9Ay/m0cOSQ2dDrPJQUuJL4+ICUZUoo2Vq0kUpDmNH+wiN/GoH8iT12LM14ZrLe3z9uRqJ8hmkglC6Cbw6FZWVTSDTXAsj85KkSVkkJoLbEZvrPA5wU4BNPhjVojORs7gsV4pR55a6iMVHJbW2Gute1PxCRTYZW1nNjBirhkyLQZ/Z+EZjo2d3gjfPtLlsS3tP6EVXyFr8hYslStwmUzGzYcLijIfvKTcWrNRblaaGHOQig2IMcpbPPjFmdAIvzd6XKLOa0KujpW58DMT4ME0xYnJB2emiy1koozFtxfbfBcCrw39ctz0lsMtsZcncGb52iR1PO/fEkvBnX6mzulpDBBpfOndHTervyQBzzAcvxp+N13GX2tMokkQzPyv5jtd3efRwiygL6SufWua0+Fg5a1opZcXknnhRmJtLlQk9PhqPN5pCpQ35uGQH5Cxv3lamCGpzoFem044z94i9xzuxqvJk9Hrs/UwE3MaICmPL8c1r860j43yfz07P4/gZaC20iePhxRLlxME/R0rJrN/l6st8ltYVg8ggRVbaUGMlrHkSI81lSdEwaiTl/JPijV8M6yq47bgOr2hXWX1dDPQpLqgcAV3lskSV8mS096XS4wD3dT4AyCu2DsyTQtrilal4k7/Oxg6tXOfOsyfgI3c2iaSPkirPXo7fjJMZzOfJ3Y6clDH2yt2DTBNkmu9445APfq7Pk0drJMqjLyV+ZnL3SCCziZZBKUonwz1M/rvG9y2qMvkI3CKfEylzCWiQWTFiotJBVWk4EfIS8qRiERYdXtXVpCpXqvVL480gYiRPcvYu9kONYgfuKHbj7i6sWA6cfpovf/04xowkmgY4ffYc27Zsrv/Sr/3SZQ3O0ag1WOtMEXgjhrWYsRkmxa1YbEOSicnBPcVfsZdOYFYuvBAXA3wc5KIM3kaz9CrjDirjD6pTm7QugJ5rbzUB7iJ97xWNycbNDClbxEwuT9L8SFBezKEzmm7sg9K5PLET5bEXf6YxF6Vy89tJLzzvxhklfjQNT7B325AnD8VkJmBgfMLM1WzrXIMr4TZsLVfXEthFQ4QpT3yZ4czrYXQxlCkfn6cKwEvyDqJi1HWFtSXl63LFvQTAy6TPJR7jfbmj6bXFqOZit7xyoH7O3FFSHK4hJE0tvdiwZfMKb33d1GWvf/NP1X/6x3+kv7Cw2QF8beUC8bDzxp2br/zxz3/hNJvnA6aaFqVcOaarHQBjTDnPxFkFDtgFm19Se08sS5PSpPpcAruYkyEnGXzUQDCSKDnQK8wtK7Kkuouxp8i9cAduB+DRUKCCwT09wd5FX6cfs9Y1/Jc/b7I6CBGB5+SJHGUWi5WmCvIXusCli1BMbi0Z3Dkqaapp1TU/+m1dvvxoi9XIJ5aagZT4ZQ/luJUr8ko+ctuwKKN1JCWx1mCRE86K+1nGWpQVaAOZcmB3cY5lVL1YsLgYG788kmWVcufnWcGquBgLNstYhMoNX50zLtymtAkMIzdWw1rYtytg06xAqKt//MCBQ/clyeAvSgbvrjxL1PGZ0qe5dZ9CaYkQbutmKVzZZZLZkUyQ+azBXFSWzkcZMDA2I+OSj8rFF5WbBEbOyUiiiMryPwHwSm20kqN2Lq0EWkp0Lkl0CfBCc5syqPS0qYA7c534apy9PZXg+zEf/orHM0dqID2klAT57O/qbhKj/kXKxNXzgrua8CnrRRzIU+NaztLU47o9fb7llR0++LkQowMG0ieQYpT0KYE3ESfl7C2qTF5xMKo1MUaRg9tilHPHjHKyU0nI8msv8zkq1TEP1UbwUXnCeM/uRedgbEUT4+eiyA1ko7iuiBVSA3FCPqA0I80s7Z7g8ImUs+1T7N6tiGO3MYQGaMcpJJp6o8tNe1cZxtP0h5ruQCGF2wZOFEtcYX3lAY6Qji1E/ubkRTbQJW5fe7E+LUqLRzahuFh/XwRwJ0/GwC3lCOBloqcAuHVzsnMp4qkKwNXFzK2VY29Pu6lV623DJ7/aZKUdQOhNyJPnlyiI8Urpsfkhk7ZdtRMnlyhJqplpKf7ea/t84mtDVnsBsdIMMpnbk2LUUlZKhlHRagFsW9aBgCnZfDQLUtlchyuBzuOpzIx2x5D575LSjsBerrQjUI8BnZzJK8VmY8u4LTLd4nlBbky+yjEihSQx9AYZG52U/tAyiGGpHbH98gE7tsZ0eznAjx49zOL87O7PffnBH/v6g0u8+bYBl2+3bHQDhpFHPQxZ3fBI0rzgyo4DUhpHudLmKq86CyN/Q4KLs5fV9Pyk9q6ytqjIElGcaCEqTooYsXjO2qoKbDXai14XzF0F9iXkidbVpE6KVi5zeey44LkTIYYAIZ17osuexfHu82IvylJ+ixHcxs5P6STkzSJlwiff0NZI0kyD1ezbFbNny5DVAzVs5jsWz8RY6cKYTKBa6JUL7vxP3FaLOZvbik8uRwPui9jGSDA5c2dFcC/G5Vjph5c3mSjfR3mDX0KulDqccRYfn0PumiWEcJ/V1+6HnFmxLG3AIBGs9gVb5mHH3Dm2zt/8Y4s33vH48WNHjut6kJFlg817tpk3bWzps2lGsWluhblp2OgpvvT4Zk6cb+aDMkfC2rUsWaykGJHnisfseEq+uEsv+oAV/V3uLCBGQB4HuSjLQqtD7ctnNWJwXfrg1SPf0lpVwT0CuVaVIUFqxN4q/1rrBKUSPvP1JodWauCP5EnVPRET7P2XlUaPB+TVbN64F5wZRRxrLp+PecvL+jz0bB2MR5o5Le5l+ZDPbFwqjVi0ciHK323GnIvytcxfy5Er5g4xCiylwFRkZDmsp7zBRMUuLNrpLk78FMRXrjPVVd+ONhYr/pUURa5C0KilWNXm975oWet7RJmHF9T4wr1DNm/nTY25/uZuNz2uLTHGhHh+n5m5C3SThN/4lOSeJ+ukJuTcWZ+tzZTpphuFUAxDLFipGGaTK+6LR0FM3rUTzE0FCFXWrupylxUcZ+1LMbiqgjufTzjatoOLgO2VcwuzSnBpcpCnTp6ohFo95usHFX/x1QaDoQ91jZYCT4xLk8kAsxo8XxLgMK6/JyzDqi+epJqppuZtrxnyua/1efCgj214DLIAX7hKSpftFRVwFy5GAe7R8/jYtRHYrXJsnkmnxwuAZ2UQLXI9XhnxVkwZM5PXb0KqVYLfikKp4EVUWH1CBZRy1V27uamE264Z8tLrehgbc89Tmi8/Ns25AQyyGCFSDAn60KmM2emULz4s+OXfauEFNfqxJksVUz7M193tlGXuLhZ2BMgqaIs70G3ne4mrOfH3BRXdxsWgLl/LEcgnXysl8jngI3CPQF6UzVp0Pi548qgC3SvZ2h1KuQDT92OSOONz99d59mQdPA8hVQ4qO1Y+UF19LmrCrX7+KmvnpGDNxV54cRR2YRxrrt6Z8uY7ejxxvEaU+mTSY2AUflYpZaiwaCEAhBCungKB61EXY+8FVdxsxgWYhVyQAqtcbGWMA7MpYiGTDwE1FXIqgtyqEwaMSmfF897w1Tv/khDK5ZFW7vZMswbX7pDUwohb9qS855s7pEnC/I4ezVbMVBihH3/wTsJAsXyqzeWzLfqJYiHfuNRX+agET5QTlKqp50lWfuHHSIeNg1qULD4GcDmSJxeBvOqBl2n6KsBHk1OrYHbPJndSTA5oUwF2zt55cKlVQuDHPH1C8IWv1ekPfGh4SFFUDlbrYS6RxSyAxviJKmpR3JUcn7BbMni1ITkvwIoTj2Yz5s0vj/jE3UOeOBqA9hkaiV9ocQNJVg32QGTk+nGSyUfAttatfOU+SNKxebGqlOURFaBLScnaZYmwqQac+dfYMTK7lBZ/AdiM/PTKOYpixXonZBh5rklDumRkp6d45NBh+vEyUqToRw5eQCpBv5cw3RDMFTvy5gBUYrS/TXUprm7HzV/ypieDyzFdVvm6Go3LvMlhtCXJSJpIMdpbRuUN3rrC3FKOM7fKDz0GclMO6BwdLluplUvqeF5CajM+fV+Ne56uQahBuoZmv0iTV0HNxFH94lJENZEzcOWslM3IWVl8NAJ6NPR49XV93vKKPs+cCElTDysUA6HxstH7EQZkNrIKx9/GCOTjBXEu9zGSTm5EhbXFVpBi5PVbcgYvft9o7PIo6TN+fUekaEfYmTg3YuILUThuVuR3l0vNW+vqw/sDjZC2DFbBEOoltFxGADqLNZmQaCybZzVai3z3WeP20rHklWKiEiVP2HxVAE+YntUlenRHVqSJFJeQJ2IUnU8AuxrBl4yds7aqaO8xOVJKlIrurgSWhXPiHBP3rFSC7yU8flzyka80AR+khxAKTxRNFrYsrhorjS2973JRrnB3RRowocPLSkzppEImMCof/ZC3s6WZxlrNO1834Iv3D3n4iJskkBhFPxN5wVdeTpxftzI5Liq/f4LJJ2uGrCXfVwknUQTlPkvCMAb0Uh+bcYvXOW2VWYaickbG8DCBlzEzYmR7WjMqLUiz0c7RWQZJKvKt4jNmpjT1UGOMRd9xnUZKQRx7tLuGOJEMhpZ+lBJFbnu6QvxXl5ixJWcC5Fzqg1T+/dgSVr4W5Z8Vpabj0qRaaDV6Hg27B5m3qakXAreuzA1XZiRRKhpcqRTPS0mylLserPHU4ZqbiSF1pbFholZmTFZdrMEn+dNWXow2BahkFqvVhZnEqDy7mWmi2OPaPUNefbtj8UHmWDwSPkODqwDMm1NErrulsJAVTsY4yK21WDWSTda682qVzbW4uybWCqR15ONeV0BdrcGhcrObCRuYIvCtEOQkqMcI0f1750ZbN5xBCMjczZamMIyhN4BB5HZLlkqgtMRai375DR2UhP4g49yyod0LWF5XLK1pIEMmrnRybOUQBVOPgokqe08Gk1XWLv/9WIApKvKkqr0n0/TjwJbSaW1ZAXkJbmlRl2DuAty6MoFW6YolmEsUXyccOif40OeaRIkHdS+XJ5StaWosc1hxTkTlwz+fRLHjQK/KlGKvoufX4ppGIPneN/f59D0NDp5xN19mFINMOXcnc8mfItiUWYXJJ0A+5loox9RU2duCshZrKlKxAnYhrHttRkCugr0ggTFzgeq5Ggd1NSit/gxTwVBBBHEiaPcsy+sJqxsZ692MvtFYoQCL/thz37cpzB75P/fNfpKbroSl9RZKzbDaDspfquT4fT9icnnRGyvtIDH5psVIc1eylI5dKoAvWLtyksZAnQc0Y/Kk+LoAthoBW6tiGH4F7KoAdw54WbgoaXnENuVjX2nw+KGaa/cRGiUkviimrlbGQ0yw+ehz8sKPMQ1e3aY8lynGOGDbyeSPJh563HzlgG97XY9f+yOfgfHAaBIpGRhXSiuNY/Dx62JHv3ws12kppmwX76kwxGTxdaG9rUVZmQebuS9ubUVeOhkhKufEXELWVnlgrB6pYO4q3iZHc1fs1SyznF9POXguY2kj4ZarN/jFf/bS//Om265+j447x6aPnY+/8cOfbLJt0TIcWlpezHzd7fEIlA5KVV9f9EbESOJN7l1Z/TtjO46JCXCLcaaudvOU7H3RLmqMgsjy6wqgS3BXA8vsokOVAE/wdMxzZyV/8uU6SA3SsXfZuV+92arHBONUtWf5RSlLxnVvUWxV3Sp7MrNpbJ6+V7kWzzTf+fo+H7+rzv7TPkiFyRSR0HjCldGWsUzecS6yke4eeeLFeypkUi5TcCK3ALyyYEXxdwxSuBVGGvd7TF4PY8V4bGWel8kn5ElV1l0U411KErvtEbcvWm64qkvYWKMfCRaahtlw8I0rx89N6zv29jkapjz7WIMDBxWetiy2IBQZzZqryJuUE2PMfBGYJ6RKNais/FkBbCoAqS5tFzc42An9bSsyxY7tqlZsHViCW44HlkXXuNJFQOnALVWKUimZSvnUfQ32Hxppbymk875L9p7Y5qOiMceaN8poZIy4K68nGpAnPfFKn6LJJJksWNxJlauviHjrK3oc+ZOAOJMgNIlRDIokWZa/z5y9kxJRo4o/8kSGzenb5omg4j2pykojZeVraRFWYIXIM9oWU0jLSr1RFT9m4lzxPM+TTD8ub93bLnb4a9YtizMhCzPTeMpy+oLmwadD0BL92HNDzpyPSDPDFZu0G0TpCwI92g57kmXHNBQjgF/ybptI5lD599VyWDEB8hGTF5sSjb6uSpPnBXihv+UosFQyG41EyKWJ+54DdrEjxNFziv/6sRZD6eUMPh5cjs89GbfExoXkC6iTIsFSpslt5fX4SIXq/MLMyrzjRpNmHkGW8iNv7/Hnd9U5claDSiDTRMLDzYgajTkWYzrcvXa6e9zdUbk/jx0xurKVQFjYXKrk7kZeZltgxdpxIBfJnjEMTYJ5EsgToJdj+MlXAuOkUZRIzq/U2OgGBJ6hEba5ftcGtYZE71xoEtqI9g6P0FflGxhV51UAPul/TwD8IslSZf0qu1U/fPW5CpwCwGOSpdJZIvMdFCaAXdXfShrUpES5hDwpdLenYzqx4bc/0eLMUgBK59agLAcMTRZVjUmTCXaadJouCfRSqogSTKMtzSetw4onnikyqchSzbaFiB/6li6/+CGfduKmHlkjicgtzWxU+FTWihfvryJXikEPI+Ow+G8B8oK5K7GDcP65kHlgXLg3eWdRAXiByEdMjJ+bi1f/SbIsAsxxNrcy/92JO0dRrEsytHaavthEa2oOffk2xUyoido+ifGIY7cFdLEpa7VOe5y5n0+OTMiSyp0nLwGCsaaGKsjHwD25zV1lu8BLSBOVg7uQKCqf0FSAXhe7JCgnT1ReMaiDhI9+OuB9f9YiMp6TJ0KV8qRoKh5LeJU36KT1WYX1pSE+XlE4kfixFWAbe+kUvnFbgYc65b3v6PHcCZ/3f8oDGQOKTFQCzqy4JnnafoLJC4iTF8wV70vZim2IK7BTVmCluyFMhc1tfk5scU7s6LUQTs6Mzs/k/k7iYva+BJuX3zMjPMU5yJMU4sTQ6VpiZZmds+i5qZRQJairhgwiOLPssdKWxIktmxbEJMAvubxcLFVKHZp/76/G3hO7Flc1eL7JbAHq6nbdqpjfUZUo0qJl4ZaMNqcqZu2VIJdu1uDaOvz5l+usRwW4HcA9Se6ejKflq0FxecMyEUBN4LsK5BLktqK/q9LEMpoZUg02cy2ujMIYTZpppvyMt7+hz8fvq7PaVSATMIoEr9Tj1fQ9lWtXBfnoXY62eCwkyyiNP2JzIXEa3Nqc2Qv2roK7OFfu546TXE6QYz2cYuz9iepprJBjMbDYWEgSy2o74dxqxno7prmQITyL7g4TBtGQoV3D6jqWabA+SlauSoWZ3dOldPfzBAPVNzqxnI937kyMIpOjAqaCtWUVzDngdWUwzQjcub7Ombs4SnAXtSdyJFG8esqnvxry4FM1TEV7KykrhVV2Qp5UltwqYMT4eaueu/GHKHhzLOFTboFtRKXSMM9uGkFmJarii6eZhzYpL70u5ptf0uf3P+ODikFILJKhUGWg6W5AW7L55HsZQdw6F6V4b9J9XdbNSIG0zv+20haS3dWNC5EHn+66FdfelniwpZQdyx8U2HqeRJAYAXCM1QuyENKQyAgTRAS1jFo9Qz95WHD6vOSrD4bM1jVbWhlTDYOn833Cq7+kejrExa8n77Aqy49KYvPvyRFAqm5JsYNvqbnlCOwlsKvPFe9bSpMzt8mdkWLGXlYGmcXUVMfgKUq6OSdHTko+9Okm57u+q6iXbtC7Em6CbZn+rsqpi45L9GK+gAC3k0e1yrDa3WJGMsVWPHGVa3Ep3fYnmxoZ3/fNPe57KuDIBQkiAeG2mRnmn6VIxlCRKpe64UaiReSWYQ56UXF+ZCU4ljmgyaWKsDmz5+dDVgFeMHZ+k1VkStFcIHJgjQm9SzQwF2UdvifYt1vxylsztIrZtDmj1gDd7Sn6PQ87CMHzsbiNjbSulDpOnIZJDvorWzuCMefhUtKkrC0WVb1tS1YvWLoK8JE8MTnYx92ScmcyNQJ34Zz4fkKUGX7zwy3uebTmetukdtpbSjcxVoxnT0fj0iYCzCqBiwkSmMB6NYM5lsmssKShUj5rK/rbmtHskry1LZUalWpefUvMe97Z4Wd+0ydKJQgFSFLhpIoqr8t4I4SovFNVudraFvXR+XuV+S0gciux+FkViSJzRi9ZO8ftpDQdJ0T3l6p4KlvdnoccileuF0CC1Xi2RUN5TNV8ajWJnmkI7Kzk2t0eUy2f0HcjzXSuK01VL1Z/8gSzP59cKS98WSc8aQeOGHtMd4txzV2yeAFoMQ5ut212RYeXmcwc4LkcKZm70N5+ylce9vj4PXWi2IOadtpbqpK9y2305Gju4DiLj5bb4gSMwP489c/VwqYCYpNls3kFXylXcqtQZtJNfK1MYy12UqvVU97+6gF33jPgiw8rZxsKV8SdCM2Q3B8vCuhykFc3Xi1LefPrZks+HwHdSosk37YkL4ctvu+0uShZfKT93WsLo15eAWNB75gcrrg8E0xb1tFbN20tTQ1JKtnoevhaYGsBs8ZDb98kmQ4lOlFoXdxFtuxoTo1wVYXmfxTgdhzoFTCXwZrkeYLLKrhHQWWpxSvbdssKi6t83O+IuSsSpchc5oHlRs/y6ftqHDwXOmkiXEmsqDgnxbRbVV15JthoFEdUAf0C+qS4XoVrYe1opuML1YgX8qVSRiuFQmYGKTVJpNm7OeGbX9njwQMB7Ui6E4zECskQSbFDWhFMipIp3cVVFaiPvh7ViitZvnuK7KyULrdvjQO9yCVMQWBVoCPyEoKKdC3BXeC5Ip+qSqoo63X9mpYsK+Zhjtg+zVKacxn91KK3bWrTrW0g0zaeahDFbsDhMJYMIgmx+80jXXbxo3o9RyQ2WRM8AYQqyCuBZQnwMslTlSR55jIHs0vyjMBdtQF1BejVHZB1wdw6xZDxe5+p8b6PtbBCO987d060YDSSrRr8CsZLQGU1iBYXs/YLsPfYXJDyxTi4x49R6t4Ykw/sVGTCII1CGbdFoFSG976tz+GzHu/7uKubxnPzHwwekZCo/D1KYyduyFH9eDoZeEryDaPGmdxKURJgkaovynStKHRyzvJV0rOVrxmdw+KHPx9PFMydZZYosUSRYZi4eZlxClEWsbAWM9AJ+s4H62y0B3hG89aX9smMJU4UyxshF1YD4iRfJvJ2tSqqxQTkL9ZVkwCvBpBV52T0/Sp7y8K5UOPBZZW9LwXuKnOXlqAcWYJSpnh+wuHzko/f1aDX86BesLdGSFnuJFF68GLiqFbLMQJ59Rt/WZJndLEuDWZz0VEpo83nr0sjkHkSKM0UQriZhs1Gxtte0+dz99Y4fE46VwV3R6ZGMBTu347eX3Vptrk9mJNb4YVXNXjemFwyaqVZWYq8ZoWRPWkLkEsqfrgttTmMvncp4ny+85ZmltWuZanj9jCyGbz6xoxvvDVlYT5Db13w2DkvWPB7aD3k3ErKudWQOFIMBiFpWvxyWxQPXtL2GpMqVXAXwB6r2aiMRi4ZfBRkynwbbDUhUbQcgV1JMxZclpIkT78XuxIUzkm5z4x0XfJRYrjzgQZffqyoFlR5cClL9i6aB8oJrhOuyVgJQwXbz0fcf9ljsgBrbJuPsRnaFRaXo8SPEcrt4GAUSaR4w00xb3jpgFOf1UQmDziN8+0SoRk4vObNCrkmzt/9eAf8iMkt+TAdUcl8lh+6yPbkqsgUwB6B3AHajp876/5tFexjwLJcUiVoLWkIAQsptfkh59bg3AWf+/b73HqbR6Op0KvxwoZvz3zu1Nnetz75ZcVjh1ucXapzy26PG/bAdNPN9Jvc8/FSF3DSPbhoT/MqW1ctwktIEilwYBbjmls+H7jluPc9qhKsZi3z+YJ+yj0P+/zSB6bIrM6dEw9Ehb2LoqpqQ3EhqZj4TJdyBSrHC