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{'Nk2': 9240, 'analytic_conductor': 18.44544286691577, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [5, 1], [7, 1], [11, 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': [2310, 1, [1541, 1387, 661, 211], [1, 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': [[13, [0, 1]], [17, [-4, 1]], [19, [0, 1]], [23, [-2, 1]], [29, [-6, 1]], [31, [8, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398543038726, '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': True, 'label': '2310.2.a.e', 'level': 2310, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 7, 11], 'level_radical': 2310, 'minimal_twist': '2310.2.a.e', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}+q^{3}+q^{4}-q^{5}-q^{6}-q^{7}+\\cdots', 'related_objects': ['EllipticCurve/Q/2310/e'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2310.2.a', 'trace_display': [-1, 1, -1, -1], 'trace_hash': 1635168635501165197, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.010', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.042', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.112', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.018', 'prec': 17}, 'traces': [1, -1, 1, 1, -1, -1, -1, -1, 1, 1, -1, 1, 0, 1, -1, 1, 4, -1, 0, -1, -1, 1, 2, -1, 1, 0, 1, -1, 6, 1, -8, -1, -1, -4, 1, 1, -8, 0, 0, 1, 2, 1, -4, -1, -1, -2, 12, 1, 1, -1, 4, 0, 14, -1, 1, 1, 0, -6, 0, -1, 10, 8, -1, 1, 0, 1, 2, 4, 2, -1, -8, -1, 6, 8, 1, 0, 1, 0, 8, -1, 1, -2, -8, -1, -4, 4, 6, 1, -12, 1, 0, 2, -8, -12, 0, -1, 6, -1, -1, 1, 10, -4, 16, 0, 1, -14, 20, 1, 4, -1, -8, -1, 4, 0, -2, 6, 0, 0, -4, 1, 1, -10, 2, -8, -1, 1, 8, -1, -4, 0, 20, -1, 0, -2, -1, -4, 4, -2, -20, 1, 12, 8, 0, 1, -6, -6, 1, -8, 18, -1, 0, 0, 4, -1, 8, 0, 18, -8, 14, 1, -2, -1, -22, 2, 1, 8, -6, 1, -13, 4, 0, -4, -6, -6, -1, -1, 0, 12, -20, -1, -16, 0, 10, -2, 8, 8, -4, 12, -1, 0, -12, 1, -18, -6, 0, 1, 6, 1, -8, -1, 2, -10, -6, 4, -2, -16, 2, 0, 0, -1, 26, 14, 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-
mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [3, 1], [5, 1], [7, -1], [11, 1]], 2, 1], [[[2, -1], [3, -1], [5, -1], [7, -1], [11, -1]], 3, 1], [[[2, -1], [3, 1], [5, 1], [7, 1], [11, 1]], 1, 1], [[[2, -1], [3, 1], [5, 1], [7, 1], [11, -1]], 2, 1], [[[2, 1], [3, -1], [5, 1], [7, 1], [11, -1]], 1, 1], [[[2, 1], [3, -1], [5, -1], [7, -1], [11, 1]], 1, 1], [[[2, 1], [3, -1], [5, 1], [7, 1], [11, 1]], 