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{'Nk2': 37800, 'analytic_conductor': 75.45862991010996, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [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': [9450, 1, [9101, 6427, 6751], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 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': [[11, [0, 1]], [13, [2, 1]], [17, [8, 1]], [19, [-4, 1]]], 'hecke_orbit': 91, 'hecke_orbit_code': 405323966496908522, 'hecke_ring_generator_nbound': 1, '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': False, 'label': '9450.2.a.dm', 'level': 9450, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7], 'level_radical': 210, 'minimal_twist': '1890.2.g.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+q^{4}+q^{7}+q^{8}-2q^{13}+q^{14}+\\cdots', 'related_objects': ['EllipticCurve/Q/9450/dm'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9450.2.a', 'trace_display': [1, 0, 0, 1], 'trace_hash': 704617721193813616, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.015', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.006', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_cc • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [5, -1], [7, -1]], 8, 7], [[[2, -1], [3, 1], [5, 1], [7, -1]], 7, 6], [[[2, 1], [3, 1], [5, -1], [7, -1]], 10, 8], [[[2, -1], [3, 1], [5, -1], [7, -1]], 12, 10], [[[2, 1], [3, 1], [5, 1], [7, -1]], 10, 8], [[[2, 1], [3, -1], [5, -1], [7, -1]], 10, 9], [[[2, 1], [3, -1], [5, 1], [7, -1]], 8, 7], [[[2, -1], [3, -1], [5, 1], [7, 1]], 7, 6], [[[2, -1], [3, -1], [5, -1], [7, 1]], 12, 9], [[[2, 1], [3, -1], [5, -1], [7, 1]], 10, 7], [[[2, 1], [3, -1], [5, 1], [7, 1]], 10, 9], [[[2, -1], [3, 1], [5, 1], [7, 1]], 11, 11], [[[2, -1], [3, -1], [5, 1], [7, -1]], 11, 9], [[[2, 1], [3, 1], [5, 1], [7, 1]], 8, 8], [[[2, -1], [3, 1], [5, -1], [7, 1]], 8, 6], [[[2, 1], [3, 1], [5, -1], [7, 1]], 10, 8]], 'ALdims': [8, 10, 10, 10, 10, 8, 10, 10, 11, 7, 8, 12, 7, 11, 12, 8], 'Nk2': 37800, 'analytic_conductor': 75.45862991010996, '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': [9450, 1, [9101, 6427, 6751], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 2089, 'dim': 152, 'eis_dim': 143, 'eis_new_dim': 0, 'hecke_cutter_primes': [11, 13, 17, 19], 'hecke_orbit_code': 33563882, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2], 'label': '9450.2.a', 'level': 9450, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7], 'level_radical': 210, 'mf_dim': 2232, 'mf_new_dim': 152, 'num_forms': 128, 'plus_dim': 66, 'prim_orbit_index': 1, 'relative_dim': 152, 'sturm_bound': 4320, 'trace_bound': 17, 'trace_display': [0, 0, 0, 0], 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mf_twists_cc • Show schema
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id: 49159333
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 405323966496908522, 'source_is_minimal': False, 'source_label': '9450.2.a.dm.1.1', 'source_level': 9450, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 405323966496908522, 'target_is_minimal': False, 'target_label': '9450.2.a.dm.1.1', 'target_level': 9450, 'twist_class_label': '1890.2.g.b.379.1', 'twist_class_level': 1890, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 49159334
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 405323966496908522, 'source_is_minimal': False, 'source_label': '9450.2.a.dm.1.1', 'source_level': 9450, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 171136785873642730, 'target_is_minimal': False, 'target_label': '9450.2.a.bm.1.1', 'target_level': 9450, 'twist_class_label': '1890.2.g.b.379.1', 'twist_class_level': 1890, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 49159335
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 405323966496908522, 'source_is_minimal': False, 'source_label': '9450.2.a.dm.1.1', 'source_level': 9450, 'target_conrey_index': 379, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4504011977787234, 'target_is_minimal': True, 'target_label': '1890.2.g.b.379.2', 'target_level': 1890, 'twist_class_label': '1890.2.g.b.379.1', 'twist_class_level': 1890, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 49159336
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 405323966496908522, 'source_is_minimal': False, 'source_label': '9450.2.a.dm.1.1', 'source_level': 9450, 'target_conrey_index': 379, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504011977787234, 'target_is_minimal': True, 'target_label': '1890.2.g.b.379.1', 'target_level': 1890, 'twist_class_label': '1890.2.g.b.379.1', 'twist_class_level': 1890, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 2}
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id: 49159337
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 405323966496908522, 'source_is_minimal': False, 'source_label': '9450.2.a.dm.1.1', 'source_level': 9450, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 63050394816750826, 'target_is_minimal': False, 'target_label': '9450.2.a.o.1.1', 'target_level': 9450, 'twist_class_label': '1890.2.g.b.379.1', 'twist_class_level': 1890, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 2}
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id: 49159338
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 405323966496908522, 'source_is_minimal': False, 'source_label': '9450.2.a.dm.1.1', 'source_level': 9450, 'target_conrey_index': 379, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49540008251492194, 'target_is_minimal': True, 'target_label': '1890.2.g.l.379.1', 'target_level': 1890, 'twist_class_label': '1890.2.g.b.379.1', 'twist_class_level': 1890, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 49159339
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 405323966496908522, 'source_is_minimal': False, 'source_label': '9450.2.a.dm.1.1', 'source_level': 9450, 'target_conrey_index': 379, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 49540008251492194, 'target_is_minimal': True, 'target_label': '1890.2.g.l.379.2', 'target_level': 1890, 'twist_class_label': '1890.2.g.b.379.1', 'twist_class_level': 1890, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 2}
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id: 49159340
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 405323966496908522, 'source_is_minimal': False, 'source_label': '9450.2.a.dm.1.1', 'source_level': 9450, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 292733975812646122, 'target_is_minimal': False, 'target_label': '9450.2.a.cn.1.1', 'target_level': 9450, 'twist_class_label': '1890.2.g.b.379.1', 'twist_class_level': 1890, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 5033725
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 405323966496908522, 'p': 2}
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id: 5033726
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 405323966496908522, 'p': 3}
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id: 5033727
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 405323966496908522, 'p': 5}
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id: 5033728
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 405323966496908522, 'p': 7}
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id: 5033729
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 405323966496908522, 'p': 11}
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id: 5033730
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 405323966496908522, 'p': 13}
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id: 5033731
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 405323966496908522, 'p': 17}
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id: 5033732
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 405323966496908522, 'p': 19}
-
id: 5033733
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 405323966496908522, 'p': 23}
-
id: 5033734
{'charpoly_factorization': [[[7, 1], 1]], 'hecke_orbit_code': 405323966496908522, 'p': 29}
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id: 5033735
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 405323966496908522, 'p': 31}
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id: 5033736
{'charpoly_factorization': [[[-7, 1], 1]], 'hecke_orbit_code': 405323966496908522, 'p': 37}
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id: 5033737
{'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 405323966496908522, 'p': 41}