7H3GIuX4BYXjcEr2VuOQG6NdDs2lAB33rg0mjR1+wv9xPd3OHhac/dDCuM7LY6QWCNIcEVZbpz4ZLBZ6bxX5FmVUS++kmDzbLfNP6TbGtXpY1lJ4BSSpSQ63BgpYSt19IWCHgv0LibUImsspRvPtzAruemqmBv3djizMuSRw5KnT9a46or0c3e8urWhVsV074lDa0fufaL1nkeeaVBTda5YVGyekdRDt5W1p4vNRyeq/CYOkevTsTLXQpJcInFT1JVMZiVH9d6jfspxcBdOiamAvVJ/okbNDFoWqfjMpeNVwul1wS99aIr7Hmu4TXmk7w7liqpqEkLlSmM9WWxoVdlVofJcHVehpCy/N94gLfMJANX2u+pOFcWzGF/NilhlouGjnOhabh9SrIRV8rAIa5mfSwm05cEnfTYGldoCpLuRqGzLXcCsXIXFBMAqkuaigOzSlGcvImRx8b+xI1yP8gKj3tDJMRLkIPe1IAwVWnnEUY2ZZshL96a8dJ9AZee/b+nkUwd1kNWxmWChlrBrz4CphqVZU0w1NbVQlvP8tB5P8z5fa3+5olHxvBnZhKNs5SigLJh9tD1GNcEzAr1WxT71FaCXr4st70ayRMoMKdP867wUNsj40Cem+IuvNrChKnV31TkpspajiVWTLF6xB8tA8+J5KJekoEuBoDrHsarDKVyVytYjVVfFiFyimAkWl8hMkQmN7Bve/toBzx71+OXf1cQiv2PyzIuxgsi4kfli7F06VwTLxIhxgS7+LP++FbltJ8VooK1hlMnMC8JlXnU4Vo9SnEubrwS28vsrQLOV0+jklCHJYDA0LK8LkiRkteNz+kKNzQuCRk2SpaBvuUIhch/RpB5h4Fg7DCS1wBL6bna2ygGOHdeJ1n26UYhSXlw7sYTbi5M6Y892AuRF/clIksjK8yjgrKTkJ/R2WW+Sg1upjC8+HPCBzzYYZvkUfDlK7Cgx2pJwEtiFe3KpDObzcdnFuB7/y3bsMuYSoMpmRbBpRD5SLXdRZP4sZL4nkkTm3T9S5OW0wiCMQQpN4Gd8/zf1uP8Jny8+JnMg5nIFQYpmmLPrpXo2R3P53CMtkkEFHkuw50khQxHP5q/d923Rv5lzuyyRki8a1o6dokn2trlWLzqG3I2dkmWK/lCy1lH4Xsj5NR/fz5uOr9iuQeTT/tMMkAhZjBh2s/uUKgplqkmIYoD6+EUpQV6sdBVQjJI61UpBU5Eto8Hqhcau7uw1+b1xcI9nLEfgdgDXOqEfwc//zhRHzwTYCXALIfAFufdtL07JFxdBvMCBRZQTRC+FcDv+dcHYVUBXLubFqftqnbgceeYlkxdgLwJOQyYNMtZcvjXh3/xAm/v/VUB3KCgzedYdqVFE5Mya18FWtfkkyIvv2Qq7l0U0MndTxsaTjzZNMLISWBbuXP5Wqnf9KP4oxncXI4tcviFOBVFiGUYZWrnSEmMs9ZrED9yOcnrP5SFCaLJknXTQJjUN4mLvl9yxKFjK9b/lU/eFgMyWO8FcFPyOAZoxrVj4ykKaURvaJHs/H7iFrQSUZgLo45aglkVgmZJkll//aIvHDoTO8x47Cudk1C1fbmX4PAN9pBDjoC/AUTJh9XkC45NfVrVnUXRVXmBbAflIplxqSJCRTqpkQiKkRBqFyYyTKsZw876EH/32Dv/xw9N5989IeVspiK3MB/WIck0pwk3xAiCvShVKr5yKVi3+dh7ImtEfCVOMtuCiE2OhsnmtswSLUSbOWqk0v4iMOBUMs5jLd9aph02SNEPXN7+FWq3Foece4fTJT3LzVQGW8T1YipOZZtKNUk7A5nuLm6x0csaAPl5INZqTN24JjtySakp+9Fz43FWgj9ySQnNLWdmstAJyWbB3LeVLDwS8/8+atAdevqNt4ZwoiklVXm4J6glAV+vTq7JksuRzPH56Hs1dyDx7yWvKqJOmCvYRyI0Vbje23EkonZXCOhQ2ly6KTOSbUhmLSA1TYcwPvqPHI8/43Pl1BfV0RL9CYI1HlMO70OSjVeeFmXxMe0uX+S4G9RQfy/X2jksTcKwsq0TJ+KpWgDtKLEnmdvszZWJpFKgbK7h8V8p7v+cmbrj2Brq9LnrnYp1avcZgbYq1Ey08L2WqEZVsCW7SfpIqokQjhcZkkpR81N0kKT3vEl5hwiq4pb2YwSeZW47LEqkq+zWWlYPZmAaXufaWXsKB45r/+pEWh1c9Zwfl6XiEcuwtc2lS0d6T49iq8UT5vQLHVXxPWIblVZtQJmPP1aIrLi1RCttQmrwHspAmIge3yLfDlmbUJCHzbbGNm/OeJpo9swk/8h1djp/XHDojsHoEcKTAWk1sRkNVhakw+H8HyEdgdyCXuV63ZW2LGPnnkNctiupPHDtPaea2KxnEgkHidtfOTEGm7tpN12DQDVlamWZpfZpeV6G1zrBY5qaH3LzvPLu3GjwvzgPKovZBkhlNfxCwvN5gEOl8Z16XXWNiRRoV0TBWOViWwxb21kW1JhPgFpWAUkwmc6qyxIykSZ6pVDLFDxLOdwQ//ztTfPwrDae7VaG7PZB5OayodOtUQVxNTjF+wxZB1EXa/AWJfILVJ0FdBTuTYM+TPXlXe5HJFMWWJJWJtEJYjLBkmUQIhcCSCYXIDJ7MeNtrB7SHgh//j4oLGwKCJGdad2RSjZyVkoUvweTFtTfPD3JhXI14GZHmn02KykCpyk+nQhiQX4O81qQ7FJzvSDoRDK0lK90ngxKWmoLVbp+39YYomZLZFH1mxVJv6PNHzsZfOHas/qZHjq+5TV3TDJMZjIG5KXjtzRnDrMYgCRhGkmHsirGK+240D7p6Occ3JqpuOzcWVI4VUU2wcxXcciRHqrKksAilGrkmWqfEWD71tTpfeqjmBsGoiu7ObUGd15uUQ+QrLWlViTUebF5iaH+5fI2APX4uijV3fHkeW/1KzDjikCW4Kzo8tw6lIa/HzuvD81qPUqZIg8gblA3WOQ7CkiaWQFneeHvEW+/o8wefU8SZAJGOWmQEZMY5K+QgF2VHQ+WzFjq9dFEuBrmQow8pcrkhZPGj8orE4qcV5xzKrLnK0/2ZkXhBhoyHNFTEN97SZ246w2aGLHWj7aJIsHvrFPsuH3xhcZM4P9VI0Hfcdi3/9j/86fF6LfgvDz1zy5vufnA/KZqVQUaWRGAM09OW19yUEijF1lbArgWF78mJmu3cUZlYvqv1JlKMB5Kjstnizy4B7kpl4AjQE1Zg4XPLDCVcQVVKxifvDvnl97c4veKXw3tK31u49+/lromuBL9jPaGVz3JJV6VYWCdkygvw9iUfI8vVXDrozN0Ek48qLve5FOSjGipSRTqgu1FnpsxwilyTx7Fmx1zCj/9Am/ZA8hf3Nkky4fSZFQ7osuKsVOxDB9jCPamk9AtA5yAv9r4arfBuJVCV76niMxasPXauR1OERSCYmxa87KaUTfNtQn/Aq28asDCduobjqMZGd5p2F5qzV9KYVv/l/OGvHt9y5fe4soK6F+NL2DaV8up9EiMlXzkk2RgE1LUllPDIkzBbtyRb3E67My1BkDe/aAHSFktOfiLyvTVHRVXVrNt4EqfU4BNavGBzeUlwVxi9wtxSJXh+yullyfs/1uDgkRAaud6esAU94Xotvar2Fhdr74tkSkWSjGX9JiWK+MtBXW16GK171SCzJE7XHkbRee9Gp5W2oXEZSTPG6BYhimCzEnQKSxJZ9l2e8P1v7/LQ0z7HlyvLUSFXpCC1kqhIvVd1ssxrR0r5cgkmrySJirpyY4W7EXLFMhrQX1n5ylS826na9xWzLcnlmy1X7phmqhkwHDY4F6f4Xkqn7/HQswt0u4Kr94VslZC4ATAO4K966bV4fo09W6B74RiN1irP/UEI5+psalgavqURwFQNZpuKNLPESaXLxeQ3feXSjRUljc0/mWDyMnEzahiWlWByrAcz79YpspRVa1CKXJqolLWO4Nf+sMVdj9Vczr20A1UeXDpbMBCUzsnzau+LCsVGY+dKtimBb0vrbVKLvyDIqTA2FcCXiR5HCBbKwFJWXJVCi0trSxYXopAqFpHLFimcP56RA71veO3NEf/k3R1+7ncl64PKHZ0zucWNgxMWMNUGifzzyur3HcjH/m7B7IX6sa7oypg8xq8E06WUKScogNYC33P7nK53PI6eaTLV9GmECbUgYabV5+xazO9+NqGpa2y9fDfXbr6RXm9Q3nNcvmsLt928784wPPFLM5s2eOBQzKDnsa1lWWga5pow3YBmXbhh+GK0J2axBV2VtAqWK2siJjKVY9tAV92SCX0+CjKLG8DtuixL3V0Ae1RMFUnLb368we98tEk3yQupxjxvNSZN1As4J1UWn1xCx1LypVsy0rD/fQ8xlqIvAV89t5U+TSqeeBl8FjZhpSliNB1rNGYiMwpjXTd+lmoaGt7zji7v/bYONZtCloBJ3WFd/am1lthAZCE2gsS4RpiiGSazuPmJdrRrsql+r0jSVDz8MokzcZOXGKIgk1yDZzCMBe2+Yr3ts9oOWW3XWNloMlXzue3qZfpywMOHzv7S/Kar7qw1t4wYfMvWrXzrD/1sXyp5bGN9M+21Hos1RSu0hJ5r6PQ9Qei7u0kpWRamj7WzjV10W17zi2y2KrgvAv+lgsiq5i6ylIZqjbeSKeiMZw/7/PGdDTqJzjt0KtJEapexlHlSJ2dveQn2rgaXl0r0QCXYrNzUkzr8ovLPKntPFhFVGLzY3qT48yLoLLp+hHWd68Vrk38tK61uBXMLYXPWrrB4LlfSRNMMEr7rG/p84f6Qx58TGJEw/mkEVipnH8rcOsxLY51MqUBTjgJRQZ6pz1m9YGvjcu4u0ymKIHo8+K4ShbHupokSkANJZgTDRNEfanpDj1bd51teNuBbX6moNc4ce/iun+i/5LW/NAI4wE+851up10Pu/NK93HvfQ9RrCt+