1, 1], [[[2, 1], [3, 1], [5, -1], [7, -1], [11, 1]], 1, 1], [[[2, 1], [3, 1], [5, -1], [7, 1], [11, 1]], 2, 1], [[[2, 1], [3, -1], [5, -1], [7, 1], [11, 1]], 2, 2], [[[2, 1], [3, 1], [5, 1], [7, -1], [11, -1]], 1, 1], [[[2, 1], [3, -1], [5, 1], [7, -1], [11, 1]], 2, 2], [[[2, -1], [3, 1], [5, -1], [7, -1], [11, 1]], 2, 2], [[[2, -1], [3, -1], [5, 1], [7, 1], [11, 1]], 1, 1], [[[2, 1], [3, -1], [5, -1], [7, 1], [11, -1]], 2, 1], [[[2, 1], [3, 1], [5, -1], [7, -1], [11, -1]], 2, 1], [[[2, -1], [3, 1], [5, -1], [7, 1], [11, 1]], 1, 1], [[[2, -1], [3, -1], [5, 1], [7, 1], [11, -1]], 2, 2], [[[2, -1], [3, -1], [5, 1], [7, -1], [11, 1]], 2, 2], [[[2, -1], [3, -1], [5, -1], [7, 1], [11, 1]], 1, 1], [[[2, 1], [3, 1], [5, 1], [7, 1], [11, -1]], 1, 1], [[[2, 1], [3, 1], [5, 1], [7, 1], [11, 1]], 1, 1], [[[2, 1], [3, -1], [5, 1], [7, -1], [11, -1]], 1, 1], [[[2, -1], [3, 1], [5, 1], [7, -1], [11, -1]], 2, 1], [[[2, -1], [3, 1], [5, -1], [7, 1], [11, -1]], 2, 1]], 'ALdims': [1, 1, 2, 1, 2, 0, 1, 2, 1, 1, 2, 1, 2, 2, 1, 0, 1, 2, 0, 2, 1, 2, 2, 0, 1, 2, 2, 0, 1, 0, 0, 3], 'Nk2': 9240, 'analytic_conductor': 18.44544286691577, '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': [2310, 1, [1541, 1387, 661, 211], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 561, 'dim': 39, 'eis_dim': 31, 'eis_new_dim': 0, 'hecke_cutter_primes': [13, 17, 19, 23, 29, 31], 'hecke_orbit_code': 33556742, '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, 2, 2, 2, 2, 2, 2, 2, 3], 'label': 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80, -134, 14, 188, -116, -104, -12, 10, 196, 40, -1], 'weight': 2, 'weight_parity': 1}
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mf_twists_cc • Show schema
Hide schema
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id: 43903615
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398543038726, 'source_is_minimal': True, 'source_label': '2310.2.a.e.1.1', 'source_level': 2310, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398543038726, 'target_is_minimal': True, 'target_label': '2310.2.a.e.1.1', 'target_level': 2310, 'twist_class_label': '2310.2.a.e.1.1', 'twist_class_level': 2310, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 43903616
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398543038726, 'source_is_minimal': True, 'source_label': '2310.2.a.e.1.1', 'source_level': 2310, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 135107988854676242, 'target_is_minimal': False, 'target_label': '6930.2.a.be.1.1', 'target_level': 6930, 'twist_class_label': '2310.2.a.e.1.1', 'twist_class_level': 2310, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 2564925