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id: 5033738
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 405323966496908522, 'p': 43}
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id: 5033739
{'charpoly_factorization': [[[7, 1], 1]], 'hecke_orbit_code': 405323966496908522, 'p': 47}
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id: 5033740
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 405323966496908522, 'p': 53}
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id: 5033741
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 405323966496908522, 'p': 59}
-
id: 5033742
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 405323966496908522, 'p': 61}
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id: 5033743
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 405323966496908522, 'p': 67}
-
id: 5033744
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 405323966496908522, 'p': 71}
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id: 5033745
{'charpoly_factorization': [[[13, 1], 1]], 'hecke_orbit_code': 405323966496908522, 'p': 73}
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id: 5033746
{'charpoly_factorization': [[[16, 1], 1]], 'hecke_orbit_code': 405323966496908522, 'p': 79}
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id: 5033747
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 405323966496908522, 'p': 83}
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id: 5033748
{'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 405323966496908522, 'p': 89}
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id: 5033749
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 405323966496908522, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 91, 'label': '9450.2.a.dm', 'level': 9450, 'portrait': 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YfzN4VgINBwdLZCp29oVgU1TyCJ8P2YZi2m3fM4OgdD7aGN4aJNAZ1ezKkFh4mGy7mbIrat71KvDRHSEASCVq/KfMtjoiZwpcupOY8DJwVHzkQcW4zwqz1edU2XN1wHvhxn79Emx2YVp1PmnjfsXzC8+NJ5fuOdy2yaGOfo6UnOLFaZX3YTorDHcX455sSCZmFY41/8oNQ/9b3bPjG+Yfyn6QVtMfZT32pI/L1u39YAX1pqcaojaHjm3UeO7Lpx5cR75VK3feNV5xxzNk5McXphHfPLDeaXK8wtOyysCJZWYpZaIYutmNMrcGhRMLNuhd/84UWu3Vnj+Owkp+bqnFpwmF00nFmIODEfM9eJGJ8c8NLLu7zkIvBkFV/5zC5VOL3gcGZJ0BtCFGkqnqZeiZkYi9DA0TMR7S5sX+9Srw4xRoDw6PY12zYMWVxxwFgpstKFYQQGw1IrYPOMS6evEMog9JBmxWXbxgErPcHRUw6xdphqShoVge9CFAl6Q8mZJcnpRcPscoTvD8CNuP6SLjdeKphuVllcbnJ81ufUAswuRMwuRZxcgoOLhhdfssC//+FlNo43OXZmktnFKvMrHgsrkoXlmKV2yGIrYqFlON1WHF2KWD9+nLfcUo8CseHBX/mpt+mtWy95UMjoV8Kgiud/+2ZHv22DzP/2559mcnKMU6fnf+u9H7/vFz9124N+uzVg/XSf//LzDjs2DalXBwwDlyCUBJEg1g7GKAxgAESMlIZDCxP8+48Kfutds1y1I6BRnaRebdCs+TRqLuNNxeyi4syyw10PVfjSAxEXbO1x0bkRS8t9Lt465B2v1YSRQmD4wsMV5loVqvGQI6cV3W6DK86PmWtH7N7rsnOrZP8puP5CaHUg0A6+E7CuDvtOVqlVQ3wVMdYQrHTguos7HDzhs3O75vCpIbsO2n/P3Trg4KxhrDFkqR3wxbtqGKGI45ibr+xxw1WGMysuV5034LxNLlHYpNevsvtQhTMLgvnlmLnliNklzbElwWw34Mqdi/z6D3aZaU5w9PQ4s0tVFlZcFlYkS62YVjek3Y1p9wytgWRxKIiikM1Thre+/KizbcPsTX53kYVjr72hMfN6Xa2P/er+5z7NBZe/9VsNmTVv35YM/sGPfJrrrtyovnT3oV8/eGT2Vx977qg6vhixOIRhGHDVeQv8159d4Krzq5xZnGRxpc5iq8JSy2Ox5bDcgeVWzHI7YqkTsdCC48sCpzrghkuX+L6bAnbM1FnpNplbqjK/5LHQEiy1NIstzXJH0+5r2kNDbxAx1QzZtl4DAt81nJhzEdJn+4xixybDppkes8tDntnf4OoLDLXqMs8fmKRRDwgCl6kJTX8AF28b8LG7x7lwa8RwaFg3JgnjPo2Kz64jA6punSt3Rjx7KGB20WPzlM+OjbBtQ4BSIScWwHMNQhi2r4+YaEg6fZ9uz6Xdc1lqK5ZWYLGlWWrFLLRizrRgcRCzbXOX77t5gRsucqi4TU4vNFlYrrCw4rDUFiy3NCudkKVOzHLHsNiB0x3FXCvkJRed5j//7AKXnePRHVRptau0+xOoys7YqWz6rYXupf+h6R+JX3zDrd9q6Ky6fVsBfO++fVSrlerJEye2PfzYs2/ff/DUf3ph30mGkaITCFYGkvmhYKUbcM35s/z+zyzxonOrzC1NsLhSZ7njs9TyWGo7LLdhpaNZ6USsdCKW2obZluBU14DocuvLWrz+Ws25GysEQY3lVoWVrkero1juCjo9wWBoCCJDHIOSBt+Fqm8YbxpmJkMcd8DB0wHPHfDRUZ3XXhfguCs8sXuMczbClx+NeNllPnOtPhVHEcUhkxMQhS6OG7G4WOOlV7X58kMNdmyEx/cPcanxmms1kejz3MGYwycqONJj/YTDRF1Q9QWeJ1ACIg1BaBgE0OkZVrqaTk+z0tMsdg39OGb7lh6vf0mLW28MQDdYXBljbqnKYsu1x6kFK52YVjdipROz3NUsdwWnOor5dsQ1O2d5z8/Mcfk5PkvtJp1elW7fp9PzaPcEjr8Vp7Lp303MXPzJzZs3HxsOB/0LLrjwWw2l7PZtA/CTx/YzMzPt7dt/4Mf27N3/Jw889JSYW+zI/hB6A0NnYOgOBa2BYH4gWegGXHvBHL/7k0tcfb7Pwso4CysNlts+Kx2P5Y7DSkew0jG0uzErnYhWV7PcNcx1BKdbmonxHt/14g7XXxSxfb2iWXVpdyr4rgQUQSTRWqAN9AaA0Ew0Buw/adAm4I7H6wx7Vc7f7HHD5T1CvcK9T45z5QUu+890aS03ecnlPe56wmf9pGH3UcM/e3Ob3Ud81k9K7nxSccPFiqVem0PHJ7lyZ8C9z/WJhjWuv8TjvK0D+lGXrz6hIBYcPOHQrDk4Anp9iTaCWBvCCJAax9O0uoZ6I2TrxiE3Xtzju66OmKpXmF0aY3GlynLbHpvltqDVhVYnotWNaHVjWj3DUldyuiNY6ES85KI5fusn53nRuT6LrTHaXQvubt+j03fo9BWdnmQQVvXm7ZeZ7dvP/bkd557/wcXFheDSS749QP5tAfA4CmQY9t+466kvnd9q6/c88ugT7nJH0O1ruv2Y3iCmOzD2noB8YSA504q4/qI5fucnF7jqfJeV9hjzKw1anQorHY+VrkOro2j1oNM1tHsR7W5Mt69p9QzzXcF8F8J4yBUX9NkwGdPtGV73kiHnbNBEscSRhiCEe56pcGyuwsaJiOcPVkDXuGiL4qoLNX6lxxP7e8wv1Ln0nDrN8WUeetblmgsqLPZWWF5usmGD4dHdih98RZfHdjtsmXFZ6LZYXprkqot7PPR8zGR1nEvP7zLXavHoC+NUnTovvtCwc9sAZJdnDgtmJkNm50PufcZlECqkhFgbztkY8F0vCeh0FZsmNFddAEFQY6lVY6nls9J1afcUra6k3YV2L6bdjen0Yto9zUoPlvqCky1BazDkhp3z/MefXObFOz3mFsdpdVPmdun2HToDh25P0OlLVtoxiytDXnTlNWGonX/zQ+9404FGvfpFz3P1txpb3/IgMwo7xHHvh+dPPvoHywt7Jk+fbtGoKTQSISRCgJQgpUZJjVIGJcGRGiUcHtu/nl9+v8ubb1ziHa9YYsemgDOLTXyvStX3qPku9apDpypp9F3G6o69YPox64ea/tDQGfgszVc4cdwQRJqTZyJ83wACTxkcKej1FQKXqOfwonME520ybNvcYxh3uP0xxZ4DE7z6ap+rLl7mw7cbPFHjnM09nn1IsXlcsa7Zo6KqBKHLXAfqFYct6wVP7wm4ameVm65c4EO39fHcBq+6zuD6Pb72aMCXH6nzwuEq526qcc7GmOmJgB3rQi47J0YpjaNsSF3zfabHfYLQpdPzeH6/S3fg0OsrugNJt48liJ797p1+TLdvaPcNK32Y7ynOLGvqzRY//7p5/skNQ67YUeP0fNOCu+fRGbh0ew7dgaLbl3T7gk7f0B1qgkhw972PudXG1B/MbHhs6TWvuPYXV9q9D403a//3AjwMehgjfmLh5D3vPnXojsmw38P3KtQqkkgbtBaAgxACIWKkwIJcGJQ0uNLgK8mzB9bx1P4a+0/N8eYbu9x4yYDxRpOlVo16u0Kz79Ht2SW1O5D0Bw69ocNgaBgEmiA0hKEhiu09iDyMBqkEriOoeILxhmCiARvWabas77FuosVXnoD7nnKReoxXX+3yoos6PPBCSDBocsOLBK1+n7nFOtfv1Kwb71F1fAaRYr4dorTgRTsdao0hT+6t8PKrxnjJFR2e3KvAjHH1JR7vesMSdz0dcOdjdXYfq7BtWrFhsspEo8ZYA6o+uI694LWB3YcFcSwII0EQwTDEfsdhTH+oGQw1vYGmN9R0+9AewnxXMteBoe7zyiuXeOONLX7gVZooanJmoU67V8kkSbfv0B1IegML7l7f0B3E9Acxw8DQDwwnD5/mLz52++QgiP/z973p5U6n03t/o/GtA/m3DODGnAb67+rM3vXu1um7Zoj7VPwqkdZEkSaOwRgJCIRQCbhBKZExl6sMrtJUHcFCr8rH797C155q87LLVnjnK1e4bEeXqfEaiys1On2fXt9NgK3sPRAMQ0kYCaLILvW2dssGlY4DFQ9qVc1kI2TzTI+ILvtPhnzi3gqHjtcZ96tcc4nD9Ze3eXRfizsebnLdBRW2bezxsbsFSvg0GyEr3SHagBIw3ezR7njoqMobXzbHx79c47zZCq+/rkcQLnLvc1OEcYVrL5nh9de0uWBri6892ePZ4zWeOeyxZVIy2RTUfIHn2otQChDCoA1obQij5GINDcPQXsiDAPoBdAaC5aFgqQPCGXDlhSu887tWeNklMVPNCivtOiudKt2+R7efrgQpuAW9oaA3MPQT+dgfaPqBYRiCkS6n5tr88Ufumpnrmne/4w03mH1HFv9i5zlT/3cA/Fd/+0O0zDS/8B8f/ZErzjv6ntddfve6uh8QVcbQJiKOLQvF2sGKBIkQAikVUgmUjHGkwJEa19F4jsFzDVVXsDxQLK5M8Mmv13nk+S43XLHCO1+1wpXntZiKq0SRT29Qodt36Q8dglARRpIolsRaoI1AYJDC4HuaWiXC9wI8d8jJxSG3PS45cMLj8IkJlPY5b6PHxTsUV1/URvnzPHewwebxGpeeCxuml1lqN7lss12NvvKYz7AnGa9HvObaAV+8N+TYmQYXnu9yemXArkMuW9dPcMWOeR54tsNDuwTDwOOiHZNctNXnoi0dDp5e4sBJeGxPjf2H6tQcge9I6r6h4lopJwBj7MUaxRBEEMSC7lDQHgjaIQQ6QpsBL76gzTu/q83LLovZOOkxGDZZbFXp9Hx6fc8Ce6DoDRT9gaA3kPSHtm+0P7TM3R/G9JOVcBBCPxAMYoeDR1t8/G++MPOS83a955arpyLT+dCHDx2KOe+Kd/3jBfhD93ySG25+nHf/wWU/cOfjJ//oY59+YTx61zJv/y6XWjUg0sq6FlpgDAjhIAQIKVFSoKTCUQLHiXEcgesKPEfjuYaKa6h5MeMVQWfostye4DP3Nbn7mQHrJ3q8/eYWF20dMOh3uXSHYesGxTB0iWNFrCUmBbfUuE7M0VnD4TOClb7m8w/UOLkwgQlcJiqKTVMO2zc4nLsZLj2vjZYLvPeLdZaWxrjuIodLz2vxtWcEInKZmZDUaxG90EMaCUaiHI/WQDC7JLjE1Lj56g4PPlll0zqP6y6d5MffsMAHv9zhsb11ugOXxZUGOzZVuXBjj2t3dnjLyzucWlri8w/4LPZ8jp52OXnSw1UCKSUCgTaGWEOoDXGkmZgKufySHsNhyEVbh7z15iEzY4rJhk8YVjg9X6HX9+gN7SrXHyh7Dyxr94eCwRAL5KEF9iCJYXpDTW9owd0PBSuBIBaGay4+xKXrX1h39PC1f9QOLwovu/bRv3rfX3ycn3zX9//jA/jRFz7MtosbYu+Tl7zt/qdOvO/kycO1yfE+558TUvUNYWgrAXXCpIlSQAgHKUFJiaMErpM+WiB6jsBzNRXXUA0NtcAwVomZqAp6gaQT1Dl8os7v/tUk6AgRRVx9eY8dGwKiCLTRGGOTOFIIpBI4rsfeYx67D1SoVxwanmRdTTA9JZmZdNg0rdi+MebC7SvEYpH/9tkmR4+Nc91Ol4vOielHHR5+zme86jI1ZhhvBNSqVgppLWkNFEtdw2IrptWt8tJLV3h8d489xxTjzQrXXjLOT75xkT/+HDx5oE63b1jpOMwuNdmwrsbMxIDtUwP+1dt6NGstnj0Me49LXNeglEEIDRj7fwNRBOdsiLnhsog4dAkjH2NqDAKXMwse/aFd0QaByuRbPxAMhoJBYFl7GFgtPwx0Inc0g6GhH2jL6oGgFwo6oaATwTCMOHBcsLgypN3ZM373s2Pv+/TXXh5F0xd/6j/8wcfNr//i/xmQ/x8BuAl+H9wl1T49f2tFzn/4tVc9W6k4A+56ErZtHeL5Bm8YUPEVBgEIBCS626CUgyMNblIb7SiB5yo8VzIMNH4QMwwN1VAzDDVBYGhGMAw1wwiCSDAIJcPYJ4wr7DlQ55k9EBuDhbbVxq4ET9maj4YPl26EZhXG6pKJhmJq3GFmErZtGLJxeoXQLPHfPjvGwUNjXHWu4twtkvO2LPP1XRGzi2NcvUMy0dRUvD6+9DFKEMUSYQxRHLDcrTC76HLVRVVetLPDA09WWD8hqFUaXLVT8/O3LvJHn9PsOtlgpatZ6Sjmlx3WjdeZaFaZaI7RrIVM10O2XxXguxGuE6FUjBSWIgz2ogpDxdy8QxgpwkgRhIphmDwGkmEoGQaSQSAZBsIGqIFgGBiGgT2uw6E9zhbkNsHUT2RJLxB0hoKVUDKIbYR78pjk7qfhK4/GfPmRw7VbrnE+PLM+1EvRxGff/osfiT/5Bz/0nQ/wd/3qB/iunx9Tr7zi+FvfePW+D50ztaeiRczG6ZiKW+HEvOTCjQFVf5C4JoCxAZOQBiktKzlS4TgK15F4rrAnwRUMPUUQWqCHoSGIYuuKRIV7DFFsiGNNrLF6W5OBWyQBrCPBdcF3BBVfUPMl9ZpirCaZGBPMTEZs39CjUV/hsw8G3PvcJCsLTS7fpti+0eWCrQNiscJXHqtRdx2mJxSN2oDnDsILhxwu22roDRVXXBBy+XmGM6dj5pc9+oMar72mw/3P9tl/UlGvSnyvyWXnav7Djyxyz64+X7xnHYttw/aZmOWWw3hTMVZ3adRc6lVDxdf4nsZ3YhxlpZaUyeE0ZNIv0pIoFkSRIIxsDU8YSoahdV6CUBCEhiCAYRgTZKShLbhDY0EfYkEeJswdCJZCSTvUmGCIYMCW9QGDULKwFOOoHnc+/HzlHd+98SO//cMTP3r51ZVP8xu/F4uJf/WdDfCNY1XZ8Hrf//l7V/70C3eernzPDT6zS4LbH/HZd1yx97DH4Vd0efsrBzTrFtBCGJSyvrcjY1zHtQGlqxm4Ci+UBK5k6AmCUNiTEyrCCIJQWgchym2/KLaujNaG2CROSaKBbAALSgocR+A5At+TVHxJvSpo1gzjDc36ySHTEx0is8Kn7pd88MtTzFQqXL5NsG2jyzmbNNs3LvPZhw1LSxUu2qCYaEKjFjJ7RDK37OPtgGEomB6TjI/D/sOG5bbmzEKFC86p8IqrO9x2X4WpBvieh5LjXHae4KdeP4cr5/jCAxO8cLLC+nbIzHjEWF3RqCpqVUnVd/A98F1wHGNBLuwqmIEce2HHGuJYEMUkQIcwNgQRhGFsSSHUBMnjMNSEIRbcUQLuUDAIreZuh4JWKOiGEXowYMxv832vX+atr+jymheHvO7akC8/0md2yeFVLz5U2Tp+2ftmD17uxHrsr7E8850J8I994m+JIv0jn7vr0O/vPzDbbA238vDzERCD1ODE3P5IhYeer3JqaZl/9r09xhsRFTem1YstwJWLG2pcx8FzFJ7rMAwlQcLclnGEZaKElaIIwhji2DoJWtuAS2uT9nAm4LYAV0okut4CpOJDraJpVCPGGxHT433WTazw4J6Aj9xRZe/hcc4ZczlvA2zZ4LFlPVy4rU0vavPo7iZV5TI9oRhvwHhjyMRYhOc5CGEvrv7QY6kdstIztLoRc8se2zY0eMlFc9zxWI+9J5vU/BBXeQgxxnmbFT/0qgVefOEcH7mjwaPPj7PYdZhpRozXImoVSbWi8F2B70pcV+AoiVIk9qFFucH2sGpNBvQo1snqZkkhjDRRbMEdhRBEJr+HttR3GFlg90JBJ5K0I8OwH2LCHlP1Dj/3vcv8qx/o0KgpgkGFHRsV/+xWg9aG7mCMxbnZ5kCf/m+Bus578uHbPnj19W/4zgP4wmILpeRP/PH7P/vuw4ePT83UJFVP0q36BNoQakOkDcaJWAk8fv8THrsPtviel3e5+cou66cC2p0q/aGPF7h4rofvOsmyqQhDxTCShKEkiOyyG0aJpx2TWH8kzC3Rhhzc1n9MmBscZRMmnmuoeJpqJaJRiZhoDtm4rs1sq8effN7lK49PsrRc5/xpwbYZweYZjy0zgh2bBjjeCh+/1+HQ8To710smGpKxeoyUQ07OG3xHIgUYIwhCh+0zbR4jpt1TLLcNs0tVdm6p8JabW3z6ax5HZn1cJ0QIF23qhJHk6h3LbH9Hm6882eNjX5nkiSN1Nk8I1tVj6pWYiifwXYHnSlxH4Chs4CxFVpNhsBeZNlinJbaAz0AeW0lnV0EIUmaPRA7uCDqRpBtCP4iJe0O2TLe46aoV3nRTj9dfE+OpCq0Vn0g71qmKFVHsEEQug4FDb3ByamLj4nvOu+ytKhiuvN/zx79zAD6/uILnOT/+qc/f++57Hnp+BmOoeQZHaqpKMIxhqAVDLRnGkkA5tEKfj3+9wj3Pdrnqog7veFWP776uzbqxIb1BhX4QErouQeQwDB3CyCEMbcAUxpIokoSxIIpk4qOLXGtrkdeIG8vcUmDT/kmyyHM1vhdT9SMa1SHrxrv0wz5fe87wia+P8ejz40x4LpdtNmyclKyf8tg0LdmyPuDczcs8e6TP5++fZkw5TI8JmnVBsxbS6sV8+eEKDc8ghAVWf+jwxhuGfOkRWxPT6mrmlh22zDR4841dHt3TYfd+j7ofoaSwINc1BoHV+j/0ihY7N87x8XvaPPTCOMeWq2xoCsYqhpqnqTgazwVHCZRMSh2E/d5p+ZFOpJrW+QoXJUC3BAFhLAjjJCsaC/qRoBcJujEMA00UBNQrXd78mmXe8ao2V10Ys2FSMRjU6XRcwtglysBtz1UUKYLIwRjoLj07M3d85t0btr1CB4OVD3iVbz7Iv6kAX1paodXp4ijxw1/66n2/99kv3DXVXmlR8yWxNrgKvNhQiYXVfFow1DCIJX3lMXRdTrR9Tj1S45Hnenz6sg5vfWWP19ywwuSYRxB4DEOXIPQswCMnO2hRnCRs4hzg2iTMrfOaMiFMElTabKjjaDw3xvdCqn5Ao9onps9dT0r+6u5xnj88hgh9zpkwbBw3rBtXTE96bFgn2TQdsm1Dm+PzHf7si3WiYZUtWwTjDYdmHZq1EOEGtPt1xhsGIay/H0aSSV8R6YhO6NHpxSy3FSfnq1xyboOf/p4V3vPXPkfn6zgqTC4MhyiqMAgkG6Z8rj6/zeXndtl19CSf+HqVO54Y51SrSt1XNDyouwbPscfckTadL0S5uk4DRtuLLtaC2EAUC+ufx4IgToAdCwYx9CNDFIXoMGCq0ue1r1zh7a9s87LLIsarDmFcY6XlEYQuUewQRQ5RnJ4blZCQfYy1oD9s033h6zO9gfd7m8+5PlpaOPWXfqVOrf7N6xD6pgK82+vTbNTfdO/9j/3xF2+7sxn0WozVE6mQsIOrrD6ONPgxVGKoSqgp6MWCgfIZRi5zgwpfeLTOvbt6XHtnh1/43i4Xb+swM65o1h2CwCOIXKIU5LFKwC2JtUQbiTFWEpgsoAQpbMGWozSOE+F7Ea4KaPdD5tshf/jZCofnJnhy9zhGe0xVBTPrDOvGBFNNxdS4y/opyYapiM3TPabGl/nKU5onXhjn8i2CiYakUZM0a5p6NUC4Q3zfwVH29xsDcSzpDx36g5BICzp9TadrWGq7nFlscv2FXV5yyQofv7NCdUnhyNAC0jhEsUcQSvpDl3XjFV58XpcXn9/lsZtOcXRe8pE7xplbqXFi0cdTkror8FIZJm3gmRF5KlWwTB4ZQagh0naVHUQQaANxBFGIVEM2TfS5/Jwuv/CWDtdcHNOsOkRRnVbXIwg9okgRJsC2YM7JxwJbZgCPtSDo9FhqfX0q1u4fbz/36uUw6H/+m4nJbxrAX9i9ly2bN6g/e//Hzn9+175mp9OiUXOylLEFuX3uxiZZDi3QU1avxoahFvQdSd+tMIw9FoMqdzzR5MEXBtT9IT/6uhZbpyK2b+pz/aUdHKFo1BwQCcC1wmhbK21MgbmxtqMS1ss1RCAjdh2WPL7H4bZHG+w61iCIajQcxXTVMFk3TNSM9cGbDpNjDlPjgg2TEZum+2ycXube54e897YZNo47TDehWVc064JGLaLqD3lwn2IQOLh1CypjBEEkqTiKK3f2eeS5cVv41I9ZabssrPjMLkzw06+f5cTCIo88PY0rARGigShyCEKXYSDp9h0mGhXGm3VesrPHTZf3eMct8+w5rvnSoxUe3VNl36E6kXAYDhW9UKGETIrXioFnkhMw2sZFWuOKmDEvoELIS67qsmPjgC3rQt75miFVT9KoOgRBlXbXIwzdxF9PGDshnCiWhJElnQzkSSlG9lwLgm6b3c/d31xePHP+9Te9XZ06fiDetPX8bx+Av7B7N5s2zniPPvrYjykR/36ntUSj5tqlL7b3SBt71SaedFQAfBQLIm3wYsvqVW0IYsEgFgwcl0Hs0tNVOp2Y3/v4BCYKWT894JJtA6bGIt76ij7bZgLCMEnzI6HA3CT6U0qNkILP3FPl2YN1hONw9FSNk7M1KlXFmC8YrxuaFU2zAo2qYKymaDYUEw2HqXFYNx6xfmrA5pk2sVnhM/c36XfrXLDF0KwpGjVJo6ppVCJcN+Arj1QY9iTuDMgETGEkqVcVr722z31PabpDSbcf0+45rHQczizWuHhHg7e+rM2Tu2ocXWqgpAbCRC+7hLFiGNrETHfg0Op6NKo16tUhF28ZcN2FA47PtThyegXHjXnmkMOnv15DKGXBLWT5JBoNaIwxREHM9vURb39Fn3XNmAu3G9ZPQRy5DIMGUeyy3HZKgA4zUKsRUIvS8wzg2nrx9rlkdnaZ+lj8+88/+0Rv3cYdH9y3b3ewc+fF3x4AP33yBMuL8zuPnzjxJ88986Ss1xRa5z50HJtEFyevtchY3b42GZvnj4aaFoQxBFoQxJKhlgTaJdQw323y9Wc1hpi/fTREiNieJKNJkW1ILDJhKxKFkEiliEIHqR1cR9LwYce0oe5qar6m5kPNF9SrkkZV0aw5jDUkE02YGouYnhiyabpDzDJ/+DcVHnhuhvOmYKKWsHdN0qhG1KoB9VqfarWGryRKJhocKwfC0GXQF/SHMZ2hojvQdPratszVPU7MjvHSS4b8/Ntm+YNPOxxb8RFCY0yIjg1hZJutB0OXbl/R6DvUKx61aoWaX6PihzSqAVdfEOC5IddcEPHOV/ZwVJQkgTRCmLIoTySd1rYW33cV4DEYOiwu525InGrqWBU0dgLqpHjNAlhmAI4ikZz3AshTcottOcFDjzwhL+urP9nQ7t8/HA6e/2Zg838Z4A/f91kmJqgeOLj/1iMHD4pmw7U+dKQJk+xhFBsr47TB0Sbzp+OM1U3C8gmrp4mI5HmkTfIaIgOhFoRaEhlJrB1C7RMntlfxlmUpBThC2EylgkrVUHEMFRXju+A7UPEMVV9Q9SS1qqRWcSzA64LxhmayGTE1PmRmssummUXee5vmY3esZ+u4Yl1D06wrGjVFvQa1akyjGnJ6UXPwtE/FsyUHkFb6CQaBw44Nmg3rBrQHHv2BSVhcstJxaFQrNGrjvPOVcxw6fYb3fX4zjnQwaGIdE2lDGDkMA0U/UPSHkl5FUhs4VH2Xqh/T6tgYw3NjXCfGdWMcaRslpLTpfJHcbemKLZOwIBe0dFJlqZO4JolvYp0zdKwL4M7YOgWzTFbsUXDbIDZNNKVVj4MBPPLY02Lr9vatmzdvP/jhj366/yPv/F/r1v9fBrjnOd7S4vwvD7tnftlTA9moSYYBqFCgYkMcCQtwZQpsbXAz0JrEq851ei5pIDZkSZo0zR7rpO7ZgDYiC5SKmhtIMnk2sHKkxpEkdeTgKoHrGOsbO4KKL6l4kqqvqFYUjaqkUTOM1WPGGxGTzSHrJnpsW7/Io/uGfPyeTUxUfNY3NM2asOCuSuoVTb0S0agNeXQvPLOnxvnTJtG9edq8P1Rcc6Hhgm19Hnt+nN7Q0B/EdPtOAnKXWqVKtTLO9718iWf2zfHI7g1gFFrH9jhGhig0WT1Jf+hQGxiqFUXF0/iei+/F+I7GcWJcR+MonWSJbdZYCgPCUChvKwTnIjm+Ikn158GhjtPnCUsnskOnYNYiK322ZCZytk5Anibk0pKKINB0Bx0Z6pO/7nhVb6zZ+C0g+JYBPBj2ZBD0f/OBu//qF1eWT3m+Zyc0CWxyQUWCSCZA1xoVG3ScAz3WBjeRLim4tc5fp6DPMm/GoJNMXJqsMEnBVHorQjxNVacJHSWTjKUC17GNAl6S/fM9RcVXVH1BrSpoVA3NWsxYPWK8MWRqrM+m6WUe2dvnNz+0nmMnxjl3nWa8Bs2qol5V1CtQr8RUKyGeO6A1MCipcJVByvyTpewWRh7NakgvSspNh4beIKbTk7SqilrHp+I3OGdDyH/4sRa/8WHJw7vXY1Boo5PVMSKINEGoGASKvi+pDhUVT+J7Bt9T+I7Gda3f76ikDEIldT6JTBHCrGrQ1Ukco43AJLUsttFZZLUt9rxZpo6zehfyXERMAvYCsLO7XcnDSNvSgFATRnD02Emv0Wj8m7f8zOvcTrf37xr12j84nf8PBni30yEIot/at+v+f7GyeLTiKGXBZwRC2BOqJEQqX5qcRI87WltZoi1Y8+cpO4vsz3QhGZEfcBKWyeR2gX/SFHwuT9JaE6WsXeYkrWiuI/E9iecqKr4dyVD1DfWKplGLadZCxhoBk80+m6ZXeGRPj9/44Dr2Hptk+6R1WBpVSb0mLXtXDbVKTK0SEsYBH72zgVQKVxqUyG1CbVIXweWHXr3MV58I6AQ+vQTg3b6i01W0fIeK5+O7TS7cGvGf3rXIr31Q8NDz69FGEmubVrcASar+Krbc1fcFFVfgezaz6Tkmy9g6SiOT3lYpjG2USAGepzwTkCdOi87Bbs9LDnCdsHXmp8fpSlt4ncVcObBT+RpF2jJ4qIkig5SKvfuPVm7/yj3/8s3f8yrRbrd/pdls/h8G+MpejDEvmT3xWFUyxHMVNhGsEUikMChpg0QVgxMJYiWyINOmiHMmz0CsjdXTOmVqkx1QY0wZ3Gt8rhTgaQ1GmslTSthOIEdkdeWuK239hieo+HbmSc2PqVctuJv1gPFmn+nxFo/u6fGbH5hk19F1bJkQTNUL0qTiUK/Y+pVqJaLqB7jukJOLE7hKoKRObLk8yLQBmWLjhE2etMOK7YwZavqDmM5AUu0pKp6L51ZwnTEu2hLxn358nn/7F/DICzOJ/rWxThjFCZNrhr6mEkgGnsokmOuC61iJZutUDI4kkSnYyk2RH8P0ZjPAokQo6SiN/DGv0MwAn0nO9PumsVR+Tw2INF7Lqj81BIMhd97zeHXbjh0vkaOOz/9ugO/f9WU6XVkLlv7Kq7pt4orDMEhWESESWZBU6UUQSUGk7Jd0sjR6IksSoGud9xNqkwO+DGrzDcENeUo6rRK0K4lI0ta2njyXJ1Bxwfc01Yqh6lv9XKuGNGsB4/U+6yZaPLF/wK+9f4Lnjk6zaVwxXdeMVQWNiqRWUdSqgmrFXhw21R/wyG5Bd+BRUSQXmdXgaRNCrAVh5FCvKK6/tMOju5r0wrwdrNdXdHyF7yk810v08zgXb9X8zk/O8Ut/Dg/tniHUklDrpFk678EcehLf05a9k9oUN7m47Z1EpuQyTiZZ3rVAnvRPJHKF7EJdDfT8/ViDzswEk63Uxce06jOMta19ieyclyASHDy+wnv+xxe8X/2Z19X+8q+/1Pvhd3z3/36AG/08iI3jh1/48p91u/HLBRGuI3PPGYkQlrGksOBSCYvHSmRLVbp0aUdkbB1rk6SOTaavjcmZPE1KZN0qFE6GsAVFQpL97hTcFuCWxV3HMpnnYjuBvKTAyo+pJvKiUR0y1ugz0Wjz9IEhv/b+CZ45MsOGcYfpmmasCvWKoF5V1KqKWsbeMRU/olEbcO8zHiutChMTeZo8BUu6pIexYmZK8coXdbn3cW27aAJdALmk4koqroPreDhOFSk1F281vPsn5/ilPzc8tHeGUDuESQWgLXu1TO6HMqsu9ByJ4yRFWFKgnPTYkH2+9CJMpYpIq9LIE0I50PM0f168lcdLOWmZNeVoZh8nwXJasx9GZDX8QRijg/7L73/y8F+84wff/E/vffLgyk1Xn/e/F+Dzp+YQcuWXzHDX9+vwDFLWcB2dAVxKkFEKbokT20jZSYFd0mfpwSjouuQgpWyt12Lu/D9ZRi7T3jKtoMt1d1ox6ChsfYZjcF3bWFzxNBUvplqJqFVC6pUhjdqAybEWT+4b8st/vo6nD61nZtxlphYzVjMJuBP2rkiqvmX/ih9R8wMiPaQT+AglcVMGzzR4qlWTArHQpe4NbLlAUGEiBfkgpudZBvc9ies4uE66Aa3hsnMM7/mns/zrP9U8tGc9oXYYxoIg1gmLCyqhxncNXtK76jh5y59KVjR7fJKu/PSxUJhV3MGkePzLsVBBTmav8xLlovSM4yKD57IlTAu8ojwnIoTk6MkFHnrm4Pdf9aLnDg6Gwb/938rgy4snGZ/ctP3rX33/5WLYoua5ScdNjGvSA2NsQkVKVKSti6JSu8hYFi85JCJf6jJw5xH8aD1JvlKYnLULJyVbbpMOnWxQkJOMmUiKkNLqwYobJ7o5pFoZMtHsMVbv8MjuiF957zqeOrSe6TGH6WrMWMXQSMBdrVg7MQV31Y+peBHNesDuI4Z7nqzjSYmrdBLE5UhJl+8wVkTa4earQ84/t8vBY1Wma0mnTNID2RskLOwoHMe1LXxJU8il2+F3fmqBf/vnmvt3TTMIq7Y6MzLUkhpu38WC3ElXL51IFIlUcbbCKSkKABcFkBeWyWJAXyKegoxMWDvt7NeZWVB0yijkPvIcSFqqG0VpTgQ8V9FZnOXZJ5+8/P/7hZ/YfujwiaPn7tjyzQe4ifeBVOd0Fu78r+sap960POyDEDYiFwKJBbcUMp9hIgUq9UITHZwmd/II3BSYOwd1esDSJXEkh0O6dK4CtzBIlf5+CwZHJaztGDxH47oa39X4XkTFi6j4AbXKkMmxHsudHvc9D7/zVxt49sA61iXgHq8aGlVBvSIyr9w6L9qyt2cBXvWHBHHMoF+houxFJkVh6YcskWIDTcdqeWdoh+eEogBwjefFeK6D60ocpVDSzQCOgCt2CH7nny7ze38d8dCeKU61mgzqkvHY0IjstAE/ubuZRDOJXUgB4DmDZ583+dBrzfczCdtk5yqpMze6yOLkcVXR6k0dlRTccToBgDwJlABcSsnScp+n9y2+6eNfvD+++YZL/+Uze44eedFF27+5AO+vHEWq+nVB+5lbK+YJJseamT8aa5n1UMZJAiGKTRJoSnTiXsRxwVYqyBKTLF/GlAF+dnBTAHc67iFlb5PIk6SXMxkQ5DjpHJW0PNaC2/cScE92mV/u8+6P1vj8w9MsdCeYHpNMVxJwV6zuriWBZdWX1HyTMLjV3hU/AALuftpjOfSY8inVYyMKToSxxyMIHZq+wyuu6vHI3oBO6DMWatvFHmi8oa1V9xwLcEcZlHQR0iZoMHDRVskf/EKbLz3S57c+sJ4TCxP0xx3GPUEj0tQi8EM7etlTdqCRmwaaUmRBcPpYDNSLF2ZJrmQsXm6iGJWWoyCPTTHwLFiHST16HCcVjamkNXZGzhfuP4A3MXNrs9n8aKvTP/JNZXAddRCqfkFv4Sv/POw8RrUa40SDUi2ClBIpFVGaIZPGanCZyhJJrBI7KRYlPzW3ntJAMo/UGQV4KQiy5a+i4ALIpPbZ2mAW2I7S+ZgJN8ZzIypeiO+FNKp9HKfHvc/E/MWXm9z2wAyBbjLTFKyrWFliLcDUJ1fJXSTMXWTvEMcZ8uAL4/QCh401k2QMRxk8vcglYaSouIqXXNwn0hbg/VAwyBp87cg110ktTpUA0WYfrXIQrBsXfP8tXRr+KT7w5T73vTDFmbBKryJpRoa6YyzInSQOUSaJS0wC8oQYhEjimHSQUM7iawHcPpiyjZgCvSg9zQiDm9xGTJNBeS2StZdDLQi0rUfv4PGl+3Zx0zUX/PMffcvLn3pDq7t/Yqz+vw7wx57bz2/96V3UapObuq3dN7142wle9WKXVssW/ISRg5KKSKoM1JFUKGmIpSaSktgIdGzsY4HBTfI6DbzMCItDWh9RwrdNLWeyxCQAN/mYCWmS8W46Y25X2VoM3w3xvJCKG1CrDfC8Hn91h8Pv/uUMB+cncf0KGxqCST+m6RvqPtSTDvuqb7OdlSQhZOtX4mQlsPJkoR3TDTw8pfCkyQLM9GukVputtLQJnyByqboDNoz3Wek16IciGbdmYwXXjRObTyV2p0qas4uBq618fNPLulxzyTy/85EBH/vKNEtRnZ7vUnclTcfW4PgOeIqsGcJJkz7JyiczqZIngBIbf5VcKSbaUkmZJodyp8XkDospeOOFBouUwcNYWGDHMNDC9ghEmrgbcv6Oo1yx6f6b6LU3qd7SfhO+gHAv+V8DeBRrfujWl5xz+33Pv/fdf/YMb7vZ44bLejTqhl6/YivTIiera0iBHktJJG1CIdaCWGrbYZOlfPMTbdKWsvTRYMtdRz6LIE0rJ+wtC+BO0s72ItMF5o4TkEd4jpUkvjfEd/scmY1435fqfO7+KQ7NTtCsuUxWYMKPafgmSb2n4JYJuGWWFKok2tv37IXTrA/57IMO+49WqagkPkkdFHKU5yuW1eFh5HDRdnjDNR3+4vYpujWHZmgYhAY/SOIGpXEcmcxmpAByt4A2uypsWyf5lR/scfmOE/z5bZMcOjPGUlSl5zrUlaCWAN2Txl44icukCiQhS3ENJU2+1i03AcyqOEqP3ouJIJMGmJbBQy0YJh1E3VgQaI0Z9JmstXjrLctcsvFrwCXvbcy84nUmXvo7pco3BPhKO2Ss4fA3X3l8yyNPHjhvfiHmQ1+aZrw6x79+R59axSYmhMjHPcjYEAtJLCVKJlVoWhAriTa6MJotlykgCppbnFVzQ+7UyOyxKInS8cope8e4TmQ7d5wI3x/iOUM6ccCffMrjA1/awMnFcbSqMjmmmPQMY56mljB3LUvfy6ROJZEmiXeegduz2cthGLD/hE838JnwExcnTTqlrkT6PU2hJiV0aNYddmwJUP6ATtCg7wmqyQwSL5FXbiJRnNT1EOoswatieqzHT7+px603n+EDX2rzvs9MsdCv03cqVBxFzRFUlcGPjGVzaaWKkzK5yNP4GcAxZWdlFOQloKejKhiRookON6lTkjK4IDS2Ra4XC/oxRDqGYMBEpc2/fucCP/49EdFwwNLsnvO8sekt9amXHjEmLF/k/zMAH/ZmidzG9I717qdeePZ5d2JyjOWVAR+9PeBlVw94/TVDYi1LwIultuwdqxLAy+ydAzyVJUVwr5YlqedtCgA3mUTJwa1RKhk34cQ4KsZzQypegOcGtAYBDz4r+as7mnzm/ikGcQPP85jyBOOepu4Zar6h5uXgrvgS35f4iTSxiaHEmUgA7rk283n4tOG+J2oEoYtfN6sCzPSWs5it0AtChes6vPKaDh+/q8veE3X6FTvvZegavAg7OiPQKGXnNFoZIfPhPuRSL9aSSEtqvsP68T7/+vt6XLxtyMfuaPD47jHm+3UGysN1HSqOoCrBl4mNmtqr0lh3bJTFk/OQyZUCGZnC5yiBfNVdlNg71oLA5LKkr0HrGKIhhANeflWbH3pND1fVmF0e5+Shg+6mC1//qZ5uvygKO/P/YAY/2arJQyf2XLf/hXvHjI6oKod2xeX4fI2vPFDlZZe1qXvDZFAm2WRWe+A1WqsCwAugzlrKipo7zZitpoiUOWzbWQp0nckiOxzf4KjYAlzFmRxxnJBWN+SB5wUfur3JHU+OsdRqIKsVGlXFuGtoepqaazv/qx4Ja1vmrvqSiqeoeIKKR1KhpxNwa3zX6m/lDNl3Ak62KjaxkujbcuIkB4FltrS0VBIEDuubggu29nnuWEQvdO2YhhC8gGRUdJxIlDRRA6N1GlnqPLEhw9jWh7/9lX1ec+0yX3uqw4e/0uTx3U0WOzVa0qPrOXhK4EmBL7E9nNLgCJMVq6UWrA3s/y77MGfz4oWXaXCTuCMm7wMdJg3oobEtc8QBhEMmq31e+7IeW6YFSyseUewxDEJuu+OOsde99obrzt+x43a+wfCgbyxRFs/4yy39px/76uH6fDfhUSnBKPYe9ZhbgbENIY6TsrhGxo5N8miF1pq4AGidTHFNgZ52kJSu+gzUBYBngU5eoG9liZ1+ZR9jlIzxUjdDhsx3Iu59wuHLDzT4/H1jzLXriEoFt+HSdGDMtZ08VZdEdkDVE8ldJiWnie72BH7K3inAnQjPi6h4AcaE3P2kz9HTVdZNClyp85qcUTAkcUcK8DhW9Icu29cLXnlVj889HNANXfqhoOIavMiy+DA0hVVKZX41QpZkir3LrFHBZk0dqv6Qt9/S57uuWeRv7+/wpQdq3Ptsg7lWjb7w6HsOjqtwhMCVAldKXGESqWWQiERy5YHnWUFOLlGyKsTkdZw0rcQGQmOlSahBaw0mBh2BHoIOmJkIuGhbkCgACRimx4fsFM/XN4xf+6c6mL8Y6P+DAH7iyH5WWl1WZg3jFcHKMPkQXszXnvJ44YDDhZsCHGW7vkWskUIjtcLoOBnbIDNg55NjRdIzKTKArzo6ouCYFMAthU6ahzUiAbjjxHhOSKUS0h/G7D0JR04pPnHnGLc/3mRuuQ5uBafpUlOShmtoOJqqa6i6UHEtuCuunUloy0xl4S6SPzcJyHUGcs+17WkHT2meO+yD6ybLvCmk6MtpwZTdUifFuil2nPNlO4ZcsqXLnpM1+hVBLRL4oWGoSKw9nbB36qakFmSuVTKfPbEitVbJ9AGXQeBSrQ75kdcOeeP1K3z1iS6fvKvGkVMV9pysEaz4RL7DwHGQysZRiuT3YbW5SuUhaQC9OmjK7N50VUEkzJ1IExI3Jak3sr5wlIA7AhOCibjkgoBXXB0Sh569sIWh268hAsXePSdx3JVvBOGzAzzqHxeD4fCff/qTn1p384t8HjswZN9iHzMIYBDYYphIgNQoFQEGIRyM1qhV4C4zt2XrNJgsd79nrI1J7MCiPLEAl8Iytu/bSapRHHNmEe78usOBE1XufbTKyeUqB0/VwfdRNYeKo6g7hrqjrYvgGnzHDo73XRIQp3eZ3FUCcBLNnYDbjfFdy972wgo4PA+7j9RwZdkeLGvXEa84ayBI54a4XLK9zwUzPZ4/FNGLXBqhYOiAl8wEVAWASykQUpaYHMq+cyaDCn2UYewydD2a1YAfevWQl13e5uRym7sf8zh03OerT9Y4tVgh7rto6RB6CqRKgmVbmWUz12mphDgrkxcvZgv2tFAuqckwcXLXheeRHVVhYpvkamhMGKBFl2EgmVtu8viuMdh1eN33vPkd//zZ3affc8XFG9e0Js4K8Mee+AIY/f2bp47Ux6sOV13a5Yf0Ge5/Omb3IcWpRUGtCsITKGILOq2JY4mRKplLItBGFZbNIriz0HGVLknnUOWsnU5Ltcuz68eEseHQccFzhxR3Plrj+cMeLxyu0h76DAMfXA/VdPGVoKag5miqBR/Yd9I6jbRs1taF+4ks8TyF58nkAjC59naTg+5anV/xQowOmF2SDI2P40g8aXDSRMmIBocc5LHJ+x3jxA8XOExPBkg1oBu69BxhnY4wLxhzlC5lIGVqUgOkw47IpWGclgUkvZNurLLxE72hx4aJgG3rQ64+d0g/6POjh1s8f8TjzkcqPHe4wqFjPmHkYHxFLBUkLln+xeToCczG4+WWWCETlIIbnQObxBw3Sf+ijiHU9PqCPQc8Ti0Idh1UfO2pKkFPoYdDBvpUfXrHXd/vOuo9/1MMfs89d3Fsblnd8dDD4kdvWWH9pGsL/ycCXveSDl1H8+mv1Pjo7VX6geDV1w5BGzwvplqLMsYWWhCHlslJpMkq9i60kKSQl0kGksR6DANDb2CZ/MgJyV/f4dMLFU+/UOHAcZ+Frscw9sDxQLmopsKTgqqCmjJUFHacmUoKj5Rlbc8VNulRBLcr8RJZ4nvgeySuiU2Z2ym3UZIRDalWAuaWY+58qEGr4zMxZrdXSUsGUhysYrc0CZJpcclwqFg3pXjN9QO++nifY606fVdameKAGxncMPWsE49dxtYupDjrRGa/Qxun8Dss0L1YETuKyFWEsUMYutZKdUPqXsjLLot4ycVD3nzTgH3HJc/sdukHio/dWePwGReEpNd3iAOZlG9KjFO4ioUYAXixUq4MchEZhE42ITCGat0m5DCG11w75HtfNeTPP1HjM1+p0ZEeC4NJphs+M1VDpR5y/uSTolq/WX397ruiW17xqr8fwKWAjevG/+Sac7wrXOVQqw5xnIAoFqxrCta5hn5H8OV7Ktz5iM/MOo0BrtoZ8vZXDbJKselxzZWXhtQrtggnZ+u1l7TUJWn1BM8867DYllQrkkd3u3zx/gqDUDEIFafPeGjhEBoXLVxwHITv4EiJpwQVaagkwPaVwVfG1oA7iefr5MztpX2ZGbhV0qMpMvb2XI3npQVaccbenheiVMDXn1J87uEGynOs3VbS32dn8NQLj+PU8VAMBi5vvKHP5x9s87G7x+hGFeqJDndTHR6mGUeTdQsJkV5J6bGVBXlQAHjSBR85lsldRxE5Dk4UW6CrGKXsIP3JasQNF0Zcf2GIEUPeekuPQWj3/PnC/T6P7fao+oKFtuKZ5z3aPZmopBFftOQlWpAbY/tXr7wyZN14bBtfYsPbXzXkyp0hxhjWr9O4NcPzBxyOrii08qAq6WiBF4IaCu5+sH7F61899SfG8NN/LwY3ZhGYbB7a9ZkL3fNaqupHeG6I7w5xVIRwNM8edLj96zWWew6EgrmW/T77jlT44t0N+wViGJuIue6KkEbVfviz9+EkByVxHVa6isef82i3JNJRDLViaJRlJuFg5wI7IBVSSlwpLZilwZcaT1ogeAo8lc/osyDPxyS7jm0ESBuPi+C2DJ+U1bopg8eFe4TvhBgTcHLBIxhW8MckXpL2VklVXimLmXb0AMU8QMqssVYEoctEQ7F1XYAnBvQjn34kqDp2CGZaQ5ImtJQslrfK7HfZ35EG97owBF8nRW+F8Q9RnOQNlE2Qqci2wIXWcnVkjFQRW9bpZMXQXLxtQGD6SEfTagkef85hpSdRMsV22RUrgl1gVUi9YnjJFQFjE9qqFAM1x+60kV4EwoPX39znb++u8uwhD3TAIHJpSwdvaHh0d6y2XdC58J3v/CfNXUd67UvPKW9ZuArgc4uzIBbf0/QfvsWbPoyQgqof4PsDKv6AI6cEv/uhMR7c59uCBimz4CYCWiY5iwLay4bTXy9+yzUAnulHkT03QqDTLReQFtBC2kBH2qE0jhC4ImFomaSdE2Bnj6rw6CSd9Ipk6z0ycNu2Lrsliu8JPIesxNQyeMLijsZLsqOuG+L7IccXNB/5ah0cD1eKPMDM5MkatdUFnzgdEmrBZgfrBKHLO1/T52/v7fPCbINu7FKL7Ka0tgrQ5J04Ks0JFIK99JhmNdqyUOCV3nVWC+M4Cje2YHYToCuZJ82UipHSPpdCJ/FQjCM0wmima5rvfqm2w5eEyc4/iVGw9qm3n09ogY6c/IKIkjkRySgLpWNuvCDgl35shX/3p5LDZxRGK9q6QhRLZg/28B7Yd8t3v/rwe4jin/07GfyDH/8ysVberdft5fwNi8Q4xFHMIIp4dJ/kvZ9r8Ik7m+iUSZFpn9iay1L8jRibgmYjaccZeRTJrmG2RsKC2hUmkwKOtK/tcMm0qbZQSORQmIOSsnbeVZ8DXGayxfdM1tLmebowOCfCTdjbc0KkDDh6RjDfriAcB19SkidSlA9LIVNfauoo6uMoVgSRy1RzyPYNffacGdKPHQYx+LHAjQ1ulOjwKC0y0wX5qwpXk8gSL9bVyhu4c2mkcWJNrASOY3+/k2SFrVwp5hqSgUHZ79T580CX8hTZby+No/hGK/go79l/J9Z2dfn+Vw3Qepn3fk7z3KGQbhjQH3iYOKKzsJvFY5/ygmh1vmcVwC+eOYTWksl6l1PLAaeWNfc94XHgaIXPP1zj+KwPjpuAO2HWDJD5gT0rqEXxz3OAZ2WZyfMUII4AN/FebdLBOhROmm0rPKoRkKcjIhxlF5tiw7EFt7SPXgr0NPhMwJ12/zg6kyiuY/Wp54VEhHzpwSqz81XcMYWXShNpyg7K6BEplZaKkSBQMRjaCbavv7HLg88OaEcVeo5DNdIEyQqVFkSVsoxCk3cOpYFmPmrDWofKsrdOemS1wNGCSNmxHk5aham0rQotAlwl7J26WgnAs8xyBu68pCLLTReBLsxayMgOjj1mNt8hsJ/XUTHvfHXALVcu8IVHfPYd9Xjg8QqnFhXHT47z4S8uE8er/90SwH/vL25nb7fxUjqfu+bY113ueXKKg8d8njviMey7JKLW6t8U2CKREaV2bLEK5vnSmZ/w9K+oQtJAQp4iFnnBkkrec5IZI3nHTgp2slEIRWBnc1AUth9xLYCnAWequ51UlphEb5dryT03xHMDzrQ0Tx6oguPhJPIkTc9nDM7qxc26SXkTdc6qMvPEw9DlqvOHTI33aS3X6EWKmgI3st9FxcbewyLAbTY5+1XpCOnitCptEjYXaKWJtcBNiuFiZZk8UjKxInVB6+ssqJWywNzSZMDOAJ4yeVaclecycp4rgrFYxFX4HtokzSzJCMAoZtNUxM/eOmTQH7DrtV32H3W59ynNFTvXXfNTP/jKl/7+v/7kA9Xpt68NcKk1Vaf/3X95X/PKB59ZD7HCxAI8oFkEs8roKdV9UpSBm7mjIuWTvEA//dnio6IMDJmAOn+eOgdkHrNKwO5kLWo5sLPnWfdKDuy0+dayd6K5HTK9nVqClrFzcLtZdWKIIOS2+30efL6B9B08Kez87ayCMC83zVPao9nMtUajKWKt6A9crr+0zxte1uF9tzUIYp9uLKnEhmFUuKhFQabIdKJB8VedjclBOzIfuJSAO1YSpbRl9KTcOa31UZn9qbO2OZmUJNiOLp3VI+X9uUW5QgHwOcCzPyswffo9BPnviYUmjFzEwK40V5yruXw7vOrqFWIVXrmyYL7baPnAmgxu4iMg66/5wlfu+sFWexkjx5Beqhrzk5OmnmUGzHz+XxpAF4GbH2aTL9eFR5k+ClN4TlbzkC7DKaiL9cpKkbG5k3bQp+xdALuTdMOk+2ym4LbjFEaYO+nZ9JL2NtdJGw6iwj0kIOSTdzeJjY/KspfFADPva0ydjZIGT1k8mxIl7Vy/OA02HQQub39Fj49+aciKDunHFfqxwI3IWFxKk0wxMMnEWAliVIvKgjUpKNVlO0nHu0pA7hiUFjixZXQV2yYWC2qJTEe+yVyWZKXSJSYvArwwb6VQelFi8xTM2YUwWn+UanyLpUAYTD+lDcGZ2SXOHO/84OYd33PPk8+f/OrVl20uA7zdGdKsq/MXVlbOW2mtMOE3kEmzgs4ao1LgmlxSlNjYrAJw6fFsIBeFv1/SlcV7ufw0ZeysuTmbXpWDXKmRYTcJsO1GsqIwH8Uyt+umjckmYe48wHQK7O27AU8ekOw/VcEoFyUlntQ4I6uOLAjwUReFkgbPGyDSpE8cK8LI5bxNIZec2+XhfVVC5dGPBBVpNxFwIpFIt6QLJ0qAgCQ9a2VZJEaC20IrWeauWHaMlQW6EiaRKdJeTHFxcKfMwV2QKkVwi4IezwFblCWrZYxdgcoAL+t6CquSLVsIgyWEWTiv4nbPj+h/dRWDP/5cl2Y95pkXwAkdZqoxkbFdFgbbcpRecgJTWnrlGkDmbCAvPRZbzygxeDpXUIg8I5jPGbS9g7II8qTTJWPywpg2R8kSwIvDf2y3PRmws2xlxtwxnmMTO7YrKMQQ8um7aywuVhG+Y333wsqyqgYlP3QlizAdkVGs4868aa0IQ4d1k5K3vbLDkweaDOMKPeVRja0WT2MVJUnAna4VOvHE08LcRKqM6PFsokFhjEc6TFNpg5OsEEqnq1M6czJvMik2neQthKPP87mHKehTNYBYQ6eXsGFKf6cgavIGDy1xpeLcaZiqL6GjvLgwA/jf/M0XUUpyenaFzZOSXmC3j4uSwvS8ICrXT8VZdiXgrgHi4s/J0Z8dkSprsnjWCJtPY5Ij7F2cIGtZXKKcMsA9JxkA5KZbByYZTsfgZql4nTyPS3dH2c6dF47Cp+5oMJQeSqrEsizPZBnNYI76SqWS0pIOT7R4su2eHzu87dUDPnR7j2cPVQmVS09KvFgn7pFAxsVjZhBSZKxnbzr5XeV9i0pdNhqcrDgrmeMubUmAik02rLM4dllmTo7+BgAvyoxysFlkdoRZ/bqAoVTepLe0aM/W8Di0u3WOL55EHPhCUttSALgxx4Cttc988r077nt4mblFO43KGNvVUdpjMtNNZYdgLfmRX6VnAf+I7k5PUum1KEyqKgAoY3E1AnBVnkOoUgZPkjwlcKfpezdtTNZ2ZkjWIpb2dEbJPUS5AftPOnQCD5QtD3CL+lus9T3LCC8PNBrxwnVxyLzV4nVXcOHmAc/uD4i1T197VGJbs+0kGlwJO7jSJpZSS06TF0Lp7ORlGc6kHsbJBpva91TC6PZ42t0pZMbiImPvHOCioL/TVbcM+BKgRxk6BW+RwUuYKiSORuRJuqtEf+hw6BTgr9vxkz/747UHn3pX78ar1luAHz58gmpl8dXrZvxfOrWyxHzHy3rz0t15RxsR8iWH7MOnh3IU1Ol7o4XyJZehBOgkkJWj7J1Lk5zJRTY9Vsm82yVl7eIuxq7CuioJuC2A86FAblGeFNlbJX2dXsBSR/Pf/6bBYr+C8G3tt5f68FmMIEogP9st63jRyZiMkga3jkoUOTRrDj/3lg5fe7LJ4tAjkA59KfGSHsrUXcq7bkQBKJo002zQCbg1BjnirIiEwS2ItU6CeJ0cY2Uy12o1wE2+ehRAPsroOaDLrxG5CZEy9dlkS3pEs3pzA0IaZiZ7nFpcwV938S/tfv75B4h6f5sx+Cdu20W96vPYc0f42tMRY5UKTd/kNl8BxBmJF95bzeZrg3nV81SalFi7MLKgKFNkPm+wLFVSFh8FuLW5nESSOBnAU82ts6DSdXQGbjfp5cw78i24XRXieQGfuNtl18EqSBcpJX5aGisKbpIo9GGK8ny/VeAuBpuFdjOd9FWGsUMUuVx2Xo83vazNh26voB2fvvTwpciSPkoKQpGOQF7N5KLI5IUuqmJNjFagjF0VtBEW3KkFqyEuzk+RqXNDQYsnTC7L8qQI+LK2ZjWLU/zZIrMnsF5D8klhqFcjbrx8kUA9TyWK8eQglyhCNyH2kXGTCc+n6iWJF1lm4dHgsQTwUSZfA8z5a5F92SLbFeVJkcWVwI4VS5n7GwJc5gDPEj0pwI2dk51IEVflbolbGA6Ua27L3q5jp1YttzRf+HqDhZYPlcQ9EXkAdjaJwmhDQKnzfMS2Sy3DdE+c2G7PN9FUfM8tPT7/4IDFrk+gHPqxTOxJkbg3ohTDiOIvS9g7fUtnbJ6OdxA4qbOikucyeS0hToCukxUqTgPORPNnbC7SxpR02u/ZAF4EeR7TrQXyTI8nz3OJnH/X/sDF6Ckak9PUqlPoeGgBfujQIcYnps559umHfn7fCyeZath9c7Ilj+IvWoupC7JkDca2P1cYB1Zic1EIyERJh5fYvDBSLB2JXJz9XexwscPdKYM73dkgZW5VYO5VDJ6Om8hHTjjKZi4PHxHsO1pB4yOkkzXn5tWD5YszdzXyA1WsRcmZPN/4qbQtSNpuFjtgHC7aHnDexgGLe6qY2LMsHieevyjPMxGpVMlkZCK40zJaSJoNRCH4BC3zBuF8dmGiy6VlcVlwU2KRgjt/FIWhRFLn7F5m6zLAi++lkqWkBoryJcOg/b52FotgEFTY9cwS2y6o/fyVL7rp6UOHDh5xppoDan5nw4Z17deE5gi9cD2+sunyVfUUazxSBHORodeSJ+nrhF3kKLDTv1vS3va11d4JyAuAtgxOMgq46IMX78mW1qoI7gLIk/3qXZWwdsLeKnntOCFKhXzp4Qb7F6rg5fLELQS/o99zdFzEWjJFrwo4882edEGLB4HDuesCXn99j8deqIG222X3pcSNkyGfcVkqWWCIgnZNbUOZgSKfKpY8l8lzmawqMr0Ly+I6355GjzpHOl1BRKbNRWFVWR1kfiPQFwPOsqMiCt9Nizy73axFHD2zDzFxw2tm5sMNnW58xDkyZ5ic0Dy42+OOJxvUpN19zEmbNQpamTXAThHMZ2H4FNRZH98ICESS9cvm4Yn0tchAXmTsFOhKJSDPJMoIuJNqwqzCcBTYTj4gKBvx5ugE5JGVJyqkWgt4eK/ib79epz/woObgSIErytJkNMAcXeXK6F5Df49YhkVfPIwcxhoOb755wO0P9nh0r4epu/Rj31ZYZjU7glF2zMGdgzwrfTLYoDO9wJRl81haPZ4CPM5Y3J6LOHVURqVlihkJUhebrk2B0AoxQrKS58mdHAvlZE9BrohczkiRNC2j8T3Bq14cMbVtwOTEkMnaEKfTsf5u0IOmdKhVdTLyt6zBc/CKVWAWa4A/11Rr/Hx2F4WDIwofXJQ0eAbs5GLI2FuJZA54Du70Mb1IHWVwnHyEsuOkFXNloLsZW9u7SpwTzwsIg5jbH6rxwrEauC5CKjxBtrlUMbgUo6seZemWy5K0SS8dO1zwwk06KElmnngcOwSBw8XbIl57Y5dnjlQZRh6xdOlrhRcz8llSL5wRBrePaRmtUaOevEYrgUrn1UiBUSDTi1Hn+QedBJhSi9xF0aIkM7NjAgX5JDIGTp0WMqAX2dx+1vIqYN+ThX9HSrIVDz2FJ318FSOVwbnrq7fjug5zCy02TTk2c2nODui1fO2S9pb5FXnWi+MsoC4BvNBQm2pvkbzOht4UWbsE8HxyagbsBOh2xp/JmNrJHvPnbhJcOirE9wKePyr46oM1en0P6i5SiJI1mE57XZXFXEXf+fMUYCQe9Frls/lcE5V1+zQaAa+9Ycjn7x3wzCEfHI+hlgzixFHRdruYzL0o6FUhhM3aZWAvryaOyvWsBbbMVhWZMLmSFuwp0FMPvCgnpQChC6v/GrkN0kfSkoZ8qFCmuYugz5TCasALbRBCMQwE/YHL6cd2IZzjYGKc+YUllBJ0ewGeK5BxPhtwVGOLNZ+XwVyWJoWLQ5R/Xo78XVlg6FyeFLbWkGIND5yswCrNsjlpwZW0gE5nhK8Cd3J3C/XP1h6M7D3p2olMzG0PVLnv+SpUbJucl8oTUQ4uU8bO7qJMAuVbgb0LbWzpbuSpoxJrWQL6cOBy02U9Xv/SHruOVogiFyMUfeHgxuSfKS6AJU4vrbWZPP/9BqUSy1BaNrevBVILq8OLfr+xMkRJkQE637WtINd0+aKXwvANV/Y1Vvpce6csX5Y4iHR7RugO20R6iBAa59hsBEKi49ia/EpkF/faAF/9wcqMLs7O3COSpczc6dImcgYX+WZSUhUymsVsZsbcObjTXR2cUXArkwHaLYA6dU6sY2IflQrx3JCnj0g+dXcD8EC6CKFsS1xqDQpTYqbid0xhldYTUkhUZDUpFJm7oMFNMkddJaMfkna2KHYwxuHtr+hz50MDHj9oJwmEWtGLRVLwlXyW2OTL/BprSFrRiGIE6KAMyQVoga2kRBXsTKUSjS1zNhfC6nbL4AW7siQ7y+5OKRg+C4kiKP98gdVznNpjK6Vm8/qAih+jNTieY39BhJ3NrASQeqijLLzqShOrL4JRkH9DgIvyl08kSFmiFJI8qbYryhGRNOCWQG6Z25VlzV1i7ewxTezkGlypCNeNCOOIex6t8tyBKrguSBtcetk4s0JwlX3+tTX4qDwxhSdZ6WyhRqRUXRhLtEocldhhGLhcet6Am66zLN6PLYsPhcdA260aMzcjztmOJEjL+TxPUY8C3BhrCpgkdW+k1ebSWIyYRLakIBdFsBePhS4kfSTI0qpuchwU4zgxqsXXYvWzxIEIokgxFA7GGJyZSduZ3u/HLC3bn179D47qIEpXzyo5ghXx2cQl0oBVnBXkqcbO5EkG8kKaXhYAXujoycAt08lPFBi8AG6VgzvT3cmsv5I8UbZqcP9pwYdvbzAMXai5iTwha01TmZWaW1t5+cKIZhm9mTLQS4Mqi7sKm7W0uEPdl/zwa3vcdl+dvSftxRdrRS9WtsowFtk8QYRBxAmTxyMrSQr1QsCZbiyljA0wjTBIY8EtpdXnMpEtUgqESc5RBu5EvhTwk4JdCLL9nNLzfXbpW8xojlqKeYCa4VHY0YKDlgvCAwzqt3/n99cLof7zgYNHL9LalGRAcYMiJWX2urifS/lnyv50ye0QhbG/payjTNwQmb9XdEUKGjvT14WeyyygLAWSCXNn76XD8E1mDWbuiRMXGhrC5DEglgEf+mKNj351HHwfVAWlHGrKUFUmGUdB1uDsFlrj8kxqMRElySfDUgpQ0+8qCxnR9KK1wwTSGuy0+dcgjGbrhoCTC5InnvOIhO200km3VVo+UHa2UslUWFVKRUaicNUlLL+qKX5Et48wv6a8K/LoqpDNDB+Zdjb6d7KNEbLcwOi4jcLfW8UghksuuWLD1Vdff5dz5xPHx+fn2q87MTdgetwrtH+JkYCwLD1G5QvkbLxK2mR/T4w4KGWJkl39pRqUYhGTKckTmbB2WgiUbcehio8pc5tyMOnEaz4qFeI6IftOST7+tRp2/oplb6u9c3BKQXm8MAWGosxM2YtMloyAQ5drQ4obBZg0q2kkOlbEKtHiscP3vbLH5+6psfuECzLACMkwdumRuBvpMY7TFLgowNVk4/PSIHM0+FSpXCk8puxsg0yb+NE6lyxpOj/DTjHILFjPmSOX4GW08C4upvURSJ3/mS4wt8wqH22dUaPaZnr8xOsqsjfumGAIYZjJDdv+JUtzPVYHT6uDSVYFlyJ7f5UfPhJYClEGtSgAO39ucrCn3T2FgLK4ZaAqyJMM7Alzq1SipHM/kqDSkZHV3ioiVhFffKDO7v259hZCZiMrcmlCKRlW0oKF41BmzfLwhGIDcj7HpJD00Xnnu9ay4I9bqXLx+UPe+NIuBz/uE8QKhCIWioGQuIlMsThKnIj0eaLJTQZ0keklYwQqiwkMitzKlCnoRRKACpEA3hZoZYBOjosune9cppSJ0x4fXSDL1Q6dKf1sHrdZoktZ3FGWOoJA0x9onB3TgpoWzNXTNq5CrUcp+hWlq618QkX5OXmgkV0MpUg4+ZkCgItfWCYXWvrh09dp5VoWWKYF+dmkJ8viqgTuPKBMtbbK5n4kCR4Z201RVYzrhhw6rfgfn20ykK5lb+EUuubT4LZQXCRWX+jfKEWfLv15PUoOIF2o9MsDTZnPTVF29nqsHaLYxY8jfubWLn9zT42DpxyQEYiYUAj6wm6jvqqMNrvkTPkDFZg8Z2/72aTM2dykADb2fFhgC6QxFvDCdguVfHEBegQHRSYvHUPKf25rU0TG/mR/xyQXU1JikJSmRi2PU/NN2sNxHCltpV21YkcGZ6WQhaCwuFOvKJzAVU6KLLonuVyRqwC+9vMiY2eeaioFigxe1Koyd1AykCeBZbbTWsLWqRbPA8p8RwhHWe3dDjTv+3yTk3O+lSfCQUiZW4MiX2my55RPUO6gFLee+gZAzwBfbDwobrWYDu6RqwLOKHLYMj3kJ9/U4Xc+7NEK7ahjYyRDraxtGKfnKLHWsuKlXI5ka0uma+2fqOQykCmbG4FJQW1M5qIYkSQIpWX3rE7EiIyZ17JShbCavBSks/oiiCmzv6Ds1MTCEEu72gkUYWR3FnFqvt3YtFG144LzDzHieCS/uRiwrGLxwtJS/NnRK3St16UahkI3fZnBzQjAzQiT5xIl22lNFhI5oxObVISS9u6oEMcP+cxtPu/9dJOhdhN5olBC4glWNxWvkZbPL+7Cm2eBuCniinJGMy+lLVcalkpppSKWDhUn4qff2mXfUY8PfNFqcVDECAZC2sK52LLgN2LyHNQi/4CpVEkliTEok4DagBHJRZlo8jzhk7K2Zdo06bSKxQuSoyxPisezSKis+rmi0ggEaC3p9gWuL3Amxhzi0GGs7oBQ2XceBW1RFzH6iwvMXrTK1vIv12Lv/IAUpzXlzcZ5R/0aAC8wt0xZWyaaO92Yysk3qCpWCeaPNmu5tAx/87Uay8ME3MICPBsPJ3J78mzJnTXxXHhddBSK9iCJu5B1v+u0pUwmuwTrEXCn28Q4RLHDmBdz66t6fO6BGosdBTIEIwm1S08UkixJkFkONkXO46aQrs8CS1tYlWderUbXoihV8hIPI+yqk9t4CZtn1l+yiqwhX9P3GAVzEVtrgDz9uwYYDGCxZYNdRyXgcV071DJzSFPWzkZvFYCPWAPg33iJOTvATemKL25dV5QoRVCvAroyCZgL+rugsx0ZF7KXOXs7KkoeQ9xaxG1fr/Doc1W0dMmm16bBZSFrmd/zyrbRVWmU2dcm8UQiFEtmk73e8xLW/HkWdBqJyuSKdVQcHfGSywLecG2Pj3zJAxUAEoMkEA59kcyyKYz/KK8mImHrcuCZa3HL3EYWAs6EvdPS2vQ8ZmyeMHiuwdPjUsxc5pWFZIDPJVQR4MX4Jv38RaCntyAiIQSN0+pquv2YWEPFL285XaSf1OEaBXWRzc+6xBS+2JryRJB1fhTZPO81NAUnpQzydFdjJdcGtypYgzLdYjDR346MUdIOfj94TPLh2xqc6Xh2v2tpVzRHkO/YkH5WVnvMGYtDGUBrq5MSm2PKzF5qRi7ocVOUKSmLxxItbVvb+nrMj7yhywPP+RycleCFoBVaSIbC7rWT18yMsnh+waUfTiXgtRMCUy2esLkBLU3iqlhQFoFuCiDWIt3O3P7bxYKqrF49Uwfl5E6uKHLWLx3WkeMrhM2h1KuSsbrEkUmdgZfMzE6BvDbXlP/NUYBTeJSlk29WMdtq9i4s+8VmVlEOLGUB5KMSRa0J7nxCqpJxorstsKWyQzSHsebPPtHkvierNuIuBpciHf6ZW5Slz34WOZZnNPNjVjwXmS1YAHpWQltwVDJgm2IZrS4EnAoZayLpoCKHm64O+Km3t/nNP/MYRtJmoLQkEi59bMFavtyvUVlYXFWwk8tKwadM2DwxIWxwmXbWpDq7LD+FtNo9fc8UcTOCkxJrl16bNbhijXVI2JUoju3F5kyNWaN8oWETKCVGgeIFveqfHF0eVnmWKehXyROz6vmaGlzYJI4ssLkaAbiUue6Wa4A7TcWrrM5E5+6JjHC9iLsfd/ncfTWGQxeqjtXeCXv7mTVYXmHKGnwkJ1AAdNFlGqXvPN2SSgTK4NZ5IVbG3ibfuEpqhTI6GdRjHZVqLeLWm/rccV+fOx9XoMLkJEgiHHrF1TZj8DLIDXaoUHGVMQW2tqxu2dzuTiMSWZLXaZvkfBohEMYUJMoadSZiNYZyXBUHc4rsv/bTpfNeyoQRBCFL7QjlxTj1qiEODGM1jRE58o0uMotYhfDipKGzeZejDF5c1tO5GXkgUg4uRRpYCp3730UGF2swd/q8UAJrgRznj0lCR0k7JXala7jtgRp7T1fsBM5Ee6fsne0RKQoXncXLmpqbEqC/gT5JwWTIPLZV6e1SwFke0pkGnbGWSKGI4xgpHcKhw84NIW94WZdHd3u0giT9qgMMglAoBolUWat8FqzmJgkqFZDtUCgSl6XA5trk2woamQBdmESqCLQsnHuK0sSCo9x7meOmiKsi2NckCJNsR6ghNoZ+P6bbj6kOYpwoGQJU9TVGaMJIWJCnUbwpOKWrQL72B8lAXXxdAHueti0nS8osnk9QyhoKZM7mo1NPszG/Gdjzoe2Ok+jtxO9W0taeaGL+8ktV3vvZOkakY6EteysoWIN5av6s8qS0mhVAfhb2Lj6WZEqqv7UpZDRHymizrGbirEhJbBRKa8LYRSrNT7+5x4FTLu/9nEMYJfUFwnrDAyFt5w1p0Dnat1m8QAvMLnI2V8lnksICXSbgt0wtkiymSYJNK2XK2UirqXUJG7kGLx26kdclezU9PtrYPe9jwyCw38WRAmfTdJuu32