rVLhJ8JTMAS7GgMDk6ZgMHqvHWEMD41pbjrslk5pbFtJk4pAyRfkZTx3x+NFfnOGpQwHWG9fcRcZS5exd9b2VuLTvfXFr2sXuycgMH9fkF9P7pR8XSZQC2Bd54dXUtShjHmOKaa65Bs9Zz32/0Oa5dWgtmVH5amScdYgliy3XX5HwGz++znt+YZanDgnwk/FCK8Dk9qHI7b/yo+bjq4osqJDW5Ujy1UYYO46NSUvUjkuz0blws3mMsaSZ274bBGlmGUiQQqKUJvB8BB6XX3Ur26+4gyQeAhMA37Q4S6NeY2aqxsKMZm7GR8rRbg9uupFA62IX4YmETWkH2vH6E1kBe1khmDO3MJcMLi/S58JcBH5ZAbf2UnoG/tvHGzy+PyRTahzY0o0IkHlCx8s1d7lDg5zQ3hM36qVwe8mAc/Im/6tolUtoUOxkoCkmgs5K3ybV4Z1OjlS1OMhcIrrkj6vjcL44OatjLDq13Hx1zD/61i4/8Z803VRQpnTtSJMbqYiKBJCwY4kgMeGNl+dCuvoWx/bF91zAWaTt3aSq0SYAo5EZlsxY0jRP6VtIUyd90sxlOLWUhL7iMurUGnMoPShPbwlw39Nozz+8ZbF55OZrWnsawRBPC5bWFRdWXWBZRrZqtH1I2b51UZ141TmZsAovockLr/uFmFuqqiWYIqVzTAYZvP8vmnzkSw0iWS2i8krdLYQY1ZsISu2tJmzBkU010VNaBJdUvq6AvJAsf+Xo8nnYfLzxocrWTHjjlIkfI0QuWVym04iCvaUzRazbJa8AdGZsfk7c9wWQYfFFwne8vs/+E4r3f6xFL8ExQsVVwTpPOpLCgVvm3n5lk4Qqi5cAtpc+ZPm5iqZrRvZnsVdRZkhFblHiNqNNUlhaT1nZMEgyti7WibLakSAIDqdpWr6X0vjYtXM7yfpXv3DbbGzsCgAAN+5JREFUdfoPX/NSwc37TmLVCmvdiDg1ee123viQNwBUWVldFDxOeMqVMtdLae6ioWFSg8tLyBFZSeb0Ysv/v733jrfkqM5Fv6quTjucffI5k3PQjEYajTTKCUkE2wLJIJIv1w8uz0Rfg+0L11xM8sOkhwm+XLiAscEYYxkRrIgACaEckYQC0kgzmjma0eSTd+ruqnp/VFV3de99RjNipBHcV7/fntmh99l7d3+9+ltrfWutb1xVxie+0YP9E56eSpUlc0zUxLGiJqYNhDnxisrBTi5urk4FB9OiIF3DhDZt0ZtKC80depSi9MFIkYspfNgdrzIZba6fodSN86XlfBYmKAvupC0nuGCIOcNIv8QH/8sM3nJJHRU/Abh2NoV1kwKJBFoCaBunU0dzlHMJPY5c3U+/pyg6m7pqSWTOp4n1m224tuBc6Ap6rrbzXYmBWgTCJnH3kzMYmy5j57j/r/94+S0/7R+Y12nBAaCvFiOosOuuvZm/8rFt3okPPU7gSo5FwxzVElPdZh0L5E5WlZOvqUSBeiBnudO+Jtb/NM1WZgUMufYPxaSOk8AJBK78cQmf/EYP9k5qEVVqvTOlINWc28tRE6TgTustkUVUitQkV9BQpDDW85kV67Ktwa0s6FCQce/ORkDWdubyrYsJUuoi8lacmFAhMk5OdArf/C+EppNalAUoix61JUZrCT741mmMz1D863UVINCXLotXQxBwmsXIs861+kqhi4uNGhA2VRGWA0osS64ltYIokHOuX+fKZ6Dal3BAUA6B9cslNq9vYd1KAq/cenCiHV4nRU4kkwd4OHgZLnnzx24nKN23/8DwiSUWY7jfgcdUI3w1LVhF3piTb2Wc3Zedlp0UQoG2pXYKFlurBDtpianQ0dbb59i6i+Ffri1jz35PN+yx492WzptmRcTM6pqVjtyjJqxZ4N2kC4gtulJcz1aDeVgcBZmVhpSWU6k2MJfzTr048loV7XQSqakEtLOpNetcFyyo2L2unycKwXEkMTqQ4D/9Xh13/srFtmcA+OmpCkNXpCCItZ7bgJQIi7oJu6EmMqDrGzfbEGXtDRfn+rjwFNwASSQSTewdTtGOCcanQ4z0D+KijRJBSO8Drr/9lAs+PjfAAeDckxaCEILtT7UhkgbKJZZ1u3J0faI9aDWVsxacwznKzjq4d5ckTlFUpYCepIkc10uwbTfDh79Sw02/1MmcHPe2spW2Y0mzuHdGS2QX36EA9kINQ4cDmgM2mfMEOBx8Z3HvTJdinEihgSQM304v6xlQlBU3YUQKKiQEaAoeZbWz782JkzqEXAOcEwnalDj/pDb+5p1T+NBXevHUHs3vcplOZOpDZIkdYpzMFPzKihurzo3DqemMOhGIAjQ04El2AhJCUzWWhIAUqi6hHVGMTwUYGapg5cplaRH0IQH+mksuguOw6IafXYmDe7fCZVRzIlNDiRTcabFvClarxUI3zl1M3NgREoenkRWnSyjQ0BLXTbDjgIOPfLUHV/yshIiaZI6VsdRaE8cCNyP5NhDd4t6kw7HMoiFziatsaWyObx8hqHOx8ELYzC5fyyiLLDidVos3mNChoi6p7NVQFQ2ilLak0RQnFcglkPDdGK+9qAkuCT70v2oYO6DPCqseM42RS5K2njBp/Vwhs8luy4y6GAfUnLhEZ8SJkFbTIWP6KZCo3xQnAo0WMKFP2Gr/EFauuzBKlCd9aIDPGxmEF5Tef86pQ8ftGXvsvInJFsanA8w2lNNCCdR4vrSSPV8VTx1DTYRlyQv8O62tzMe+TQInT09MIofDZQnGDlD81Zdq+MGNZUSOmykETctjk62kGe9Wg6Os75jy7+5A7xYHL3JxW9IJYk0Es/blcwmo2On6fPpeHfC8fFYDosOKq0JkQBVGEIKMthiqkqoC9ScY6501agNiwJUxXv/SBpgDfOB/9iqQMxTCh4CAoyIrOu4N6EY/1hVFCGnKNcFhURIg0xQS8+lGo5L9Ly2uXm8JHJjkEKyMdScv+MXQ8Pz3T043OvYnLT7hh2XM7Pv+zNAAtvTXxrnnjUNIofQOUABhtDBklcICeneNN83FsPMqQcfi3cVaSmocShZjzyTFB7/cgx/cUFaW27Esdho5sZ3KjHfbljt1JAsamW5WOi1Ns0CdAjdnzTv/77xg5pHcNYpipeKlHUWxYuWiECvurN0E8j0MrS616YQIE/WgabMgoVP56U2q5vosIbjswib+n3dNYbQvVpEVkQAiVjepIitcAG0BtCVBLE0634qoFKIq3IqqcJmFMxOzrVDt2DiXSLjUGVDAtN5oIcas5LxFSlv+7ps3zPTVys9uwc0B2rWv8a7v3rBq8+Pb9m6slYBl84ByqCiKy6QqRu7g37CykjhEOl520JS0+6vDMyFVqjGJIVyJf7i6jCt+UkHkWBlKmncujUrQJ/kK+Rz3pkVqcgjrDXSnLdZrxZBhhyPaxYwXw4VFi52+BnSUrZkCB2PpM26eWXFIpT4UmhLorjwgUigFIKG5ZIz96ep3yTQ+Dkg4SPDalzawZbuDT/9TDYn5XRZVURJbijagm+2bK4pMqQkRFlURRBUR21dDKgFun8AyjTA5FCCMoBQwHL9S4hU9BNSrPXRAzr4rktWudoR2e7I6chn2Hwz5S05fLXuqFBPTHO1IHUQDbs+VcF0NdKudWscUBgqrt6BdO5kvYLDvMyuZw5wExJX46Z0hLv9pGW2nUJVDMrATqpI5Ps3AbQRVtvOYUhOrwLgDyMZ650Cd7xyb11aRzMLLbJtDgtu+b58gyFOVHAc3mU0L3N0adNpW3MzbNC2Ys5bLNGfVeWrFad6SCwbOGTwOvP6lDVx4RgOEmxg513HyOBcjb0sgktDCrKxLsW3NjSCLGwtuWW7OgSRRCZ04kelNSsD3KPp7KGZbDhJnjexzE/6+t1zUFeBdLTgALFxxBuqN1uVtsWX1SN9kuRQAJV8g9Dl8Tw13Mp2VAEsKm3Mo89TEyXFwy5l08rTEcRKdgo9BXYlrbgvx/v9Zw6+3+6pwIS05ywqHDbgDS0iVqQWzYga7BXI3kdVcVrsjRW85oAaaJHfnCJfMgznnXKKTphgAkwLAhY5akNR6Q0lXia4ElhRE83NTXgyiK4U1H4aJuBS/YwIcvyzG594zhfdR4Nrby+rKwJBzPCUYIh0dN/HxtB+5rkbiqcMJK30P3TBIxfk5oFP4uoW3VNhptjj2HnRw8obB+vGnbLzcccM5d6sz1wtf/Pzn8OpXveKXa5f2vpXEu2qDvRK1aoJKmCAMODyX69bFmSw218QnN33YbkZvTTwzsyqZNXXBavXAPIGrbgvxgS/V8Oh23b/bcbuAO9N3+47U2UqZTmbIaEpWjpa1GzCirzzQbZFZytspsSQJpqsV0VIFom/6uVTqmY1hNM/ZFMg+qYpzQ4n1OfbVBIUrCw5xMgL52Hz2fP4K1O1q1O0xBMFwf4KNa2I8vYdiy3Yn+5DUOqimQkJ/mpoqkbXS0BHG3JWR2l9YqnPF8PGYI62mTziQJAIzdYmFS0/dMz4x+5/XH785ngvHc1pwADhhw1q0WtOg7XtR9ibgMmWRzc5IOEWSqH7iwhSQpiDpXthgZyqZxbUZtcEdw3E5rrw1xP/4cg2PPDU3uNM5OgRp6weW05vIOa213drCHGRaAFNmsbsMty0wEGWtaEfm8nCst53GTzXfkHM4koVoisXDTUDEzIqHtuaKb1MIYkyk4sCgtEM1aH6L+UYdznIkcfzSBJ949xQkgGtuKxd+rEKw0DFyStS473QfC6i2F1pzQu3vr/eDahUBxJykvVDSnpdTAotGQgzPW46+3p5D7tpDAtwvzW9DTLxj1Yry9+qTj5YroQcpXRCiEj2zTR9TMz4S7sCMjzM7x24QWeTYaZFwB01R8yop47j2jgAf+F81PPpUAKXbZV3Bzai23FTCo1lfE2ZZZ7t21I6idHMybQVkTioL5OiJLS204+LZv8gd9LnALm1wyy6PiZ3at+b3aKetE+wqPk40SEB0hyqr0sYQK2KVv3d+v0PGgIA2wfFLY3z6T6cgBMF1d5S6/FJVoR+JzIpTIdOx4rQA8rSiR7874QQTTVVpxBzoxBRH2Wti9cCqeizoO1YtHW0f6mvSQ73I472ib3DpPS3vD6a/+7MFmG4QDPTOwPMO4hcPTWPvRF01b4wpOM+qT4wX7qSSWIuDp5MW8rNyjOUG4/jxXSHe9/e9Frjdwwd3oUKno6jBVkDawE4f51WCed03sqQPCsA+pLk+MlJug13tU9IZabGiKFldpnXfEmHlmnUKmoYOeepgFuZwpk5mUZDlgHPlcCbcRdJ2sW5Jgv/3zybxitPrcLhdERQDIgIERywkWpIgEkAsCJJUkGU5ydaechxdI06B/oEGzj55HyI5i72zEuVQ4q2vCPCBt58/vXbNsnueOTglDrUvD2nBiTsfzGMHomjHZS8/b9NNJe/H7hO7Ynzm3yu49aF+XLjewfkby+gpA6HHdREBB2xduJXYsaty7A5UauJZBDgcP/9lgL/4Qi8efzqwHEqW59w6S9kN3KzAtW0RWKo96ZaOP8QNBaAX4dph3Q8X0EVqAhP7loWmOJ00BdBzarSAyVhtkwAy47aN9ohA99tMKYudjkwbCKLT5ini5aAzSwgAsg0ctzjB5987hT/9O4Kb7iuB29627mIbCwct6JaAAnCIus8lgWNZRocCHiPwXWDeoIPzNkucd9IMbnt0Ep+9fBh79pdR6dsc80RcNjLQcwAo4VDrkBa8r+biwUe3wysv2VWqHbft6YODuOauAHc9MowFlRIIL2HPQRf1poOYU9VKII2mAA7JEjtp5bt2NFkK7BjMjUAZx8/uCfFfP9uHLWOB7vxqLLe+EQbTyySgQHAIcKeJHYp8QbFd2d9x68K9keffOcDDsu42JI6Ef1sgtuWymQ4FVjxcAy5nyU0bhuJseztcaDXQ7xhLaCw50da7aMn1/9yxwogOuHB1+FBZ8lWLOL70l5O4cHMDThIDPAKkseIxpOCIBNAUBJHMEkB2S2iz75gDlAOK4T4X4H3Yd3ABTl8d4oJNM9i8LsC5p63atn79wl2t2adAiPvcAa6WgyHv+h0nrZ7+k73ttfjKlb0YKnlYOQoM9jrwmHVwUnBbxcRmdg7NnEmmuTZzYvh+BMI4brgvwHs/34ctOwNIM4iVmub0ZvqCKrbwqbLcro5zuyZSYid2ulTq2NVHqfWm3QDd5WYDnWTRgG6CK80qDglyWXwgO5/L1bta2cuiNsU0ClKCrExSmxWFd+rHs1k/NAdungM1LTx2kHAnBXvCVaYzEUyBfCHHF947iZdsboAmMRBFFlVJIIRAmwNtroqXTcZSiDwF0+cx4kRi34SDbTsrGJ8awFtf3sYbX7UEv3hE/smn/+HOHS57dviyZ9tg4/rFGJ+ehVst726x2i0rRvecs7hax7zBAAM1B+US4LtCKwzzSZ5sMJQ1hNVyJv0gwtMTwB2/KuGjX+vFlrEA0nM0qLOxIibO7VIlTbajJU7BobT7etuNfBx6qGiKFcbqAHnmYeaMdcGxNK8WDbqdGCoiXBboCWDREGIDOXM2hVR/0x4YayiJkCreLMwZVoyOFFmJeZ1kzmb2JM19P/u7KdrC1VCq9LMISASsXpzg7/98Eh/5usBdD5YwdhBaaqssCZcuWoJk/pIgCi8cYJSkSZ44lqi3OMYnKQgYEl7FhtVLcen5x91SHjh7txCzcJzu2Ut7Oc+6BYBPf/ITOPfCPxgf6a/MLB4Qr0O0B/OGPPRWJaoljnJoEkAcPhNwXQ6XZTfGlFCKMQVsj0UIwghP7ib4xNd78MXLaxjb70N6bqflpgzUIfA1LTGcm5lMJc1oCSNG6JUft2ID3URJnIKTmcabc1afpO9R29vb6Pg3IeljQnScnBLL2mfx8Fy4scsVIhe9QXaCUdJ5lchdVYACjbJP1uzSX5Tw5s89Ungl3wpTps/Zp7D6o1k7IAJwgsE+gfNPbmF0NMFjWxnGJwiyEcsUAhSSqMiKY/02u5OYOqFU9rLRkpic4RheeCr6h1b8t4P7dtzaP7j8cKD77BbcrE3rlyAs9dwzWGr9aPnwnktnJ59Cwj24TCLwVOLHczmYy3PzcZieTWnA7bJYgXsP8LGv9uD7N1bREq52KDOurVo8ZJJXP81QylRbkutrUgwLkk5aQopAt6x0MR7e6WjmQZMeYvtYp6YuxcizL3tb2eU9OQuurDYx1rv4v1TjvyEVHIW+DFCQ1NmkVBtxk3XUCU5l3amOvasic1DaEQmXUo0TzCy5Hi8Ic1WhkBHBcC3Gm17RgO9JfOwrfdj6DICQpH8tIgwNkEw+wYFY91dUVEsJrBoticY+juPXLUe5d82PKrW193BMHy5sDx/gfQMjaEw/vWPN+lPec/v99zgzB/xXLh+J0VtN4DGe8m7GBFxHW25Xhf5scId+G1t3E3z0az34/o0VtIgLBLYzmTXGdA2wSca3TTU/K6TfTXaS5Cx2d3DnQV6wqGllfaHnIMmD2QiqcovkbFv2dBfQzqVRSSMmpCC+smPiXf83YVpd0QOoGDPVZ47IPpDaQRSpn4BU47mFRNbEXlfrQ6agVu2PCRwTXdFCLikJpKMBDgLZIvDcGK99SRMQBB/9ag3b9hLAU3tHgKAFBsr18QI0uCUSAbRiAjcCekKJE9cGOG1T6arjjtv8nmf27BxbvXLR0Qc4AJR6FuHmO+4eW736zId3s9YreysPYmSwBUoImm0fQhBlsRkHYwlcR00UdlkEl0UIwja27yf4yFdruOLGKtrUBViejqgaSlVmZhSBrhXfZjSLcXc4kzle3Rn7JnOAmxbAnaoDC5ETIH/5T7E+x7U/1zbCuttVbGVAb4M/fU6VohFrmwzcOrmjt6cwj9Uf6QZyPcpS8yKSVsQrqw0o/i1V9Qx0vJFmMXZdFKrvE23VNbgdboU7KVw3xmsvaAKQ+NCXgR37JBCon8cJQRNOpvLk6ge2E2AyUsdwsC1wbu8CnHrSaQ8f3HPn2Jp1ZxwJZI8M4ACwYdV8sGDBp1cOPrj8/ofo6//+nwj++KIIS4bUtzZOpeLcsQK3GwGkjTseZvjKD6v43o1VRNTT4HYB4imrrTUlipLkrXa+QU+mLZkT2AUqUtR5FMFNySGsOrpY8A4wd0HyEawi6GVXMGuQ6a5Sqv7SCFylntWjgEzp3CBPfweFKvPStMBsIqXaX4DqPa6mqxnQQwsShOoOmzYB5VkzUEEgHQrpqEiN6xK89oIWICbx5R9y3L9Fop2oX5wgQJ07afbZhTp+xy+t4w0XTuKnv1yAurf08iUrTv70lid2HfF+fU5Ho33wu/D6a6U3/+nd1+/fP3H2SauA805KMNTbQKXcQslvwfPa8NwIvtdGhAjfuS7Ah7/ei8l6gJi4APM0sBUloYRonq0oifrBmaVmlkU2BcOkw4nsHuMmtAjiguU+xGvq/cQ6SSzxVEqJjPNJrG0zxzKdj2m2IZm4ixRokz0L03aESe5kzvrMFF8vdvAl6Ulvmohm26nHwvpbhc5jHY2Z8tr+XL92InVBuKUe1ZPtGE3guhEkjTHTAP766zV859oa6jIA3ABwAoTMQb8n0R9wDPUA55zAcMo6jp7e3lv/+cFLXz6vur/x8Xe/4oixesQWHAD8gTfi/vsfbPzZWy+NbrrhagRsAkIq/h16EQK/Dc9tww9aaMsE/3x1iL/+eh8m64ECtkVJzGRh40SmCsDUmcyqcDpG+82RncwBJ+dQkhygO+8XZl1aNMXYg6IRL1qIDotxCBMiD/0yhNQtu4GcECnj6NpyA6k4yzh+JtMJirwlJyTXw91colILDgIYS02000mk+h/I7utCBCoVDxdEqvEqVEA4Ao6ZOiEppB6lwhwHfeUIn3zbFBiR+NbVNdRbEvCBlvQxDQcVV4UQx3YLhKURvPoPXxl9YAVtrFx95OB+zgAHgDVrVkBKcTdvbjzj6W03hwO1JmqVWVQq0/DdNhwaY/sBiStvKeGT3+xX4HY9gPoAdRUdoSQFdjpGJAW0PfGsk3oYC95V322q4Gl2IDuLFzqBXnQoU35t0xN0A35nCO+IlwGwRA75shD3NhEdKTMAF2Pp2YAF1RXLPJfF6dUHECEBQlN+L/XfMhw9pUTURFaovq9AryZNqEafqjuZ4uFUCjXxjRJQQSEdq8BCUvSEbXzsrdPwmcRVt1Sw9UAC8DbqIsB+6iGYIuirOli87Pjm0OjSuyk9jHzk0QZ4qVRBu9X44LoTzpCt+mN/vndia/CLRxK0owCj/RIj/QJf/2EF191bRSQDwPMB6oM4DA5VMymDNKadFSV0ptfzTqQBpa0IzEVIOsBrWW0N+hyIUzATq893IZ7cDcTpc6kptIDZzeY/O75h/RkD7BTk5jVtvY0/aiw3IZlGBQbckLo/ij5J9D6zT1oz/YxA+44W56fEgBuQlGbNMI0UOgU6UaAm6oSigqheiJSCUnVicOrA0R23pKDoCSJ8/B0zOHdzG1/7YQkj/QSDNRcz7RCPPBli6bITWhddcPYXPJf9dblcPqx9eFQBDgB+UBK/fvD7H22hL/7enUv/6se3T3tx28fZJx7AqkX7cceDJURxCIQh4HhwqANPa0h8CqukrNCAvgjegnXu9tqhlIHUAjWsy3OOlhhcpvSEWPe7REqATkv93PzLTqST7L60Pid9yXIsbeueOws0yNMUjVQ+Q5oJJarXJNHOKU1/s9QnGdFhw4wOmchKWlAPE92RuputrvKiSgbLKYWjZ3dSKsDSMjnVo7xUkjhjQ4THt7tYMS/E2etC1Nsxtk/0R3umej9zzU9u+du3vOkPxRHtv6MJcAD4+HeSiPnzP9VMkuictdv+ZqgnopdcwDC2l4K7PuCX4bgePE1HVCayWC+ZUY1cVg8ZeJ0Cz+6WtCk6ibSLtYb9GHlxlaEdWT8P21LLXHayO/kmnVTmMAFNYFntAjlPWYslsrKtuwEzTa8DmSW3ryymNZr5XZIbZ1lNXSBEpp0gtPBQW3hNiSggpZ4WoamKoPpzjSMroIbQ6sfccjqFoHAEBecCXDjKiY6beHysih/fNoqx03ysXOyL088c/JsLl8jPIdoZveVNvxk+f2OAf+czr8dPrr++SdnaHzVmqh+jjVuwaKCNH91exgyvohR4KLF8PJtZoqjU00cGtGJ4rsOJ7EizZ1Y2dTDnBHYhjl0EN7Ue2Ng9lHm2rwC59zz7spM5BuSyC8iLwLWhjCLICTR1garPNPtSmhNUplck07KYaIsOQjJ+TXWc3aJAUkdVDA8nEqrJPlThAiES4NbxSnvgCAjBQbkDhwrECYPgDJ4HnLCC4+YHCK6+TeIdSzfJ3QcX/eiJsVbz7HMvwm+6fmOAA8DKlYvRSBY+MVzy3zVx8MBXvvRvN9Pv/WIQA2GAqqt/vLZOqeqPKFkkJd0tXQbwOZzIgtUuhgO7OosoAL4ATqqf7Rr7LuBtrvuHfnKO1QXMplUEsV7P5YLSVLlM30tk0ZKbbRTQ099oAV1Ki6NLRV1MqNM4nKmjS7Nspql0I9wYjUI5jj52VNMURzuaDhWI9efWm0Dge7j0zBk0k32Y5b8vSv2r3nXixuVPPPLY3qMBzaMD8OUrjoNsPxjBO+0bX/rew6UHtq75/EgwjsGqAIFEPSJoRmoXuI5U/Q21Jbcd5NxID72j5uTa1AL3XBXxyDuZQKeTmD5nKEaGCxsjWRaRWJ2tSEZJni3k91yXrTK0Dbu0f4fZb8TQmCzzmZ0UJE0aqd8ss8iS1BoQgrR8LP1bNHNETVsqk6kkVGZXDBipQH5mEzUF50JAOlCTlSXQbHtotBkIgJLv47XnVUBLjb98/00nf8Mvb+UvO+u4o7L/jgrAAYD4J+LJ7Xv4O970uq2b1tw3c/XV11fr9RkEPsOvxtqoJy7KDHCp0lW5uoGnzSWFVcJkjp5NX4pp9lz5GTLw55R1FDnQdgDbIrS2RbdpTMcbLfA9H6A+kmUbA2LTG+ubZeHFbN8SovUqOd9CgT7j4brwmWSW2w4hUuuEUX87051LkV0xmaMUpgDgOAKBF6PeFnhybAjMkaj2DKJv8Utmlq06ceu/LN7Nw8rKo7Z/jhrAAaC/VkKjMXPV+Wef/G5G+BfuvfuW/pHaJHqHZvGtn1ZRYgweAwJXwnNV8YLhnYmQiDlUnztTZkVs0NoUhcwRFiS5x51x6exodDxVoC32yj13GKg+At/yOa38e/O83Aa5tLYxzYjS81lqgmNRN6ppiHI2rWnLRCVwJGAC7Opv0MwYAEirg+K004I6gVymBkdRAgR+jFI4iytuDbDliRgbjxvAyaefN75w6ab3TkzWrwpLlee4V7qvowvwPlXCPzU1/e3zzz2TjQ7QT9P61UPutgYC1oPAlQhcidAnCDzAZSqdnXCJdpx197dphB1FodSkwLvQFJJZ+QzcVgiwC0g6qmi6rOeUtHkO69m+x5xvIl2ekvnHco4/bhxudYHSERGZqQ3TmTnUhCK1XJbq4IDhM+aEkqoMrR07aLUpEg1qzxUIdBjRcxnaMcMDWykmp8t44/Fn7T9uw+n/PYribw8MzcPRXkcV4GbVaj2IWjP/tPGk0+lddz/2yWvvmBgarVD0hYDvEpR8gnJIEXgUlBJEscRMPUGrLdMeGEbdl+PcGtz5Jj0k3dYGe1EJmNk5pMDOKfmO5nouJ8VR5Ds2bzf/Z0mhwlfU4CZED5clEpKS9EqgwC2VqpCYjlj6rVTC0REYoqNhMQdabQeTs1QNC3aAwFO9TShRArCE9+NVp81iEsv2n3HGGR+YmY3+aaC/5/B+3BGu5wXgAOAFVfzN//7BN4QY5oM9a/6uf/mu/u17BVyHoBJS9FQYKiUHgafGft/zGMd43QBY83NkoTtKSaFxJrEqc0iOxtgJHGPFpcwu49I2azneaiHE4qy52PSxJt32OsR3ycBtD41Vb8pZdBNZsQyJkBldsTXqytNUb06jLlDgZnrOUhjEaLQSbH+mBEJUH8FKSUUSQl+A8wj3PhrixPVLxl92HHt/NPXv3xxe/JbnbRcdVsnac10/v/pyvONNr/nVmqXlp1cti17243sm/YESw3Cfi8E+hsFegpGBBKsWNVGtHcBNDweQnOYmoKkbse7rcYaOBXxqRqho1R6lqZovU+2pxxlt6Y6OYradpGGZ/InT/X6xLG2u59D1drhtLPLbWY1D7R9CLHALu9i4c+qwabGWNtg3nqO0zmjbGdefaVSHyokUKAUxwmAGl98U4eGtPkTCEXM1kYE6FLWyQE9lHPfvXDHTU1vx7snp0ndOPOWPjvb1M7eeNwtu1kVnToqBxc7lN904lGxa634rnn4mGOp3MG9QYLAWob/WwuLRCTTkNGaSPoAAAcvAlaoGDdAdI5m15KrU6t9n05YiP5VI08rZECfZeUk3IbIUNLqXyIvIemtIdsTrjdOuvnX3XtzSCn0QKNmsIKb2Qfs4WhNOpVSKwZzeSU+JoCItV3OohO8l8Nwmth9g+NUuiZVtYKCSoN1WXL4aSixevLa1cNHI//1vd4ffXzzQ+I3S8IeznlcLDgCf+cLV6Bn8I/nkM4OPLRv1Hl0633vVcO0AWzKvhUUjU1g8Oo77n5zBh77Zg90TPai4BKEn4TE1D8g1czk1uA3QU9A7RD3W/5vH5kYdajmmJLXIqezUWLEOb6wgjSWZ5T8aFpw+q2Wew3obJ5oWtofiuLCvTlafFK7n2qgeKLAAn822z3WyhWXNC3HuLKRoLLiEywR8L0atEmHj6hk8PEbx4NYAjZgijiWidoxlS5a2hkcWvumyl/f9cNPCBv9Pl73x+Ybf8w9wAPjJdVfgve+8TH7zB6967HUX795eLrdfXfIew87xJm58SOAzl/fg4bF+lHwXNU8i1GWanqsiLYzlwa1GGFpgdqxbSlMIHEpzoCe62h06sypyVk1mzhgMVbGTOgbkhwFwHDnAi/0Qu95otm1ej9M5ncLYd6GBnXCSdWfVv7vY2DMFunWSy/QUty9f2WOiqSRjQndREFg0FOPkVTNIRBttwbF/huOUExY0RkdH/69L//CPvn/ltb8WZ53/uhcCes8/RTHrkktfg33jbUnZ67Y3px544mc/39f3r9c2B+/f5mEiooDrwNfOpavHFbqMKIA7GdemlgXPeHZnCwcDcnMQCHTDda4OGRfCArrpJZI/fGYkn7qfzYB8Nq7yfCWA8hx7roFZZluZnqRm7HWUqJbE5rcaepMf2ot0MoQjpS4qVgbAsZoPqROE6kSORJyoXoaJoGhFIRYNSfy3yxw8/JTEA7uGp7g7/M6/v/3O70lC8Pa3vPmFgt0LB3AAoI4Hx8Ftixa9ZfVnv/zhP37ba+qfu/a2Xw/c8atptEUbsy0XLpXwmYTvEgQegeuQtHSLpJEUkiZ7bItdBLedFDLcNOHqMh4nAkKo1gSJnhxgLu/mYNvV7TlwHcMUJrFvxC4Ekfokt1pGJEBCFQWJYqAVq2nBhokZA5E1R8rA7sjMSZWah5v/uYRqgSxIqjd3mUCSOJBSYu8EUK9XMHZwBG751INvudj7i0XzSt9l/yJeUHADLzDAB2sE0CzgL9959j8DjHnloU+tm/+LoVLlcXz2e6PwXYpSQFAOCQKPwnEU6EyYzwDYcYxFJ50gTzk40giLuaRzQcDaFK0WRTtO0GzLLHOqCy9Uxk4hm2QlNUcUKpRHcBLMlYzqvnHhfRrcJvniUB2ThroCSkkw3VD9RVptAa5n5KRXP4ek+8tMMTP9utNWESBwTDmcCrvoKxtB5Kj95xCJUsAw2wA+e7mH1QuX4OLfO39/efisv2qK+J9Jre+FhFq6XlCA544TGcZsvfmPF553Pjl5Lf/kv111YCiUHNWAoFpy0FN2EPoOAGNlRToNN3MwM45NLMvOKED1qHFX/8/M6EOduJisc4wdkHC15WPaYZVU7RSiR+Cl7cqeBYHdXj4cjB/JhSCr+jESWEtpSSUYE3oCngBjStY6UGthz7iL3QeUFNChAHUIXIfCcQiYUPtP9TRRNZZUW2jpWNoV6CgLCIRuTB/Hiha2tZDOc11Q4mHpgjJGl1+wf/36cz4gpfxHPzy66fcjWccM4ABQKYeQ8sA32IJTkuEF/uc3rb6lrzk7jlqZYqjfRSlUHvjULEeciBRolCgwuozm+bcBvwE2Azw9MMtzJXxXoBRw9Fbb6OmdxK1PlLF/soTeUCh9jJSq9bjlCOZSf1aA/LAMeZo3P8SWdpi5sKUNLjsdbpemmUp41ftRwmMCnsvhewl6yhEmZmdx22NVHNxfRn8FCD0CzyXgTMJ1VVGwa/VgtfsfCklUgyBA+zPKGAgBtNpIj0spdCAlhe96KFVW4h1vOn2iHWx+39MTybdWzDt24AaOMcABgJBBtFrJty9+yanjMwf3rIAUn9m1/X539eII8wYjHJx0cd+vXcw2VKlU4FE1cMqh2gFVsW+kvDKbxqxALeF7AqEnUQoSVMsRRvpnsWTBOPp7JZ4Yq8B1stF5DtXWyxzzFHUyi46kL2TLaK51Y7U0MG3XVnb89tx+MJGaztMhDd2RfMLVlgebIbcuU+Au+REGanU88Uwd922pwqcUhAgkXCI0iR7oTCQRIIRmsmF9IiVUglH1vKsTa4EnQANgug5s2RlhfEZguAeQixg2nnRKHPrs/QOjZ2/1/dI1hL4gQbpDrmMOcAAIAiYeeGjLVRdc9Hve9MFtjZPW0i+3Z24mdz7SpFW/hkpPGzsfd9AXUjUniBB4LkUYELhMHYw40ROfYSy8kuR6rkDgCYQBRylMUAljlIIIcBIQHqOVCNRjosroHCDR4UjjXJmocreWEqQbEklmuCXJ2lLafCV9mwVQ+7niyk9ay/oQpn9DDxxQw3kFPMbh+zHCoAXGYkghMZMAMy0Ch4jsxIDh7QTMkYBuiim4QJyonckcNSvec1UX2Fo5QU+1gYd2UAz2uVi8YBaPj1XEgmWnyIHh1X+6fsOKbx7YtzsKRlYfa1gpLBzrL2DWxg2r0R8eiJYtGf32xuMXrdt6cMOH90+vQdlPwPxZ7J/laLTVUXVditAnqJYk+qoCtbIqrIgTJdYC0XoWJuExbcF9jtCPEfiq0xYBByRHwgXaPOtVLQVMp5GOtLqS42YNfdIlbRDK1B9NCxGKyei5LLoNeJJ/rx23T5vai+wz1HtEbqKdmVoHJKhzVXTSjAhakUQ71vtLR5Mglf/iOuqDZxocUzMJZhsJmm2h+TZQCjgGemfQ4jOYnJY4f9MyvP11az4c9CxeF5YGv/3Ag3uioRcJuIEXiQU3a2T+GgBofuxz/7HlI1/b/KkbvjjmMbAP/vzqXzsx55CEgTkUgUdQCSX6qxzD/S00ogRbd/lotRlqFQbpKdrCHAnPkwg8Ad/jCLwEnpuAMQ6e6Au0lHpmDEkTPnnQFMORecudKfV0gRkxtFtHHZCl+4vINtzatuImS5j+faiRJIC6IgDI5s/TTERmnECj7HN0tykAgBBoJxL1hMCPVV7B0QUnLiNqRDZRuYfeikQrTvDIjgjtNsVwTWhqQhEnOrouY5y4Imnfj3Uzdb7iy296de+nDjy1hw8tP+dYQ6hjvagAbtZH/uISPHzvf/DjT3ndR3bsPMje03vNX5aveMjfsytCGGg1YpljoDfCykXj+NFdAvc+0Y9F/UqGCzhwqLbeLofvJim4XRaDOQna6chrmQqPzLKttkOQpf6dfExdaDOdVbZnGmkiSapp6Waxc3zbylSarCRgVI+ZKIoYTbbu38cL2cfUUSVmQK++yQSJ4GhwhlICuLHuA0iVnyL0j3cdgt6qwIKROp4ar+O623tV2zzN62fqFI0Ww7Z9i7BzetkvpJy4JJYl8fVvNfnb3vzaYw2brutFCXAAOP6US/D07lksHK1/cNH8i+kf0/VnXH3V9XSgh5/h0wlWLkkM9zWwf6aOm+7vQb3hgPTLtHGkyyQ8TyD0OEI/ge/F8L0YLuOgelAWUNCFA4BltSlRITXj0JqYMaCyn5JLTRsyCSlNu7Di8Kp/TJhPJ20c6woh9BhszjU1gfEPskb8wsloS/7zzO/LzpYWJ2gmWX6AORJerEaFCDPFChI9IXDRpibu+rWHPdMVlANF5/p6R5JI+neccepF4rTzV94HoLVoXu1YQ+WQ60ULcABYlIWYPnDbzdfiD166ucqT2a/Vp3a8Lmo+Q0vBLK5/AHhse4gF1Uy7oiy3ROhxlMIYtWoLlbANEAXu1N7pCIfdsiLTeChAM0dpYVxGwXRYElCZUM65Hrmhk1C00GIh92tsXpPn5cZ620kpQI3VNlN+40S9z6GAUIF6OFRJD9LBUrBOrDTWk6lrIglMxRSNGIgSAUoEPCYR+iqbGycSUUxQb3lYt5jitHWz+PFtPlazEhYuHBXLV664oq+v+rYHHto984eXnnys4XFY60UNcHudde7vY/LAUzOe7//X/fuWPrln573HD47Elz65cyuaTQf984BSwBD4FIGnIielIMFArQHXnUEraaOn5IBzF5wzVZNlBZqzS3uWtmZUAdxlFJ5H4bkULlOAbLUpWlGCdqSyg0Z7zpiKHZvMnx15MStXRKAXhUytKnM0BREE7Zig1VZZSMWTVezahAZdRpCITBFoKwOz0L0DEAcOgAaP0V9uYYZ7ELMuPCYQ+hLtWKDVFphtOZiYcbF4xMWC/imsXnUiNmwY/dFF52x8eN78+V9stVoz69YuP9ZwOOz1WwNwAOgdXAYAB2S05UOLl16yBO1RnHrKiku3bN+BSthAb5Wiv0fC91TkpFZtw3Wn8d2bgK27qnjj+RSLhpgWILXSviN2cUVWEqdUiy5TIcnApyj5QOCpvy+EwNZnBGZmBVxHTRr3XBOTJpDpCPdMUQgUysjsLCFVjp+rrz6ey+EyFfZ79CkKIVShduA5um5VZSITrk4EzgHBiboZoEOJxEA9VDwHg6HAopEYb7xoAo8/Q/BvNwxhouGiJ5RoRwKTMxyUCARMYv/wCDadeAbmrTrhRxectem9E5NTO5YvnX+sIXDE67cK4GYRbzVksnsHwtPft3rFvG//+Z+c9J6JfdvOla3HsG98EkAJzBGolpq47l6Cf7hmAPMqJdw37MBZH8F1BajDIEHT6W2mR4tj6j61JJcxqutIgUooUC0L9FUjVMuz+NaNBI3ZEMNViXKQJVykzsqYcKIpqzNLyqwppjAiL2KGoEoEPkcljDHY20RPzxQevmoE/T5BrULAQ3VWOFQpLRNuFILZ5GIz6k9I1YSOOAw1IrGkT2DzihDrFwzh/BP2YmJ6Ar+4ZwgxJ/A9AilnMNEYwMmLNmLh6uU3L3TcL25wV/4KsrXjtOMPf2zIi2n9VgIcAAibBwBPSimfBPDwL+/FvOGBJV/9j589vnJizxPO6sUxnjnYxjV3lBCSEo5byMAcF622QBw7cAkFoFo4B1YzIkIz1aKRA3guQehLVEoCtYoCXm/PBGbjEAfqZVQ8rhsaZfMqjaPKNI83YE4S1RbNMGSTVEKqJ1GSgnIYo7faQIRp7JoaBA8ZiG5W7zhcnXixgySxZmEKIOEUSUIRJwxJwlJRlO8AoQtEEcOvt9dQq8Z41RkH8ci2JurtECMDHl5y7lreohuerPjy7UtWnLkbwJZuTUd/m9ZvLcDN0gdgi+R7t0Qxf/nKVeGC5eeedgWp/6Tnnkdb5W07BVYMUSwYcjBYE/Bc0ykbkNSBxxxUPY7Q1YXOMvu7DlXRE99T1KQccFRLMXoqTZTDOggN0OYEUUIQcwkuVCth46yqE4TAcxUFiWKg1RaIYqEdUqraDOdkBlnhAGMcUko0oxgH4SH0lFPo6pMg5qrfiEy5jipsaLYZGHPRjj1w0U45f8QlxqcS7NxHsf2ZCpbPH8f6lT4crKm/4Q3nTY8ONi6b5ct3Ac6O33Zgm/VbD3CziDMCzuWOl58/7+lmo77eSc49nVfO+vp/mXoyaY7v7F8+eqC6YKgBj4k05MYYQ8WX6C0B1ZAgShQIPK5ep1rT4rsSoa/S/eUwQiVsQSCCgPI4ucxXBgEqosIYhe8BpUBFKupNib0HE9SbAoFHIKXqlS6ElubC8gWouhQ4IAhoE1OtMnp9IPQkgkggirmiIrqDlOOoFH0iCBozaiBYvRYgiVtQYRuBRlvi6QMclHGsXDZ/Zt3gxvE/e/M6tnNf6U+WLF16Z7VanRoExO8KuIEXUar+aCwlmyXCdcYnvOrC68NS7+r//uFvr3jrm9/wtxedv/qRNSvcB5jb02olveBC0Ye+QGKwRrByoYd1K2K0uECzDUCqbqvKAiteXAoSlIIIpbCBf/lZgO3PlFBipsBANS4CdJjRUTqZwAd6SgJLRltYMDqOp8eb2LlfoN4UaEccMZdIuNULJk3SAFHiYOk8ij966SSiKMZMRNGMCNqxRBRLxLE6WUGAks/heg08/FSELWMu9k74mJoJ0Gw7gOBYMBhiaKDWQnnggYWrNj5y7gWv/1s++Y8r+mq11auWz79+5776BCHkdwrcwO+QBbeXGywGlFiusX/fGEDcz4iEfqblnOUMLur7sktnVvO4fHZvte7MH3Ax2k+wciHHulVTuG97D9otR1MUAtdV9CT0OcIgRk+5hf2TEa66rQ+AhzITuho9s+LQ7/WYUt9VSgkGe5uAO4WDzSpmpl30lJQQzPdU32z1NgnHUfJXIQjakQshfFx85iy+e3Md4/U+1Hyg6UmUAqWT51qP4rsCraSJf78ZWD/agueGmDdQRRgSnL15JT/zxONuHeoNt+w9OPOuA9Mt7nk+5MJ/lSuWLW4c6+P1fK7fSYDba2h4MZAlKxMp978N8Pr2Htj0iUXzbvBCuYuvWdWzadmC5GTXn0ArilEhDhhzQIiE6yhqUinFKAdt1CoNPDImsW1nD/pDgt5QgAuCyaZKMAmh+DfTFjyV6/oJvHaEWHA0Y6AdSUSJKuRIdBmZar3A0VOOkHCK6XoAz02wan4Da0ZncOtDVUyFDkquQDmUiGKBJBFotZU4irAYftCP4ZEF8MvefW0x+8t1q1c5nzzj4kiykf8B0ZpYvqgXAPDx9x3rI/PCrN95gBcXIUMAMAHgnQBw/323QkpybslrvSzwhy57/R+QNR5PsH/Pk2hHQOhFKPmz8FgdlbCNHfsSfO2aMprSwbxQYskwhRcKPPR0gokGQ19F828HOo6ty8jS7pcq0sJ1faiiKBKcq6hLb6WFRMzg4W19CL0QLuPoqTC8/ZVTGNvfgwOTVbiIQAhQCQkq5RCRcFAeOA4D/QKv+b3y48tGBq4Y7PV/woW8ee2m8wC8+1jv9mO2/o8DeHGddPLZAHBzu7nvZmDDLW94lVzB2xPiqqt2CurOW7b5hP6/ate34OCsAB9/Gtff2cbEwQo2rWygMcWweCTAWSfVsWbnBL73s34k3IPvqbpSzxUIXBUxabZcxJzBdQjKnqIzba0DabYE2qESiEm0cPlNEo89SXH28Q4WDBHc9IALn/n4/c1TeHznAM7cuBD79gMb1izHQHnqU2PP7H1q0fIz6cL5vXT+cmcrgOvnDQ8e6137olj/xwPcLD8cBoDrzePm7D44zOttzuy+Y/uOCFvHaTw4csKfrz8heem5Z3loJG384MqHMH+4jRUL2hDMQ63qwnUZBmsJojjC7KyD3koDNz7AcOZaVUdHpMBwj8Qpaxv41VYGRj1IEWPnPoYVC13A8TB2sISDsyXMNF0kZD5Gl7wMUpbxtvUNPL3X/elAz/Tnf/m4525cfwJWLh+9udGMJhctGD7Wu/BFuf5/gM+xwsowAEwCuBIAnhrbBQI8FtbEyLwBKqZm27h9cDvKJQ7GGIT00Wgn8cWvPuejS0YmL972TCMmMsS8BU2wvS78KkW5p45zTmXoD0KcvqEOt5dh+YgLQSLsGS+7gwtqV7vsyo+WSyWXuR44KCSp4bjVJ6GVlLBgJKJLljp7QfDU5tMXH+td9FuxfrdiQsd43XP3XQDISOg8XXt8bFZKHmLpghZuuN/DKSspqj0t3PUIRX85wEmrG/j5/QzLRxki0cbuAxVyyoYFU1LIvZtPPe1Y/5TfmfX/AR60uwngIi4aAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE5OjExOjQ5KzAwOjAwZuQx0AAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxOToxMTo0OSswMDowMBe5iWwAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 207374000