GwEtAdOggEocgTDCnDFAdbrf6lZo2TnH6Rsv4uZ//WAHZmD+oRoDOiv/MCpDzI1IUgs8DcQufgTutNvJADZySfu6dOt+tZaSLT/SDzxE4+q3yNud8UVqriCkYO8rNxeCYBCy8MxftIMZLO77bzveCJZ61tEintTMNGPeLNN/e4/f4qB04nGTItAIUWgiF2RKfIPkDO5CatRck+R5LZTBM6CdglJgG9yKzB9ByaRHubBAM6WfXyctkyc5eCyCKjFwCXX27l0oYU4FFsCEJYamtOLUbEToTj+UOicEi1EjKMDJHKjft0IAzGlE/GSPA0CmrWZO9yZ/UqDV6QJqkEyZI+q9yTnL2lTEGdb+2dgtu+n2crU4niqIhhqLnjkTpfe6qaS5OEvaVI2FsWA8t86E3Z6iwUmOXCe23dvRbQR+Od0Uo8DUaVWdyUkj+JTNESLRQ61mihiIYOr7oy4FUv6XH8yw5DbU1CRAgaIhwrVUq8WJQr5LUEIg88pbSBZxHoWhgbvKayJSUCkwA91d4mKZIqMHYeq5kSaWSWYJESRhaYtKw3lSh2xqJhEIFwJV5V4uw/ddXKoH3g9k5n7p+Ekf2LUmIDA1P+nkXdM3oCV/viZZBTBDbFkRTFeXaJ9i6AWojCwMdk+4xsGLsyZe1d2jgpDS51FlCm+lt6Efc+7vG7Hxwj1o7dtUIkDC7WTsuvWnWKF2/xAh89Nn8foK+qMEwLsHJJYv3ncse9lLpUM65lAnZjhwV5nuaXf6zD3hMu9z6m0F5Co2nQaRSDBKXCUOrXNMlJNSSBpLH2W+aBJ7Up6egII4pOSgL8Uo3RSGKnQHqIVOYXpd2Ia7JKnxTLHEyGUSVhy3SFGy+bvv3G6y5cUS+9dnt3eXn54DBQP2V0ZP1KRlLRWWfN6ns20jjTyuXCqKyWRBW2HlEmf6/wc6XUuypYgKVqQV14b2SbjcKuYJbBc1niJAkdx4k4sST43Q+P8cBT9aTP0gNlW9KUsvO3K5Jk57Zkpoos31fPJk9reMrDiFRiw5ZnueROjBo9rkIULvA8yVUuYUjIQFKICZL53LIgC41h3VSE72gefdZlpV8ogUwuTU2a3BMFU2WNK7S0VItRrK1xzeaZ0BSMOvuz3LwYrRnXpvjno7mBHMzF3SqK8lkp2DBdY2Fh6UcefmzXXif1F9OZ32kLf/nDmrW/zYjGLNo66TEqX71lqZLNlQbyeXamJEtyZ0WXmDzfUiMFeLxae6fb3yUZS6UiYi/mw58f42/vrmMqKXNb35ska5nu1lDOWpIN/V8ziZX97+8+TlmCpwCSPNYxIyxe1MFFL9xketwU2VtLYqGQWhNLhewrbr1lwAuHurzn/S6BH5W0lEEQZEIl+ZIpk4v895Mlfcha1oxMwJYEmlaulANxUWD1lNmzlV6Y0pi/8mN+xFY5KLA6JjT5x7dzz+3OFc45GwdIKQjCiF4vTrbdXiW185NRlGWj4B6RJ6XXa4C7+CgKDJTPni5rbilM4osX3JOCW1KSJzIFdy5PpIr52mM+H/xSnUHs2IylSGpwhN3E1EtrTgqBZfa502J9yMZjpN+9qMPLweYIE66B/lSOpCOqS132xmQSJSu8SlP36ag3IawGT0Eubb241g6xsDvE/dh3d3noGZ87n7L7kJK2ZQgbuAZ5aJyB3MhCjYoQqDT4TECs0kSPyIEuEqAX0/Q6k6b2wKTABzIXhcJxI8HMKnydBdyZNNcwiA3RYozTjjBG42yZWUYpQ6cnOBm6BGFadGtWgTj9x7NAoHjqRoOFDPCrQZ1eAHkzaj52t7gVRtHzliOBpf25uKDDUzZPg8k8qJQyQjkRvaHgt/5ijEMnfYxrmwNG2duV+S5vq+cNFr5LEdglCK8RgX8DkJuR56NJi2Kt+GiV4VoBpxaJoyIkMraBZxwozt0U8e/etcJD/8ajM5AgooJItnvaB1qUmVznNGeEvQitR26yIFOJQqInsQVToJdAXiA6q4JE2S0pgpvy6yLAzehBG/m5MILZPgTGrg7O157bikHiiT5jbjurrU6lwd/3Vk6vFpfw8ijcMpPnGxaVgU1BUxa2rxNnkSjSjDglqUTJPe8ohj/+TIOn9vgYKZOETipPLHuXKgZH5UkxsBy9U/x+o1Q0Cuf8jWLWuBRojjopRSCPAjuVLMZgTJ7Cl9Km8e34Bo3SmqsuCvm5723zXz8xRhAnV7DO5YqWiqEufPAE5AabxDE6BbYtu03dlPTYjAI9tYCNKOKhAHaKx1CUwSo465q3FvbSGLHqwQ3XVNm6pcZgqHG+6xXfi1+pcfTQC+x6+namJ/Ng7+/7C8ofrKCrRrV3AeR5JrO4Oxc5c4uyc1J+nid0Rq1BmUqTDOgRqhpz5yMVPvDpBq2+Z7d4EAlzJ5vZusJagzlz57Ovs7Q8ZwN2Gcj5yzV0+Yj2Tl+USyMKnTWUmT1txrWDeRKHRdjWsVhLhDCWvbWtDtWJfRhFDs1KyE+8tcsTuzzueFhBLRHFKR3rFOQFD1yCm4JcJLpbp5WEZB1WqT4XJCuMyDOaWa7DjMQvhWNX3CEkJ8y/HwIF1kpVAiqe4bqrb+Tqqy6j3e7i1GsOlapLrSqTrfMknmtZMf3rxR0ezvYLUnBnH7oA5nLCZ3QXgNFtL8o7dqm1QF64l8GdF1TJRHtLN2LPYYf/8ckGBxbdJKOX7NBspwnhpNpbskZJ7Gpwy+TgrwJ70bsVZw84R/FekikjzJ2iu8zaNsC0gLMsLtJkkLSMnmvxxB+XmjjUnDcZ8bNv63DkjMP+kwLjFK7OREtoqQh0QXIJazSk7G0SCYck+RwmqwmXhUAyDy5NViu+KkA3BbwUsJOC/my3opRDWMtSIJDERLFEGxdtHBxHJdRe0UxPBIw1ZCZNbKt+XrqZ/crC7y1GuMVgAcyazJ0CmiKwC5q7+FrJ/D0l7d7oShVYfIS5SzUnIsT1I860BL/1/iafu7uGcfMyWNtrmWQtRaFiUNgMXcriIjnv2VRTRk5QytRnCZbyM1c+OaPGVG6X5YFdxtiFVjaZMG7Z/05aw4zd2NVW9Cni2D6PtUHEdpNWR2puvaVPayj5pT9QzK4I8AtSRZKBPGNyIdDYYwRp8AlG54M+lbSvDUVvPAVwIVXPGkAv4kaPgjyl6MKxg5KU08nxHEj78fuBXTkiDY7vCSp+5UzVj756zlZe0/AX6QyqDIaOvRJ0qu9EOaM5SkrZST3LfOcRFi+5KAmIi35uic1lGdTpPumZWyKS9zOwRzhOTIDmiw/WueuxGiZL5DiFu0Ql4B5l7yJbi5H3Sm7JmoHm2my9NhWxenk0hYsgOYEyrU+RhdfFNH7C5OkMQa0FOnFTBAYtrXUWRwrlaF597YA3vrTHR78sCSJhi25MIpBtYQkay+QmYWpksnIUqgjTWqFUttgWi+SfkfnKp5MLISM7CsdyFOimcPhGV7yir57co1jQCwWLnZgLtjcJtfmq5/pnjOmh3vN7f8S2iy5eOXjarBw50/mBdvsQMxMuSiprGWZXXBGAeXavlHzI5EUhyZPVdBfqt9M/VyMVgmnVoMq3jc6LqQoOShHciSyRaZ1JkoqPZczn76vyH/98jMNn/EITgwsqGQUhJb6ESjLIPt3vxiZzCokpUUzspIktkc9GkcX9gwozzGX5ud04tVxyW0zYlI9rPq4jGwAkyz9T2ppPmrWbnws/k4LJaJhsRlx8fsTxWcX+ow46iwQLqBICg7QJmpH3i1G0SWMGilkVka9MxWvZFH4mmyBQSPoUV7OzBN06SRqlA0r7oSDAsGPrAj9+6wZuvLL2/y0sPPfIlVe+xu7Rs7DoUfUVT+9uEvSm+ak3KaYaIk+pmxHNU6KfgnNSeMwZO7cbbRKprL/FqFSRNuove+G6xOIZqGXB75YaJRL29mKOzys+8Nk6ew/6UE8swUI6/mzsnQ2uLDB3ZmdmTLPW1Fx7ssuFZjkTpatbVu1fOoKjBJ4XPFmQrLYKU7lStAljYbW4LFYdSokwCm00wtiqQ2E0UaC56LyQH3tLh8ee9zgyV/jAKQUnzw2SQNvAUYtke1lh9+jUGFTK3qJQaCVSRofRJghbk1KOW9ZyUmxm1RSOosmPRwH4GFg/rnnrywRX7/BwjEfTtT/rALz2psuoVipsXic5sOcM/X5A3wuTTJPJOqpzgBcclmxpybV2ifXTPxMjAC+AP3dRtAV4MchM3suALYpBZq69ZSpNVMxSW/JHH21yz1MVqKoE1AWQCzs9wBHJVi0FEBY7iUpdSaOPGZBzwIpVT85+WysRZ8GqVxdcFbOcGajzBmALdtv1m4FfS7Swzcq26Vcl50OhhSYWBtEz3HLlkF94Z5v/9BdjLKfdEEXzGkAojHSI0s+pi7ahSKzClCByvZ2P1BCp6hkxHlhFCKulShbqUgw7i4Rb9Qw1JTh4eJpLL76M6e0vYjDoZ9cq27Zs4PLLL7pjvLr0u+dv861mSqaC5nPxkiaDYuNBKiUK5apK5U0How0ISiad7lkxlM7/vorzfyf9mezfLtZ4jwSV2XObih9Iw599ts77P92gEzjJsJUCyJNHJXJbUBZKYtdMw68V/VNmmpx9xN8b6OU0fZG9R4FfsO1WeeNlVs80OWm2U2IKu0XY5wqtFXGkaLjwU2/t8NNv6VA1EegYTAQ6so8mAhODjjDaEGkYGBhoCLQg0BBqCLXd9j29x1oQaUFk7C7KkYbQYN/TgigWhZ8t34vvpWXbcXLXpvyzOnFvdGyYX/F56oW539209fw7muPrc4Bv2ryJT33sP/c67ZXDtYpgrB5Qq0R4boSjdFlflzSzLmjr9OeKTQhJi1gBrEWrr5heL5fBFv58VXYylyhF5pYywjiGFw54/PUdNdpRMp2zGFQm8kSk0kQUKwYLz1dp3WKAWZhcVQwwBXwjW+usIC9WxxVQXxotAWsCu5j00WmteGEaVrFBwv6MSt63ANdGEYWShmN4x3f1uPiCITKOLaBTcOsU7On7Gq1hqKGvYagFgUnAawShEQngU7AKIiMy0EaJuxEVwB6nO8uZ1WCPTQ7y4j02EMUwjATdoaDVAyMUi4uLh3/l3/12b2b9BqCwV/3Lb341UtVYOvVVhiu7qdcUWrv0hx5hWgJpiu39qzOUZWuwuAnSal2euiSr/fEkeyk0uZMSJ0tgKkv0CLhjlKt59pDHz/3uBM/tT1LxMq8zySQKItPeSrBGSj6vSy6y9aoiq1UMXmDtVFf+vWFetgZLVliBtVMXK3dRijtEiJIuTx0VI6wLppNlQCfJICEkInFYRABXXBDyJ7+0wk/9tuC5AwJccqkCiS1iMsgYJGHydqwFrkjrwpMd8Qx5VlMkMsVQkKf5sbSZzZEy2tQ3H3ksHqNQC9qBIEKjTMjN2y/gbbfeRLs74Hd+61fLAO9GY9S9Onc/q/jy1yKu3Blz68sMCi9jgFLUXgBs7hOPeN4JmCk8L0f2+c/nXrgu6XEpdPJc53ZgYg1KESOFbSbuGMmffrbG07t8YqeguTNrMGfvVHuX5QkjOy6vLUnWej+DaUbnhbORof7vYHEzwuZF3U2RvU0ehJbGCKevZVagpYW0TQcJo9vOGpmk7yVCKFv3rzUq1lx1yZCfeXOXX/6vDp0IywIZsNMrC8iHSNiNawXEAlwhsulfKtHf6cD8tHJQJGAXKdiNyQCcxzyiAOo87Z8RTfJoDFRqAW++eYGLNre5+OIXcf6OcYaByo5jBvB+UKFSrR44tbTh4N6j55+392iPmabhyvNlXtW3KihMQCqLAB7xvIsgX3UR5CwuS164Tp6PuCcizoPL1DFxY3pa8IHP1fnUXTWGqsjYBeZO0Lu29i7ac0WQjyawRgdr5luVlLJxBUCLb4Rts/ppzuD5JKlUpqTMTZqXIC+hFUnTgn0uEYUZhyJh7TQZJJOaFaFt0CkwiNjgi4i3varH7qMOH/hsnW4owDW5N54yuTDJMQWE7eoMsfMDHcAxojTmLjZlRyUFehqAlsFbLmiTaRCb+OsmXXUV+K7h8gsM33+jx+TYFqa3jB9s1L0DNc/NjmsG9f/x3/8LL7/ploPb1tdm6rJ187pKn5nxOhVPZPP+RtvGVElTr6XTdfn5SAKnONS9fC9ocTH6M7kscZyYTiT4iy/U+e33jTG75CU7orqFFrS011Jid0cj28A1b2DI97osSpay702yhWHhgsgaQVKLrOh5p69l/n7253kzSckXl/lKks+IKaws2XNTYLLVK6MsgKT4M8Waj/TiK7ldGMYamhdfGtLuCXYddGwSqBBn5C9WxxvGCOIE6OmQ+2wgfvKeyd4TiaxK3y8Mxi/66pmzmjfiONKCe7wuWNeo0Ok2CTgPp3bJH586ceJ9m8+5ZjWDA9SqHn6l8qX1U96bxvzalY1aVGhRKweXKWCLTE5qBY7430WmLutyXWLycvIi1eFFiVIsptIIH/72rirvfl+TM8uOzdSItRlcJMtnrr3Nmp539rww1qKUcaPwuvi+GGVr8XfQd0GKFNnbFn7kmjyRKrl1aMibwHMGl0ULEVGSL1qLRJKYxEUxiVxJz0kqVQxRELFxIuZXf6LNYlvysdsaUEk+XSZRrDzJ07CKZBAKJLFAKCAStkYk1eSpbagK0jYbfE/+5+mwzoxItMl+QCaSLT0X7V7MiXmHxrjz9IWq+qUgLB9zVXzxkb/8MK+75cJjjVp8Xd0fXN2sBdSrMRUvxnPiZMZ20d6z87hFwUkRosDaiaNSDBiVKvzMGs5M6QJKa74T/zuzBIVG+oYDJx1+5wNNntpTAT/R22l9tyw7J1JaaZLO+M7bzszI46iLUmwrK+wbJAvJjSJjl1g82VDrLAy+VlnA6gynKDN49lhsECHLZhZjhBQsCFFi+mK9TFlaJUDShrHxmGoFHnrGZWk5OQiFa3f1VVqIjLMspmXolNWjhKWt5SeIk4tBF5jcPqYsnvpSQRwhywAAMAZJREFUReGXMrn9Tlrbiy2M1W1PP3fgj3/kR36k9NGckY/KRResRwjB8vwKJh5QrRg8N8LNGnhzh6PI4qP6moIGz8cBjPzMKj2e/ns60eU6Y3IhY0QKbs9w8JTDr//JGHc/UQE/XfMLyRyS1ySBJay5t+VoS9qo950HnOW5g6tf5174P/SW2oSrps+OFhplS37K3LA6AZTGh3mhVqrFyTS7RBiNSLS5bd9PZMwAXvniIf/h51r82p+McegU1lmBRIenJG7slYiyGSCRdO8XGD315CGp6WLkIiRheQoykTxxpJJKT51UUqaPsRYMAo1XcRmf2ozWetUxXQXwCy97JUKq4OjueQbtk/heMehbXfxUAngKZpGzQRZkJqdwLdBnoM6WTFMAdg5wKWKkC0fmHH7jT8f41B01ApH63akNOCpRLLuWbUGTHMzkMbnncmN0hEHOet8QwGLk8R8K8pHnq+oyKF4AhdpxndRsFxI+OknfFxskRMltkZktZ7RtStNCQgwVN+btr+4Ta/i1Px7j6NwIYjQgdALuFOhJdZYogDzN3adAF7kUi5NjHuYqBEVSoUheShEbe95iY5NLg1ggQ3AxXHrJJt5262uCMIr51X/9dwC8Ul+H4zb/zfT6TZf03SduUaKN0R5RbD3kvCm4YOeNsHEZyGQLTT4KoOibmxKwyf5NnT2KtM7EgaPzDr/8R2N85s7/v70zj7Ljqu/8596qevWWfq83tVottVpSS63FliXj3dgyYjMO44CT2ASykCEnJDGEEzgMZggzY+AEgplJBhgmCwwkwIQlxmBMQoJtsPESE2Mw3m15kWRZltRaeu+3VNW980dtt+q9bi2WF8j8znnn1XuvtnfrW7/63t8agduK633kX/H5hgOWderkNXY8f1jEPBgxv7b4E3PG1gHrnb40tXIe1PHnxExocHETzGknBkODY+Z3igwnTywtSqKFNiwvMizZTOgSFFERFiEh8MOS02++uI5twQc+XePpQ0TEVkR3mDR4ucnNIzWfAXm0nTY0gTDc7yKmNCJRNraIrDIyUlJRCG9TQRC0GOktsmbd6h+uGx2+anJqtm3I2wDuFGr8403Xz2gqO67/l9qFZ6+btK64qMF8o5RkcIjIHi1yk0JhgDmbNNo5KCtcVgZNUdFNkfLvRLPbsG/S5oOfqfHNm8u0LJOW5N6xEgRKQab7rxnjLUQ7D17QNW86IgwAt/PY1EjYaX+ZUcnQj5ReZEbNcOQk1Q10thh9NhM/H7Oy2Ct0AokojkUkNvMobkVLggBsFJe/uo4fwPs/3c3+iRjkMnuiGe0dawCVLsf83LTG6HTk4u91DHwhaOmw0pqlQzu7E+2m1fJ400X7ufSCWjA6Fuy456ffmjn7zF89OsABvADGDzbeMTExcvazB1qnT8/NhI+MqK527E3M828ydCS9TMJYNlVbnsbEAI9BnWhwC3xb8n9uKPGN75VohTY7Ep7dBvJQa4gI2JkkYvI271wiAyk96RwRSBblBrjTK/YcOEqqD0zVkHCTjNbGAH9kYUmBnmry0IpiUJSIlsQ28xDkKeDD0gsSgRXmVCqNg+aK1zXYscvhmi904UNUpTOyroj4f8faW2YHywR38v/ynM8AfzIbDi3gvgjroWsJJakpFRVr+nrYODzygJDz71Cy3HEoOwL8Vy65jGu/cV3w5kvG9OT4JPsP2Qz2T1MoKGzbS0JVTd5M/G6ee/tiZ+CbFMWYXAp0qJAdwU3/6vL1G8s05UJ0xDIAv4D2RrdraxPMi7xMHm62Bkw0eF61PwdgZ0FK5mWOXJaiQEpN0jIUx6rJtQpDWtE6NScmWj2MSnSV4tcvrnPPozY33lUMmUbMSDL0JNLcndTDQuE6whwDc8DTa6y1jY+NY8OqmsW+g33snTpN23N2cPEllx07wAFevf3leH7j64/85LH1lfLBSqXYoqtcxy000aFBJ9XWiccvvUJB2HAmrMFhmI4WurLmEyB5WSBswT/eUeKqT1V5ZFch7KMtzEllXN8jC+6Ev5Fq7tQykprTOtKT3Nl2wm7+3yRzi8hqc6L47ljQxnBzmi78DF2JAZ+jKal2zv6uTC2exI0bbn2pEpCjIgddoNk82uIv3j3N+yzNd28vhXolTq9PQN5ptm0sm7UA43tB0a7Zk01i2mPj2y4zusBUQxLI7rk1Yy/7eqVcWnBMFwR435IhPb7z65/esGHoHTPj/1bx9Dw/eVzx5F7B9jN9ahVFoNILG4siLPVXrSqsgka3BKqVTtPy0EiN9irSkNFaMgT3DbeX+JPPROB2TK2dvbuT78hrbx3NyjtUh83HJsdn12kiaT6RTKtKRxEclybvMOlMX6KDls5l20fZA9nvs5pcqTDkIjQZEiWxiMSzKGIqQ5q4HD6YdXR8jVYaPM0pqz2uedcMEsE/3laMMGhMJDUG517oDxMaxltgFTRd1bAbdds4EpoDaxXN9jNbPL6nyCN7u5j0XJatGTv8nVsf+vRVf/CGBY+0IMABBlavY2piko99vocduyo8O2mx/6DPKSvnKbsBKmjfr1LQW1NsP6/Jsv6Azat81q4KwsSnKOLSNFcmtaljDidARIT5htuL/Mn/qvLQU07opZHxM9F4xSDH4N5E4GaB4j20gzoTQJaZNLbTmPQ2zTfjEsb/OmZst7P2Trwk/5NhOgTT46kz4EbrqJJVajmJZxqxFkcYVCW5maLkCRU68lRkl5RKoT3N5jUeH/ujGTTwT7cXw38QR0B15Go6zTULQp4/uspj82qfwf6A7ec16aspdNA+RkpBydFsWgl7xpvsOzzHvuleBlatwSn0Ljq+iwIcljV3HWj84bNTZ177wONPVGYDyXS9yQ/vs0F5mPo3+RM6TIS45adlXKFZu8ZjzYhHT0Xx+2+YZ+2wj+1q8MxLFiMkCsuVgn++0+UD/6vKw085oX1IiAyIs8A2tbkwbKnGpDI6y4Sq0E5PTHBmPpuTzU7Izd8RxwnyPIDzy6aJMEV2ymkT5w6xVs5aZdISFFk3PsLg6MKgLtL8XkZ0KNXkSmlkC04b9bjmXdMoBf/8r8XwZOLBzN2YwgPbUYyu9vmDN8zTXVaMjvisXeNRFNBXDRv6xrQr3CilvDqwaDS7WNHfQ1/Z5qyeDXOHAv2HR1pDzRMG+JM7hVrWv/nH7/2d6vTfeM9UWsxz365ZHt6pwLGztMAAuNKKg7MatGLvfQ533h9gCc2NdxS5dHuDN7+uzuljHvjGozkyxSkJ37vL5X2frPLIzgjcC00sk+NnzyO0e6fRbGYN8nwMe2YalOfhxnJCSXTqOs9v3wnUx6PJzeWMZm77zaAtyeccRUnAHpPIVIPn3/MgD28CmfJ4wpS4cB/hZF0pjfQ0p476/Pd3z6A13HSXS5DYxI1Jpa/ZusHj1y+u88vbG6wb8hNnmyA0SwZNia9leiMn1ySc61m24rFn4N6He5Cil9e+/temNw2u/HGjMdPuvjTEWuzHT/3Fx+nqKs3PTu2/a80Qb71gw4PWxtWH+NEDNnP1ItgOSDeK3osj9yLwJQEcUdUlBIemLO6+z+HBJxyWDyiWDWhcNwKNkCgp+MGPXd79P2o8ujvW3HlAm4V7chNOEcZ5pDUGs1nx+Yz2bOniHEdPIvtExlYetsOLP8e92EXyOY5HCdcRkf08H5sSnTpGBGEyAW7PKjJvqIzdPh+/3raOTqIPTQpm9vfsaDEyguWyCkEbT7LwNtIKlvZrzjrF5+HdNk8/Y6FjXRNouoqK7Wc3+dgfzfKmixsMVgMsBSiJCix838H3HQJl4yubQDko5RAENkqHLcltR3NoSnP1F/u4/tYqp285y+vtXfr6FStWPxboCh/96EcWxLBcDODCcpif3s2mjav2jqxZ/dShBjhuk7IrQBTALiHsEsIqIqwi2EWwSmAVQ+BbBZCFJHxVWxJPWtx5v8vl7+/h6s9WGJ+SyAIoC276UYF3faLKjl12iM62Tk+5z+S/Syf1sUkwpigL0ZNEU2BeYJNX5x5SOa1s/iRyKyw48+nwYxtr1bkdmSbEjJmws/Mo0ew6pS2p9zNrVVHGcqLBkZEWNzW6jJ4I0XJk39aeZv1qn89cNc2rz2uGAG5plnYrPvT7s1x3zSQXntbE9hXKBz+w8AMHPyhELwcvKOD7BTy/QNNzk1fLd1HKYa4pCeZbnL5Bs3HT6qe6e1fvfeCRpymXFtXRR+PgYFmSa/76+7t7an1vr8+ccdu9D+5n2nOhUMR1bJw4xoAwD8+P8v0QVpjLJ/zIDBRNr2WY2jTXkPzltWWUgj98yzw7d9m858+r7Nhto+OgnhhlC72EOeEkcexk63mnNIWMNiLZJm8a7ESpM0DPTDQ7LpAp43YUyYIy3I/ZJycxTeh0OQF1xhNK8ls2VkWn+4xiVLByXk9Mzp6jLFoYvXji7K6YZ0emPk+wfsTnk++d4T1/Drt22fzBW+a58vJ5XEuhfR21RbRQ2iYIrEhbW+FylAwdBBKV3EhEubeCciFg21kzbNm8jnNPnX97vf7d3XW57ahje1SAF7tG8L05LLu8rzVZv/0r37572033OXT5Dj0FjSNVVCZL0FTQiLp4BSrUAuZkKDF2asCC5rzkhluLLO3TXHeLy+NP2mjXBEtOWwOZSWWyTEZ7J/xOdLgtxMLLpnUv49wxxiOzfu4GOFmyUGxK6ro3Y1Fiw0XOi2k6iqL6gSFAjfVE6rfVSqKtaPIac/dI2yf29iimRIswss/KPKo0BIINa33+9Mo5rrvF5Y2vbFIsaVQ9vkHjxllR7fLAJogBriz8IFoOwtqKWovIY24xPdfigd2DuIPn3b6td9u+ebvJ5hXF5w5wANupcNuPfvBEb6330w8f2L5tbu5eVtQUlULI7/1A0PDBCsKXjaAuBC1hoRWEdb2CsGhdTNBagrFVHu//vTnOPMXDsjTP7pfsn7I6wyUzqzMrmaTwMi0mmWAqsoFUnRKIE/Bmbopsilr2rET2vuu4zjGiWSz8W6KJc7RH59bJ3ATxpDMxE6bAj8EbO4BINLROQBzHYisddkaOP4vIcSfiJPTYxGvI/nGLf7jZ5aY7XMYPSt7/e7OsH/ZRTRKqE9ZQjEDtpyD3AwsvCLvEtTw7CvDTNJou5WKT9/72aXhF69OP7LjpiVM2XHxMw3tMAAegsAntVn+8YVRc/8vnz172zNM7KbkWgYL5pkY0I04WcV9LwTyCJmGlz9DAGZkWW7B22OO/XTnD5Rc3KBZg/YjPvoMWn/lqmcCOrnoSsJOBIFnVGtKTtjIPRNYTFqEnCVZ1FmMdOLfIIT2v1TuCXCyM+jagJivq5PvOUT3aeM8CPWEyiaqPzIPEQVwpTUkLCaUWFxXldSZ0x6QoEY2Jj6Mxw8rC75Qt+Nq/FPnMV8rU64JHd9q0PMHV75xh3ZCHqkcgj1qQ+37YLCvV4hLft2m2bGbrBeoNh0AJLOkxvPJcRofPvr7Us+7HMHPMsJXHuuJFZwxREZO7f+ey8/5461jvd8ZWdjHUb7Osz6ZUkFGUnk7aX5ctTdXWuDK0kCRX2dOMrvD40JWzXP6aBi4aVdeUbM3bLq2zbmUAfv7onfh3NG2MPkYh9wkjz2voBSeRIvtb3uadAbL5exvvNrT9orPLxR18ptZuW9/U6ObEM+HaZi5jfjltfZIeyrCLJ/s3KInxRIgHy9wmE3pkwxNPW3zxn0o0fAklQQPBN24u8eG/qvLUXgvbiVLltIg0toPnO3ieje+H1CSMDJA0GgWePVRk936X8clejsyu+E6p51V/PDPl7xZi3ckHOMDa0WHu/dmPn37NK89+8KytK1mz3GLLmMPWjU2ONAWeCrPWXSsEbMXWdFkaK3bjNgNWL23x4SunuOI18xR16BULSbxm7SqPX3ttY/HnfBvCRHoJDFrSBnIBnSIFM/PYTsDOc/P86ZD9vW2l4+Asi3q2dWetrxPPJKmTJMnhFOm2JmgNbp0BNOaLZLTMClrxMdv+rxZ84yaXJ3fb6Dja05Y0kFx7Y5mr/7qbXYcsCm6AEBAoi5YfUpGm5+AFFkoLbDugqzzP3Y/73Pe44rFdHrPeMpYsP/PB++/76dO1nhXHA9njoCiRjAwP0dO/4prW7K7RmWXjv14pHOCZiQk+d2M/ZbdET0Hh2nH2hUYKyXwAtvR42ZZZrrxsiite1cAJwqpGAFIotNZ0OfCr2xv8/b+U2L1fgp23peXoiUi5d5ypkwJXd9bSBug6RhQaFy0D6gWmBR3lBGacnSkLiccxu55JO7Lbtr9E8mtKUwxuTtZxlCQ0m5NNY1DCcLL0f2pCH8OufRbfurXEnBclthpG+qbS/MPNNbAkV75xhs2rA5SyaDRd6g0narmiKDg+biGgqzzJHY+5jD8r2TjSzctqy7++6ZQt1+za/cxxj+txaXCAZUMr2fXoTVPrRzf87t7JqTsG+g9RLc2jAg9B2HayUtDUSpresqavpOlyfH77kiN866NHuPwVCjyXlhfaQJWyCbQVzvQDzfo1Hm99XR0Z6NzVznPxOIow1djJS3TQ2nnKklw03U5bSAhHR83cRl2Oe9g7SCePZQbAIqUliTY1qQWpJTEBKIYGj6iJaT403PoYTwKT6oTbiPRG0ea0Mhy7wBJ86XslHt8ZNhXI5MZKB2yXll3k6z/o57I/GeJLN7o0PcnUTInJ2RLT8wXmGwVaXqhvC06LuWaTyabPpg1zd/T3r/vdr177z1NrVq887mE9bg0OsHHL67jz3+6ZH9v01tae8a8wM/840rKpOJqKq+kqQskVFOwwKu3cLU3++IoA16rRaGgjKyhAiyCsjCp9RBBQLSh+aVuDb9xS4pGdFhR1O4o6pIcdrRJshsF3AGoe5MmH3GSzM0cx1xWdTnFRSeKTFlunw3ICZtH+2dTM6XaxfT0XbtshZiXV4KSRsPljAbKgeXinw3dvc5lpSsP7HHu17QTwnpAcacKffa2bVkOxvK8LrQUFR1FyAzTgFjw836FSUJyzaQm/++u/3JKyNb985PUnAtUTAzjA1lNPQWt194Hqeef/7V8fLrlOgb6SolaGWklQKUkqJZvemsXmtYLZ2UGEnqdYaOHYHrblo6PuvxofRJjhLdFUqopKUaUqbCFEiRTcWbt3qrUzBsUFePZiTCN9ic6n0QbD9jtgof0fj6cze2CV0Ix41RDc5gQy/s3I9jEAnU4YYydQPGo64eg6NwKGo57kSBLmmoL5mTjJOAqfSEp4hGEcQloULUHN1vQ6DnfeC5tWW/TWJNWypqsUFgu1LUWl1MWbtgdM6zPrtd5Nd0t53EQjkRMGeFdXGa2nP+gNv1IfmH/2PUtLjxf7qxY9FUG1YlEt29S6LPq6w/iN2fkCtuUndtPsAMbmO40OFINVxdYNHvc85rZjJhOMLYwJpVHnO6exSY6Ym1yau4t/a6MwdACz6Ijltu3gaIq5o+gOmjKmH5nPAoO2xM6cdkuLTu7uGPappxSyuaCptzLeh8hMcDP/TQCB4GePORyYseLyXzlwFxCWRVFCj63pdhXdpdCreXDCxw9sWp5Fyw+rzILGEl1ceuGKhlpy4SfnAvu/DHV3Tkc7FjnxWwMQoqY+9cW7P3TW+qFPbDt9qLWkJuit2fRUHXpqNr016K4EuIlDyMIP7ND2GaQeLJXEOUgCXzLYH7DtZS2kTW5k2+ESs/E8uIn492Lgzdce7LTzJLItd2MsaAvnxECdiM7txUC1yPDv9Di6wxEzE88M/ehgVYn2FvN0DA2ejJBhD0+vPwS+4PZ7C4wfjuKHMLV4SFMKEsqWxrXC+iZoaHowM+czOeNzZDpgYlpweMpm/+EC0831raZa+4ni/I0fGuorLxoteDQ5YQ0ey9iSZqur2v/xvbW51tO76h8RwpPdXRa1iqJWCaiVA0quj22HYY9J++moj6OMu/MKCykC4s4CQZC52sYVzVpS2vm27jyhzDKbDA83L1hmHWMfbd/nPneS4wV6XnPHn9udPqYGTtfH1LSmaU9kKQsJLck7fdIYlLQ83NH/hbTiQWqP8LSEwBVhpmHc5cFX0GhqZiRofJTSBIGm5Qm0KKuWWPGR2ebIX+w9ONM6QVim5/Zcd/Bbv3E51ZKobzl1w/XnnH26rpWht6ro7/bp6/borjbpKnkUHD/pvRn3ccx0HdDZIJsM/84AmwSJnfh3G00xLSm5c+80l8zz7fw2+nhQewzrdjL1Lbhu7veMGTATq9J5P220I+HssfMmfx7ZqMPEytJxEOJRNKsdRPVM4srEhLm6DU8w2xRMzcPkjGZiOmBy2mNy2mNk9al6yeC668cnVf38i954HIPdWZ6zBgdYuXIltVr/47Va+R3dXcFfTY3fLftrDboqHq7jY1nZp0zSV12mIJcyHkDZ4eqYWtsgzfFwJpWqcqDOaXIW+Nx2KPM9v7zo54URfTJMiTr/wfRktp1D1k6eRASSBlvF6W0Jsg3XPLn3+AZY8J+0hTBH1XxFWlUMEQbleQrmPIHVhJKtqTYUXqA5/7xz1OrVo+8YWz/6+L794ydhxE6CBgdYv2Ejnjfd2rL1jM8PD/rv3bjWYUnPQQrOYapdh1nSM0Wl1EAIRaBC7R0EcRsNkZbMzbl/MxcscwGNCabozMHN3O54s+wkULftclEciw7fLXK9nw9JoGvydNOln7GDG+saajm1ebc7hExberpJ9vmWtad3+PMiHX1bhKm0jtRRW0ZNoGGiIdg7ozjUbDGNx1MTPg25hCNz9nvPPOusz+/ff6S1ccOmkzJmJ0WDA6wcWYtffybYcNobnpw61D3zV/93vPrZGxpsfxm8YmuT9csl1WKZlmdjWwFC+FHniAiK2hzI/FVdRHtjADtfUxA6Ty7N5bxVxfjOOHL0EBcdzuv5ldQEGB1P6zyuc4OVTVtL9mFo+VSD57S4SBVNqsmzTiFI6QoLnUOUuWRF4HZkWPzXsTT4MLS0zqkjh9m+dZ4LNnt8667VDAxfOHPZq8598tGnxoNNG8ZO2vidNIADWE6Z793T+M7GVdvfuWR5+ZMjg9/v+9otk9xwO7z5Is0vnefQVVKUiy0sS6HsPKczL1uec2dBnnovddQio7O1pB2otGvjTrQk/9lwWR8V1vpoK3SQxXaqOyvLvNkwMY0Lcx2RmjQje3ibMyhXKChx8sS/Ez8dcpGFx/CXpAiBXXQ0lYJmsCh53QWSt7wqrH717OENvP3y1x8ZWLX13Y589jt6fOgEBm9hOakAF3YfAEFz+su/95YL7aG+1jX/9TO3DBT8On6ryJ4DkuGlLRw7iCaX0XbCuFQidB7YNjlgGy6bCGuZcmxog4MbCcVGmYhk1GkHet79nrlK5jud3TkdtzkeOcpOxSLrpJNNw/GTuOp1LpbcLBRkOH00kf072xYlU/1Ka3RUsSo266Kj8iEqHxGTnrcloGBpuoqC5QOSAjWe2KMZXt7C6r34oNtzyfsnjrS+PDgwcAIDt7icFA6eF8utsXtf/W+3vuzCD/zyttMOruyX1CrhQAVBZFvNJMJmyzPPzAoe222jVB7YMvksRXvFKlNLd7Z7L6LFM0haQF5Avp2XLO0Q7T+S0+aJDTv6qi2uJY5jMcyJ8XYxD1fGRJPcpFNHDWclrF/lU+mKev2FlYjQWiWtTOL70ora+kzOCPYerIB74cHTz7jwA/29R/52cODEnTmLyfMCcIDVy/v4wc23fn7N8tpVL9s8cqRWEZRcRcEJS/I6VoBt+dhG70spFbat2HXI4vv/5oKXSzknLappi3zdwU4JD+0gjy/zQoYP8wZZSF5wnGc08FHOSLctGNyZjKMonVCmhTkzVASR6cWZT0pWSiBseM05TdYM+GGlqri6kw7wFdQDQSsIW/55vqbeVByZ8vHFyiNzraVXPfKzH31eiKXP29A9bwAH+J3ffCPdleBLG8dWvmvD2IqZsL5hi3KxRdFt4RY8HLuFZflY0keIAKJ6eV5g1jqJUhmkob1JuwDku6Pl8zHz2ro9o6czWI6mzMUC3590Wcj4rhf6nK6fnRjmPJumnRuyIDYBn/ku8lfEBgIdcmwZVtCPurb6EHgEgcdcoJlsSWaaktkGTM16dPcNzRS7Vrxr5zP+l0552aXPx4glclI5eCcZ7BdK0f11Swe+o+e+WLEeKPZUmxTdJrbVwrb9kKKgkgZWIRuJ1a/MUBNTe8uFtHfCp7PhQkTrJ2LMbRfk4McpJzK/PFYxp+KJh7LDpFIvcBZtE0ODf8faPJu2lisApKNGs1GDWR21KlGZwpkKtB+1KPbxAodJz6HpW8w0NRvGVjX6lwz+nnRK1x2eajwnN/yxyPOqwQEueMWvMdR7JLAL664bGe76rYHB3sZ8a5yZ+jSemmNitsn0XAsh4jw1c1bXXvtbiqgXY9Js1KjzTdZkaNY+ydu5Owdk5U5hoc8vtuijf5e3fCTfa/O3ENAQ+yJIgGy2CFdaJiZdpUJgJ8tJ9n16AlL79HXNsbQ2TdWZZKDrICVnH2vXDTTKvUt/a9Oq5dc98cxc8La3vul5H6rnXYMDrNvym7QOfiJwlrS++Td/v/6tN97R+3c7nnisfMroDE88Weas0+r82TtmqNgSraNOEYn2TkEuRFS1Shj9dowKUJlseeP4nXIrO2BicSvGSw3kOeno5RRZrZ+pUS8g7l6diSSEpNePUgIh0yKdcYdkFcUPicSSEh9MAg41p8Wfvn2Cc05t8eiTFhtXCrqqG+f3THX9x9e+5m3fbF39d/qzH37bCzIuLwjAAQoDV/Hm9/2d/k/b7WsfWzFkn7PB+qvd+x7q/uFUL+sbTepzEquokNYcU5Oa2UYUdhlHpQmZdClOOzbEnbiy/XcWtYWL55NEvESk02PJCK+Nw2FjcKc+JEHCGZRASBmVWlYRPYkL5UsCYSGEQgUWlWJAd7cCu4BwunCLLcrSY2mpzm1HbJrB6VMXn7fqyi9/ct21evq/I2pXvWBDYT33XRy7PPiv17Pi7Cv42DvrD65ZPvDs5Pyai2YmW+U1fZJlfV1UygGIFl/5F4frbu2GUhEsF6SFlGFcQ9ylOOlULHTaiViksSmZ2ns5Y4xZw6+9Np/o8F1cZzBdxlg3qVMo0tqD5ud0e5HbJnseC72L/P/JUbDOzWw7WJPi8yI30c5MulN1kJ+UZ5fD35WCFYMeew5b3PNIL0W3zIZBm6HuGkv7h1i+8pzDj+wbffdN95b//p1vGWfZ2ne+kJB74TR4LFe/5y1c/R4YPzj5pbf8im2PLLvr4zt33DkwO38AP7DDFtJPF8EqI+wiQtrJxNIxTIOh1tY5imJk8ois9j5WWcg68lzlxXlupM6fRc8rUuFJG/rIIosKy3KIqHdmTFviAImYr7utgI0rfaqVAC/QlKyAeW8Jhd5XHjxz6zn/+cxz/C8VS9188oMv/Ai84ACPZelAD416/QuvedU28fiQ9WfNI98ecKxpfnCf5Ia7l+B0lSnaFlHnRSBLSWwRdSsW7fbvPEpPinVEp9rrqJ5MY5ujrbh45tBJkIUsjAkfz/6pOIk/DRwMMxSECFucyNhUGIDWNtJ30MrikrNmuHbLFDfeVYRCH+eet+3ghlPP+0DT5wuVcvfz8MeOTV40gAMUSyW81tznN2w6069Pzv3PuclDvdfe0UJQZbAsKVoBrUAw7UuaKuRTQqQtuO3o3co9bo9VWy5kjGjD5WJAzWwQJxIcv4jc+2Lnu9CEV3TY4ljvmYx7n7hMm8bSUaKKiOrbRPQnCCyarQKeb+HYRfpqgisubLB7XxdX/MprJ15+/lnv8/3gi7Va1wmMxsmTFxXgAE6hgtaNLzuD5x45NPvI2tVr+j+x4pGfOINVRakg2T+jGZ9VNIVEOJJyFFwV9psPQR7npCZxRPoFoAQZs0TuJ51q/DiLvZPkHU0LOY4Wsgwd/fwW+C3amcnF0zDYNGpQysjCEoVQaAKk1BQLLUAyOd3FwckKBbtFvSF4+VlneK/e7171+lef8WSpXPqnSqnwfF+Fo8qLDnAAIYrqu3c+9Z3u/j8qXHTGg/Mrupy/vP/++4RrBXL72T4HZsb56m1lZpvdCDsMwSzYGscKgS6jiqmBEgQqG/8AWdAnmeOiA0M9Vu6Rk2xMtY6SN47j/3f40Ok5kCZsH9tORfRUydwki1iRlI7TCUN+LYXGtsKjSqkp2ALH8qm3GvzDD2uMj1dYvbTIYH+X6h3apqt9o3/08fet+Tsae1uitPn4B/J5kJcEwAFef8Eo993/cGvr+oEvl2T91mrRu0IGh/90ec9Otqyf58kDmh/cXwtToGyNa0PB1mGbehHlcGpNYAYLEU02dSbaNZTkeZ+PfztBManKidwoeUuF6Kylw5/0UXeVvWl0+kO0fZLxFHWaDieYIbg9zyJQUTMvW1HQAktqAie0h9+zw+IvvtrHxmWa/p4ljNSW/bdqz+i1gVy5Z//e2dbQ8EsD3PACeDKPR7ZuOYWxdWvqwp/aMRuc+fGtm0c+smr1aND0bRqepGhB0dYUbSg6mlIBKq6g4gpKhZCbh7XKw1cS3BbtPxuHYVoQFpaON0VbsFJWFkotM/fZ5ixdiKaIRTY6BjHNiuaNkZoaQ/phW2Gwm1KSestmtu4w17CZb9g0WjbNqKRxy7MRQLkqGV03FnT3rfzIf7j03I8/8viRHUuWjtSHhtefHDCcJHnJaHBTXn/pG3jgnm8Gp5315qu12md/5YZl752df8QdrMxRtAOKTgjokispugLbErQ8zWRdMVGPemRKcKxQW8k2zRrFPR/DhDTZNJ8Rg0HDOyQkhDeP5mgzQmHwKCF1ho+bmD52bGeDatu9uGasdgpuywo1eaNpMzFt02xJHFtTdMMiQ+FkPsC2ujh9fS+f//DLm72Db/zzLWO9V0vnOn7/P/7aC4CM45eXJMABTjvrV9H6MHc+UP7gBee+UfbUNp//uS9+R3rN+vnTk0ds17GplgWVkk2lZFF2Fd19M3z3Z4K5OZeeQtbCEovBTDKZLR1pRQcHR4JZc9toz2btkUXBnT+MyGpwkUP30bR7x1MXOr37cv0/ze2l0Dh2QKnYYKbe4iePFzh0WFJyJZUyVP2wyL0jA8rlPt8ThbuWr3yDWtW/7i4h6h984pk51g1XXihYHLe8ZAEOIER/vPiBv/zCt7n0tWdWJ6dmP/vUU7vf1JoblwXbp7dm01uVjCwL+I0NUywfmuear43Qsm1KZAOuEtzF5DzW7gZC8pozlgyIjCg8IeJ0LzKAS4636P/Lfe6wnBQnOpr90LzZjP+Sdm3LUpS0V0/YB6dYaPDpbwu+9n2Xc1c1GF5aoNuzaDU1BafEypVDqn9w5BuOW/39iUP7ZroHzn0hoXDC8pIGuCnv+N03cv9DT80Ui8V3Pfvs2iceefi+zQRzlx05uItaRVDr8nAd2HZqnT9HRTQltLRYUSWKQKVdlrUGYaV9bIBFOYH50VTQZl/WtIa2XqB2SLuYrvR4YilzGlckj5vclvkE5MQ7Y1hOhI4SSsK14qJLWoed7aSMKouhuPPBMnXPZqaumJhu4nmCoVPX0bu05/qRsc0PDgwMfqrZbM5Ue9e+2HA4Zvm5ATjAllNHAQ7t37f3v56xZd2qnTsfZ9/egcsmDz6EY01hWw3uerSIlBYVR1FyNK4TajA/CHsJeUGIAzsuXy1TB1Inu/RCmnwhkCfgFkbmzGJi3FCLJU53sqzEzhmRNJjCqDMokEJhRVlSlqXQGjzPwg8EfiCRfli22rYdKkGB8zc1eWinx9ScYmRZN2effRqnbFp//fr16989Oze3u1AefrEhcNzycwXwWJYNrWBycmL36NqN7+squ18ORtf8sWz+7KK9h2/h72+WVAuC3pKiqwgFO8wbbLQ0B2YEE3VJxdVUnHCC5WgDUMJo+po7psnd4wmkijx+Ap04SPKVqjL1SeJ95MIIYtOfgFwr0DRv1ZQ8XTFjvJUGqQQ60tjS0ji2T9H1KBUCZuaLTEwXabQspISmHdamKRbK/MoF49zzhOa8zedyybYNt/V0Vz41tm70fs/zd4+s/PkDN/ycAhygp6cX4Amt9RPAg4f3Tg/tmhn9m5efsXvdwz970OqvBJTdMMu1YAuWD1hsPXWGxw81uOWeHiQS19apFpdpN2TTw2eKyRRCJa2jhAGQOtSeMeilAXQzJ9KM0GurhZjR4EZ2Ui5wrH3+GnZNC3uRCgKhsKLYbik0BcenWp7j+/cqnnq2Ql+xQFdJUnA0Smtm6wLL6mb9+jOC//3hTU/89MGuP3jV9pfvA3aIl3og/FHk5xbgsUQXYMcPf3p4hywGr7vkov4Vb3vDOd+4+9/uqDXm9lT27DtCq1Vh3UqbC7ZqxmcmuOdRm3qjmx5CUNsSbEuEnTcWoBamVz7+XQFSa7Q0ilcq0hJpacTSIuefgjps262THFNL6jZwd5L4OL4GqcLaj1JobBW6OVzHZ3q+zhdv7uPIwTIXbNJsWi2YmG0y36qxaWzl3Ohp5013lWYvX9q3bO9pG63dP+/AjuXnHuCxvOKMfrRSuxEDeyYmZ05d0i3P66vNf+7eBx7y7/7JeF9fbaLa8gqcPaZ5+aZZbrmnhiOh4IDrCBw7pCfhY16nk1GMCEXS7+Ls9NBSEqrU0DKniatB5fbQYUIYfW1oayt5ooShwPnZbbq3bISL0mGoAjFF0eF+/EBiWZo777O49+EuNg3BfAPccv/MkoHhI/0DY/aS7uLb+wZGf+S4lSk06hcF3PAS82Q+VxFSIoRQrjU3MTy8/Hu17q71/3rrZ9b+zluv+OjpZ5z+kFNc/jOsgUatWsWVAUVHUS4Iym74KrmCghO6qAOVtbrEGjYm4Uql6wQKgkCjlE54sOlB7UQxzIdEkqwgw3mBJTWWRbIct2jUceJ6TIukxrLCdbSGlieZb1jMNySz85KZOYu5ukWzJbGdGiuWdjfWrR782elnnPXQKy++4qNf/ebfri1Xquv7+5d9b8++qQkhhBLHGUfzUpdfrH/TQcYP7EZKW+zdeScrl81bbqn0l9ffrtbf/MMDF+rGAatoeygVoAKPYtGh5cH4hM98IzQ1FhyB64Q8XsgQ2KFFJtTyMYe3LYFjCWw7XLZtiWOH31m2xJIy4vhR2QsLHDv0tjq2DpdtjWNrbFthWzoplBMeU+D5YQa7lOA4imIhwHUUUsJs3Wb/YYf5usa2AoqujW1Jlg3YbBzrCqaDoTtue6B/x/TM/DuWVlTwhtdvw/N8Pbpm5MW+RM+r/MIDPC/jBydxXbf34KFDH/v+zd8vHDq0L0DYZziWOLMgJ3HkQb55p8e+QyV6S5ruiqBWlpSLYYnnZktRbyqaXhjgpQmBWrDDm8GOQO3YAseRFGyJZUtsGSbwxs6XBOA2uI6m4OgE4AVH4ToKJ2qj6PuChmcx37BotEK3eaWkqFU8auUm1UqDJ5/1+datvaxY0sUpY0txC+Ink9PNn46tG7bOPf8VrVp37594Xmui4Pa+2JfgBZVfGA5+rLJ0oAdgArgS4Mabf4jWXGTL4OL+6szlPZUjG8aZ4Qvf3kMZhe/XCQKPguMw0OswM6/ZvQ9mGzBdJwr40lhWVM5MgYqKF4WTR4EtBVYUM6BUWDIEwgkuhBpZGuZBS4JbUJSLHmU3YHrOxZ8VHJmCQ5OC7i6FJQJ6ugJ6applAx5BeTNj4yOMDpUfW7+m5xvdXc6NWuvbNp++7cUe8hdV/t0BPC8Xv+YVALd5jcO3AbdDa+3FF42rr/7gOrVl47I1Z471/eeD43sZGiixpLqbH91/AN+vUCpLJgOfPUdcRvqgVAgnikqBp0P7M4QavVAIOx34Cjxf4Qca2wqfCC5gWWF8O2h8H7SjcB2PZf1T7Jvw2HeoihAuE7PT7J8eZmxsLUu6PUZWL6Pm7v54ufLIzk3Dr5VLhkdk0bWfBL63fFnfiz20Lwn5d0dRjlX27TuA67o9e57Zd9H9Dz7M0r6iNzzkv+fR3cFrA99lsE8xfuBGPvedFnNTVcaWQW/NZu94g4npBv01yZIeh+6qTaUkKBcVvh+wY7eP5wlKRUm5ZNNTFSztDRjoadH0ixye7qK/22ft8CxH5g5xw4+WccmF21m5zAExy46n3ZvKjvU/+7t9Z83oRnp6h27z/dZkV23Jiz1kL0n5d6/BF5KhoUGASeAGgL3PPoMQPLrO0YO1ilDD/S2O7Lmd7/2kyWOzBUpFTaWovbHTz/3Q/NTUpf0V3xvoLdDdZVEsaCpFhRJNvIJGBzblosAtWNS6JEt7fIYHfadYLv7jV7+150P9PY7jFmz2P2Pz5L4BBleczvCwRa3akitX2QcQemd//y/25PBkyf/X4CdRPvMPdyKEGJw6sK+7r9jSA70FqpXQClNyA7RscO9jAqEcSi44jqRatljS7TO8zBeDg71TWusDhZ4T6+r7/6Vd/h9YqV53drPRmwAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QyMjo1MDoxMCswMDowMH8v+KMAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMjI6NTA6MTArMDA6MDAOckAfAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 281084000
{'hecke_orbit_code': 405323966496908522, 'n': 1, 'trace_an': 1}
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id: 281084001
{'hecke_orbit_code': 405323966496908522, 'n': 2, 'trace_an': 1}
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id: 281084002
{'hecke_orbit_code': 405323966496908522, 'n': 3, 'trace_an': 0}
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id: 281084003
{'hecke_orbit_code': 405323966496908522, 'n': 4, 'trace_an': 1}
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id: 281084004
{'hecke_orbit_code': 405323966496908522, 'n': 5, 'trace_an': 0}
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id: 281084005
{'hecke_orbit_code': 405323966496908522, 'n': 6, 'trace_an': 0}
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id: 281084006
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id: 281084987
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id: 281084988
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id: 281084989
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id: 281084990
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id: 281084991
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id: 281084992
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id: 281084993
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id: 281084994
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id: 281084995
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id: 281084996
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id: 281084997
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id: 281084998
{'hecke_orbit_code': 405323966496908522, 'n': 999, 'trace_an': 0}
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id: 281084999
{'hecke_orbit_code': 405323966496908522, 'n': 1000, 'trace_an': 0}