{'hecke_orbit_code': 40532396713443853, 'n': 1, 'trace_an': 2}
-
id: 207374001
{'hecke_orbit_code': 40532396713443853, 'n': 2, 'trace_an': -3}
-
id: 207374002
{'hecke_orbit_code': 40532396713443853, 'n': 3, 'trace_an': 6}
-
id: 207374003
{'hecke_orbit_code': 40532396713443853, 'n': 4, 'trace_an': -3}
-
id: 207374004
{'hecke_orbit_code': 40532396713443853, 'n': 5, 'trace_an': 0}
-
id: 207374005
{'hecke_orbit_code': 40532396713443853, 'n': 6, 'trace_an': -9}
-
id: 207374006
{'hecke_orbit_code': 40532396713443853, 'n': 7, 'trace_an': 14}
-
id: 207374007
{'hecke_orbit_code': 40532396713443853, 'n': 8, 'trace_an': 3}
-
id: 207374008
{'hecke_orbit_code': 40532396713443853, 'n': 9, 'trace_an': 18}
-
id: 207374009
{'hecke_orbit_code': 40532396713443853, 'n': 10, 'trace_an': 0}
-
id: 207374010
{'hecke_orbit_code': 40532396713443853, 'n': 11, 'trace_an': -31}
-
id: 207374011
{'hecke_orbit_code': 40532396713443853, 'n': 12, 'trace_an': -9}
-
id: 207374012
{'hecke_orbit_code': 40532396713443853, 'n': 13, 'trace_an': -39}
-
id: 207374013
{'hecke_orbit_code': 40532396713443853, 'n': 14, 'trace_an': -21}
-
id: 207374014
{'hecke_orbit_code': 40532396713443853, 'n': 15, 'trace_an': 0}
-
id: 207374015
{'hecke_orbit_code': 40532396713443853, 'n': 16, 'trace_an': -23}
-
id: 207374016
{'hecke_orbit_code': 40532396713443853, 'n': 17, 'trace_an': 79}
-
id: 207374017
{'hecke_orbit_code': 40532396713443853, 'n': 18, 'trace_an': -27}
-
id: 207374018
{'hecke_orbit_code': 40532396713443853, 'n': 19, 'trace_an': -56}
-
id: 207374019
{'hecke_orbit_code': 40532396713443853, 'n': 20, 'trace_an': 0}
-
id: 207374020
{'hecke_orbit_code': 40532396713443853, 'n': 21, 'trace_an': 42}
-
id: 207374021
{'hecke_orbit_code': 40532396713443853, 'n': 22, 'trace_an': 4}
-
id: 207374022
{'hecke_orbit_code': 40532396713443853, 'n': 23, 'trace_an': -254}
-
id: 207374023
{'hecke_orbit_code': 40532396713443853, 'n': 24, 'trace_an': 9}
-
id: 207374024
{'hecke_orbit_code': 40532396713443853, 'n': 25, 'trace_an': 0}
-
id: 207374025
{'hecke_orbit_code': 40532396713443853, 'n': 26, 'trace_an': 203}
-
id: 207374026
{'hecke_orbit_code': 40532396713443853, 'n': 27, 'trace_an': 54}
-
id: 207374027
{'hecke_orbit_code': 40532396713443853, 'n': 28, 'trace_an': -21}
-
id: 207374028
{'hecke_orbit_code': 40532396713443853, 'n': 29, 'trace_an': -62}
-
id: 207374029
{'hecke_orbit_code': 40532396713443853, 'n': 30, 'trace_an': 0}
-
id: 207374030
{'hecke_orbit_code': 40532396713443853, 'n': 31, 'trace_an': -135}
-
id: 207374031
{'hecke_orbit_code': 40532396713443853, 'n': 32, 'trace_an': 291}
-
id: 207374032
{'hecke_orbit_code': 40532396713443853, 'n': 33, 'trace_an': -93}
-
id: 207374033
{'hecke_orbit_code': 40532396713443853, 'n': 34, 'trace_an': 111}
-
id: 207374034
{'hecke_orbit_code': 40532396713443853, 'n': 35, 'trace_an': 0}
-
id: 207374035
{'hecke_orbit_code': 40532396713443853, 'n': 36, 'trace_an': -27}
-
id: 207374036
{'hecke_orbit_code': 40532396713443853, 'n': 37, 'trace_an': -113}
-
id: 207374037
{'hecke_orbit_code': 40532396713443853, 'n': 38, 'trace_an': -392}
-
id: 207374038
{'hecke_orbit_code': 40532396713443853, 'n': 39, 'trace_an': -117}
-
id: 207374039
{'hecke_orbit_code': 40532396713443853, 'n': 40, 'trace_an': 0}
-
id: 207374040
{'hecke_orbit_code': 40532396713443853, 'n': 41, 'trace_an': 235}
-
id: 207374041
{'hecke_orbit_code': 40532396713443853, 'n': 42, 'trace_an': -63}
-
id: 207374042
{'hecke_orbit_code': 40532396713443853, 'n': 43, 'trace_an': -804}
-
id: 207374043
{'hecke_orbit_code': 40532396713443853, 'n': 44, 'trace_an': 174}
-
id: 207374044
{'hecke_orbit_code': 40532396713443853, 'n': 45, 'trace_an': 0}
-
id: 207374045
{'hecke_orbit_code': 40532396713443853, 'n': 46, 'trace_an': 585}
-
id: 207374046
{'hecke_orbit_code': 40532396713443853, 'n': 47, 'trace_an': -152}
-
id: 207374047
{'hecke_orbit_code': 40532396713443853, 'n': 48, 'trace_an': -69}
-
id: 207374048
{'hecke_orbit_code': 40532396713443853, 'n': 49, 'trace_an': 98}
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id: 207374049
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{'hecke_orbit_code': 40532396713443853, 'n': 998, 'trace_an': -29189}
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id: 207374998
{'hecke_orbit_code': 40532396713443853, 'n': 999, 'trace_an': -3051}
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id: 207374999
{'hecke_orbit_code': 40532396713443853, 'n': 1000, 'trace_an': 0}