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 18014398543038726, 'p': 2}
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id: 2564926
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 18014398543038726, 'p': 3}
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id: 2564927
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 18014398543038726, 'p': 5}
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id: 2564928
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 18014398543038726, 'p': 7}
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id: 2564929
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 18014398543038726, 'p': 11}
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id: 2564930
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398543038726, 'p': 13}
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id: 2564931
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 18014398543038726, 'p': 17}
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id: 2564932
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398543038726, 'p': 19}
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id: 2564933
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 18014398543038726, 'p': 23}
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id: 2564934
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 18014398543038726, 'p': 29}
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id: 2564935
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 18014398543038726, 'p': 31}
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id: 2564936
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 18014398543038726, 'p': 37}
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id: 2564937
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 18014398543038726, 'p': 41}
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id: 2564938
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 18014398543038726, 'p': 43}
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id: 2564939
{'charpoly_factorization': [[[-12, 1], 1]], 'hecke_orbit_code': 18014398543038726, 'p': 47}
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id: 2564940
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 18014398543038726, 'p': 53}
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id: 2564941
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398543038726, 'p': 59}
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id: 2564942
{'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 18014398543038726, 'p': 61}
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id: 2564943
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 18014398543038726, 'p': 67}
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id: 2564944
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 18014398543038726, 'p': 71}
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id: 2564945
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 18014398543038726, 'p': 73}
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id: 2564946
{'charpoly_factorization': [[[-8, 1], 1]], 'hecke_orbit_code': 18014398543038726, 'p': 79}
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id: 2564947
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 18014398543038726, 'p': 83}
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id: 2564948
{'charpoly_factorization': [[[12, 1], 1]], 'hecke_orbit_code': 18014398543038726, 'p': 89}
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id: 2564949
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 18014398543038726, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 5, 'label': '2310.2.a.e', 'level': 2310, 'portrait': 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UjD8fMVOn1DsyqoBQJJQhimNGsp7V7A8Qsw1AHaGPZuiuj0Us4seEw1fHZuSti2vku9NkRIQxQJWr0q862AqZrAlz5nLgQcOi04di7hxGJCWO3xhpu6fOstEMpJDhxvcuK84mzG3POGQwuGG6+c52e+Z5lNk5McOzvN2YUa88seCyuS5VZCq5vQ6aW0ugkJVbypzXrHjk0fmWxWfzSKk/Yv/6t3v9yQ+Gs9/lYDvN1u0x/GeEq+9+Gnjrzyp37jk/Lbbz70yn/27ee8c4vrWWo1WGmHrHQ8ltoeyx1YaqUst2IWWylnV+DwgmBuboX/+H2L3Ly7xsnz05y5UOfMgsf5RcO5hYRT8ykXOgmT0wNedXWXV+yFQFYJVcj5pQpnFzzOLQl6Q0gSTSXQ1CspUxMJGjh+LqHdhe3rferVIcYIEAHdvmbbhiGLKx4YK0VWujBMwGBYakVsXufT6SuEMgg9pFnx2bZxwEpPcPyMR6o9ZpqSRkUQ+pAkgt5Qcm5JcnbRcH45IQwH4CfcekWXV14pmGtWWVxucvJ8yJkFOL+QcH4p4fQSHF403HjFAj/3fctsmGxy4tw05xaqzC8HLLQkS62UlU5Mq5PS6hlWeoYzbcGZhQH/5Z8Pknfd0XggnP0hHTb3PCCF/ulE+9TrjZcbKhd9/K3V4F/6wifZe/m1/PRP/etf+KvPfeX//ZM//8Kl+46tXLLvVF+++uoWuzZpdKowCBACEBgkIAEBwuAJQyjhzFKFhw8qrt61xN6tA2oV8D1J4CuCwKNeldR8Sa/rc+BYhS88EXD8wpB2EnPg5JD1M0u89VXLXH1phxv3tji2kLDQE9TCAUfOGFrtOlftlKwMUvYdUzRqHs8fh92bDIMoZZAGeF7MVAP2nwxRXoovEzwf+kPJzXt79HuSqy9NafdTjp9psGODol6LWBka1k32WO62+ciX4amjKc8cHbB90yLX7GkzNR3xlls7fNdrDbs2NEjjSY6enuDwKZ+T5zSnLsScupBy+ILgxErMtZfN8x+/r8P6yUlOnpvm3GKNhZWAxbZgua1pdWNaXQvupa7hXFdxbkVz/WUL/OhbF6Qy6pKjR8/sWGqlt9Qnt1cnJya/+Bd/8Rd8+MMffrkhs+bjbyWDf/CPP8aJpRl11eZz//7suQv/9tGnjqpjZ/qcaymOt+DSrfP86o+e59odNc4tTrHYqrHUDllp+5bJ27DcTlluJyx1EhZacHJZ4FUH3HblEu9+bcSOdXVWuk0uLFWZXwpYaAmWWprFlma5o2n3Ne2hoTdImGnGbFuvAUHoG05d8BEyZPs6xY5Nhk3repxfHvL0wQY37DbUqss8d2iaRj0iinxmpjT9AVy+bcCffnmSPVsThkPD7IQkTvs0KiHPHxtQ9etcd1nCM0cizi8GbJ4J2bERtm2IUCrm1AIEvkEIw/b1CVMNSacf0u35tHs+S23F0gostjRLrZSFVsq5FiwOUrZt7vLu2xe4ba9HxW9ydqHJwnKFhRWPxbZgpaVZ6cSsdFNWuoalLpzvSM61Um687Dzv/eEldm6Y4NziJGfna5xbnkCGW9Op6Zlf+I637f65xx86ld5029tfbuisevytAviLL75IpVKpnjt7ettDjz37rsNHz/z82TNnQEhWOobFDpzrSI61Uq7bcYFf/pEFrtlZ48LyJIsrNZY7FZbbPssO5K2Otn5vJ2GpbTjfEpzpGhBd3v7qFm+5WbNzY4UoqrHcqrDSDWh1FMtdQacnGAwNUWJIU1DSEPpQDQ2TTcO66RjPH3D4bMSzh0J0Uuebb4nw/BUe3zfBJRvhc48kvPqqkAutPhVPkaQx01OQxD6en7C4WONV17f53IMNdmyExw4O8anxpps1iejz7OGUo6cqeDJg/ZTHVF1QDQVBIFACEg1RbBhE0OkZVrqaTk+z0tMsdg39NGX7lh5veUWLt78yAt1gcWWCC0tVFluODFqw0rFae6Vjwb3cg3MdxYV2yg27z/O+H53n8q11zi5OsbhSZ7FVYXHFYxinrF+/gbC28d9Nr7/iz7dv23xiMBj0d+++7OWGUv74WwPwY0cPMrduLjh48NAPHDx46Lcff+JpsbjUkXFiGEaG7kDT6hmWe4JzXcWpdsxNl17gfT+4yPW7KywsT7LQqrPcDml1ApY7HisdQatjaHVTVjoJra5muWu40BGcbWmmJnt8040dbt2bsH29oln1aXcqhL4EFFEi0VqgDfQGgNBMNQYcPG3QJuLux+oMe1Uu3Rxw29U9Yr3CvU9Mct1un4PnurSWm7zi6h5ffDxk/bRh33HDP31bm33HQtZPS77whOK2yxVLvTZHTk5z3WUR9z7bJxnWuPWKgF1bB/STLnc9riAVHD7l0ax5eAJ6fYk2glQb4gSQGi/QtLqGeiNm68Yhr7y8xzfdkDBTr3B+aYLFlSrLbXtultuCVhdanYR2N2Glq2n1NEs9ybmOYKGTcsueC/z8D89z9SUV5penWGrVWW5XWOnYuGEQSQZDQ6wr+tLdV5sdO3f9kx07d35wcXEx2nPZ3w6Q/60AuNEDqZPuW48f+MSlB45Xf+nBB5/whzEMY8NgqBkMU3oDTWdgaPcNrZ7gfE9xqpVy697zvPeHF7hhZ8BKp8n8coNWt8JKJ2Cl69HqKFo96HQN7V5Cu5vS7dubZb4rmO9CnA65ZnefDdMp3Z7hza8YcskGTZJKPGmIYrjn6QonLlTYOJXw3OEK6Bp7tyiu36MJKz0eP9hjfqHOlZfUaU4u8+AzPjftrrDYW2F5ucmGDYZH9in+/uu6PLrPY8s6n4Vui+Wlaa6/vMeDz6VMVye58tIuF1otHnlhkqpX58Y9hsu2DUB2efqoYN10zPn5mHuf9hnECikh1YZLNkZ80ysiOl3FpinN9bshimostWostUJWuj7tnqLVlbS70O6ltLspnV5Ku6dZ6RmW+pLTbUGrH3HbZfP8px9a4obdFc4tTrLcrtHqhrS7Pu2eR3eg6A8E/SF0+yn9QcpV19wQH1tS//qf/IO3HppqVj9dDQP9cmPrZc9k9no92p3o+555+qlfa507Nn3qbJ9GTaKGAiEMGMCAMaCNtql5Y0CkSKF49OB6fvoDPm+7bYn3vG6JHZsjzi02CYMq1TCgFvrUqx6dqqTR95moe/QGKd1+yvqhpj80dAYhS/MVTp00RInm9LmEMDSAIFAGTwp6fYXAJ+l5XHuJYNcmw7bNPYZphzsfVew/NMUbbwi5/vJlPnSnIRA1Ltnc45kHFZsnFbPNHhVVJYp9LnSgXvHYsl7w1P6I6y+r8trrFvijz/QJ/AZvuMXghz2+9EjE5x6u88LRKjs31bhkY8rcVMSO2ZirLklRSuMpe4JqYcjcZEgU+3R6Ac8d9OkOPHp9RXcg6fahOzB0e/azd/op3b4jjD7M9xTnlg21iRY//uZ5vuPWiKt31Dmz0KTVqdLuhnT6Pt2+oj+U9IcW3FbGQZQY7vnqI77fmPu1w/ufXLruuhv/Zb/f+6NqtfZ/LsAH/T4I8UP7nn/8vQ/cf8+0R5daVRIEFsMGQWH0GIx7JTBIYVAiJVCS5w7N8uSLNQ6eucDbXtnllVcMmGw0WWrVqLcrNPsB3Z5Hx13s/sCjN/QYDA2DSBPFhjg2JKk9oiTAaJBK4HuCSiCYbAimGrBhVrNlfY/ZqRaffxzue9JH6gneeIPPtXs73P9CTDRoctu1gla/z4XFOrdeppmd7FH1QgaJYr4do7Tg2ss8ao0hTxyo8JrrJ3jFNR2eOKDATHDDFQE/+K1LfPGpiC88WmffiQrb5hQbpqtMNWpMNKAagu8ZlARtYN9RQZoK4kQQJTCMLQAHw5T+UDMYanoDTW+o6fahPYT5rmS+CwM94PXXLfHWV7b47jcY4rjBuYUG7V6FTi+wrN336A4kvYGkPyA/f8NhSpwYBAbTO89dd31huttL/strX/Mqr9frfaBWe/lA/rIBfNBfRsn0B4+8+MB7j+6/d91UtYtUMgezABACIQRCKIQQIFOkACVtFlEpg69SKp5koVflw1/ewpeebPPqq1b4ntevcNWOLjOTNRZXanT6Ib2+74Ct7BEJhrEkTgRJYpd64+4iJQ2eB5UAalXNdCNm87oeCV0Ono75yL0VjpysMxlWuekKj1uvbvPIiy3ufqjJLbsrbNvY40+/LFAipNmIWekO0QaUgLlmj3YnQCdV3vrqC3z4czV2na/wllt6RPEi9z47Q5xWuPmKdbzlpja7t7b40hM9njlZ4+mjAVumJdNNQS0UBL69CaUAIQzagNaGOHE3a2ys1Is0gwj6EXQGguWhYKkDwhtw7WUrfM83rfCqK1JmG1WWW3VWOlW6/YBu33fAVnT7kt5Q5sw9GGqGUcowtiRh4xXBgSOLnL5w97qVTvreN73hVebC/PIfrJub+j8D4GbxFzi3vJfBwie+v9cb/tLSmYOzjbBLMB2QJIZEWwZSUiCE7YqRQiCltKAWoKRASo2nNL4yBJ6m4gmWB4ql1hQfvafOw891ue2aFb7nDStct6vFTFolSUJ6gwrdvk9/6BHFijiRJKkkdRcnWx3CQFOrJIRBROAPOb045DOPSQ6dCjh6agqlQ3ZtDLh8h+KGvW1UOM+zhxtsnqxx5U7YMLfMUrvJVZsliTZ8/tGQYU8yWU94080DPn1vzIlzDfZc6nN2ZcDzR3y2rp/imh3z3P9MhwefFwyjgL07ptm7NWTvlg6Hzy5x6DQ8ur/GwSN1ap4g9CT10FDxQUobVBljb9YkxcqHVNAdCtoDQTuGSCdoM+DG3W2+55vavPqqlI3TIf3BBIutCp1eSHcQ0HPA7g0U/aGwzJ2BO0oZRhbgUWzdJrsCQpLC2YUlTn/ky+seev7CL/m1evK+93/uQ4++cII//9Uf+bsL8J/4z78J05/Eb/HdMj7+G3FrfrIW1DCTFQaRIYqVOySekigFnhIoZQGvpLKvlUapFN8TBL4m8A2hb6gFKZMVQWfos9ye4uP3Nfny0wPWT/V41+0t9m4dMOh3uXKHYesGxTD2SVNFqiUmA7fU+F7K8fOGo+cEK33Np+6vcXphChP5TFUUm2Y8tm/w2LkZrtzVRssF3v/pOktLE9yy1+PKXS2+9LRAJD7rpiT1WkIvDpBGgpEoL6A1EJxfElxhatx+Q4cHnqiyaTbgliun+YffusAHP9fh0QN1ugOfxZUGOzZV2bOxx82XdfjO13Q4s7TEp+4PWeyFHD/rc/p0gK8sEQgE2hhSDbE2pIlmaibm6it6DIcxe7cOecftQ9ZNKKYbIXFc4ex8hW4/oD/06Q08+sMM2JneFgyGWEkSpQyGmijWDGPjGBzixBClEMXQjz2OL7d44MWHZndsX/cbr7huNv7zX93zZ8sn/jNT2/7N3z2A/9h/+jBTN79bfO9PqHdumXju99/9mmdre7bVEQg8aQiGPoPIZxgr/MjDUwpPGTwpUUqipAW7pySe08a+rwm81DK4b6jGhlpkmKikTFUFvUjSieocPVXnfX82DTpBJAk3XN1jx4aIJMkCV5vEkUIglcDzAw6cCNh3qEK94tEIJLM1wdyMZN20x6Y5xfaNKXu2r5CKRX7zE02On5jklst89l6S0k86PPRsyGTVZ2bCMNmIqFWtFNJa0hoolrqGxVZKq1vlVVeu8Ni+HvtPKCabFW6+YpIffusiv/VJeOJQnW7fsNLxOL/UZMNsjXVTA7bPDPiJd/Zo1lo8cxQOnJT4vkEpgxAaG5lbNk8SuGRDym1XJaSxT5yEGFNjEPmcW7Cg7g89BpHK5Vs/EgwcuAcRDKOCtaNIW6DHhQTKNP8wEQxi6ESShUiw0onY3Hli8m03z/z+by3MJ7H3Ex9tn540zc3/9O8OwH/yfR/hsk2T6oF7/vjtB0+0PvQnj65Unto/xft+rMPuzS08L8XzQnw/JYh8hp7G9zz8SOJ7Ci+yjB540gLbEzbN7kuGviSMUoaxoRpryyaRoZnAMNYME4gSwSCWDNOQOK2w/1Cdp/dDagwW2lb6+BICZWs+GiFcuRGaVZioS6YaiplJj3XTsG3DkI1zK8Rmid/8xASHj0xw/U7Fzi2SXVuW+crzCecXJ7hhh2SqqakEfUIZYpQgSSXCGJI0Yrlb4fyiz/V7q1x7WYf7n6iwfkpQqzS4/jLNj799kd/4pOb50w1WupqVjmJ+2WN2ss5Us8pUc4JmLWauHrP9+ojQT/C9BKVSpLDBhMHeVHGsuDDvESeKOLEr5dCtmMNIMowlw0gyiCTDSNgANRIMI2OlSGyBnZ3fYZwdtrZmGFtg92NBO5GsDKHbG3LttkXe+48WeP2VZ2ut5eqHEvl+rcWln7hw5PfTdTt/+Bsf4L/+2/+Tqaavjp45945zp87+0XMvnqz4zWnufDTA9wQ/90MtLtuc4ns1Ov0U30vxlI+vNL6n8CODpxS+Zxh6xtWQCAaRIPQFw8BKmmGkiWNDlFhNGCelI4UkNaSpJtVYva3JwS0EdoWQ4PsQeoJKKKiFknpNMVGTTE0I1k0nbN/Qo1Ff4RMPRNz77DQrC02u3qbYvtFn99YBqVjh84/WqPsec1OKRm3As4exHfdbDb2h4prdMVfvMpw7mzK/HNAf1Pjmmzp89Zk+B08r6lVJGDS5aqfm575/kXue7/Ppe2ZZbBu2r0tZbnlMNhUTdZ9GzadeNVRCTRhoQi/FU1ZqSRezG4MNALUg0ZIkFSSJIE4kUSKIY8kwts5LFAurqSMYxilRnEkRG0hGsU28RYkF9yAWDBNBPxZ0YkEnEbSGGh0NuG7bIj/7wwt80w2Cle4M3e7Jigkm/zgRE/8g1hs+9sITH06vuOE939gAn2oIORh033P+7OnfOXXsWGVr02MpkiyLBn/1kCSKPL7r9hbvuL3F7ERMp1/B90KGfoofefheiu97BJEi8BShb9kmDNxFyQ9FnEAUS+sgJIXtl6SaNLXuQmqcU+LcEiGEDV6lwPMEgScIA0kllNSrgmbNMNnQrJ8eMjfVITErfPSrkg9+boZ1lQpXbxNs2+hzySbN9o3LfOIhw9JShb0bFFNNaNRizh+TXFgOCXZYppubkExOwsGjhuW25txChd2XVHjdDR0+c1+FmQaEQYCSk1y1S/Ajb7mALy/wV/dP8cLpCuvbMesmEybqikZVUatKqqFHGEDog+cZC3IBUpRAjr2xUw1pKmxAmAjiBOLUyow4tpZf7AAdJ5oosRo7CyZtEg4GiWCYQC+WFtgR9AcxzbDDu79lnne+tsvrrlUstxt0elV6gwrtC6cr2mv+vvGrHsL/n1ie+cYE+Mf/4q/QOv3+w0eO/sqZU8ebM01Ju281okCyLGrc9fgGHnq+wrnlBf7p2ztMNyOqYZV2r4LvBQS+TxClBJ5H6GdLq7TBaCItuBML8tixUpJAnELqonqtbcCltcl6OB24LcCVEk7XW4BUQqhVNI1qwmQjYW6yz+zUCg/sj/jju6scODrJJRM+uzbAlg0BW9bDnm1tekmbR/Y1qSqfuSnFZAMmG0OmJhKCwEMIe3P1hwFL7ZiVnqHVTbiwHLBtQ4NX7L3A3Y/2OHC6SS2M8VWAEBPs2qz43jcscOOeC/zx3Q0eeW6Sxa7HumbCZC2hVpFUK4rQF4S+xPdFHqRL9xlx97Qxxq5eDuhJqt3q5qzFRJOkmiixJQBxYvIV0SZ0HLBjQT+BTizppNDra9K4z0y1zT/+zkV+4j19KkGF5Vadbr9KbxDS6YV0BgGLy2eaqhr85pZte4P77/3cB1/12rd84wG83e4glfyhT/3lX773/LkzM5VQ2Yg+tV6tMRqJZElWaA0Uv/LnPvsOL/HW13S5/do262eHtDtV+sOAwA8IA48ozg6VAzyOJVFil904cZ52irP+cMwt3d904LZJSsfc4CmbMAl8QyXQVCsJjUrCVHPIxtk251s9fvtTPp9/bJql5TqXzgm2rRNsXhewZZ1gx6YBXrDCh+/1OHKyzmXrJVMNyUQ9Rcohp+cNoSeRAowRRLHH9nVtHiWl3VMstw3nl6pctqXCd97e4mNfCjh2PsT3YoTw0aZOnEhu2LHM9r/X5vNP9PjTz0/z+LE6m6cEs/WUeiWlEljZFvg2VvEUzmIVeU2GwbisMNZpSS3gM5AnqZV01kenBGyXPEotsC1rQy/WJN2ILbNtXnvDCt/+6i5vutGgqLOwVGMwrNAbBvQGAf2Bz2DgMUw8Vk6fnak2tvzSG974rardbn2g2fzfM3HrfwvAjbkAxP/w8P5H3nvh7IvrlHM9AmUr8rKEikAjhWBFBHSGU3z4npB7nm1z/Z42f+/1fd7yihVmJ0N6g5D+MCCOfaLEJ4q9PFBKEutlx2mmLSVpKki1KLS2FuSqxFjmlsImimyySBP4mjBIqYYJjeqQ2cku/bjPl541fOQrEzzy3CRTgc9Vmw0bpyXrZwI2zUm2rI/YuXmZZ471+dRX55hQHnMTgmZd0KzFtHopn3uoQiMwCGGB1R96vPW2IZ992NbEtLqaC8seW9Y1eNsruzyyv8O+gwH1MHH5AB+tawwiq/W/93UtLtt4gQ/f0+bBFyY5sVxlQ1MwUTHUAk3F0wS+s1ilvZFlVjbvoK6dVNO6WOESB/TMy45TQZwWwB4kgm4i6KXYmCeKqFd7vPuNy7znDS1uuEyzbsqn16uy3KkwGIYMhj6DKGAwtA5Z5K5PlBgefuyFdSvR1HvvuP3V+vDJ5T/ctXXqbzfAl5ZXOHaqx/HT1e87fuQLv/zCM1+cOX3WMqgQoJQg8BzA7a2AEOBJTSglbb/OqXbImYfrPPxsl49d3eYdr+vxptsGzEwGDIe21iJKfOLYzx2BJFUkiSTRkjQtAK6NY25d1JQJYVxQaes4PE8T+ClhEFMNIxrVPil9vviE5M++PMlzRycQccglU4aNk4bZScXcdMCGWcmmuZhtG9qcnO/wu5+ukwyrbNkimGx4NOvQrMUIP6LdrzPZMAghMAbiRDIdKhKd0IkDOr2U5bbi9HyVK3Y2+NFvW+GX/mfI8fk6nordjeGRJBUGkWTDTMgNl7a5emeX54+f5iNfqXL345OcaVWph4pGAHXfEHgGX4EnbTpfiNHqOg0YbW+6VAtSA0kqrH+eCutpp4J+KuinMEgNcZKgo4iZSo9vfv0K73p9h1dfldCseMRxnaWVCoMoIIp9hs76HUQew8iaAUkiMMYSnk6WeeKJO9dt2zT45dtffUdi0uP/oz+Yolb/+rH51xXg/X6fndtq3/7lex/+rQ99+KvNdnvIhukA39MYU8iB0BOuaEoghcET4EtDqAQd5dGLm1wYVvirh2vc+1yPm7/Q5Z99V4fLt7VZN6loSo8oDogSnyTxcpBbcEtSLdFG2noWI/L0u2VujVIGT2k8LyEMEnwV0e7HzLdj/usnKhy9MMUT+yYxOmCmKlg3a5idEMw0FTOTPutnJBtmEjbP9ZiZXObzT2oef2GSq7cIphqSRk3SrGnq1QjhDwlDD0/Zv28MpKmkP/ToD2ISLej0NZ2uYantc26xya17urziihU+/IUK1SWFJ2MLSOORpAFRLOkPfWYnK9y4q8uNl3Z59LVnOD4v+eO7J7mwUuPUYkigJHVfEGQyTNrAMyfyTKpgmTwxgkRDrAXDFAYJRNpAmkASo9SQzVN9rtpur8dNl6c0qx5x3KDVCRjGDtiRT5QoIpfXGEYqL4lIte22qgSwa6tibrJLsnDvzMHnJ35r4/ablpOo96mvJya/bgA/eeIQmzZuUB/+yEcuffqZA02lO8w0fXseNTmD+8bpQGy1YK6DEwgkVBT0laDr+/QTj8Woxt2PT/DAC33q4ZB/8OYWW2cStm/qc+uVHTxhW8SEsHLFZiVtrbQxJebGIKQt0BrGBkMCMuH5o5LH9nt85pEGz59oECU1Gp5irmqYrhumasb64E2P6QmPmUnBhumETXN9Ns4tc+9zQ97/mXVsnPSYa0KzrmjWBY1aQjUc8sCLikHk4dctqIwRRImk4imuu6zPw89O2sKnfspK22dhJeT8whQ/+pbznFpY5OGn5vAlIGI0kCSeA5Gk2/eYalSYbNZ5xWU9Xnt1j793xzz7T2o++0iFR/ZXefFInUR4DIeKXqxQQrr6nnLg6XICRpNog9EaX6RMBBEVYl5xfZcdGwdsmY35njcNqQaKesUjimu0OhbUcew5+aico+XlWensOXbyBGOdK4yg1W0wv5xwav7B5tzh+Uu/5dveofbvP5ju3bv7bw/AD+zfRxhOBc88/fgPBEr/Shy1mJ0MSVLnWhgQxrK2UVkplZUKFuC2JNVTBj+1TF5LYeAJ+qnnjgqdTsovf3gKk8SsnxtwxbYBMxMJ73hdn23rIuJYOL0tocTcWdumlBohBR+/p8ozh+sIz+P4mRqnz9eoVBUToWCybmhWNM0KNKqCiZqi2VBMNTxmJmF2MmH9zIDN69qkZoWPf7VJv1tn9xZDs6Zo1CSNqqZRSfD9iM8/XGHYk/jrbLdoJlHqVcU339znvic13aGk209p9zxWOh7nFmtcvqPBO17d5onnaxxfaqCkBmKnl33i1LLiIJJ0Bx6tbkCjWqNeHXL5lgG37Blw8kKLY2dX8PyUp494fOwrNYRyhWtCjl5EowENxhBHKdvXJ7zrdX1mmyl7thvWz0Ca+AyjBkliu6bixB5J4hGnVi7GsSJKFHEsbZyUiNwMiBNJktmU2lqUg0gQxQGd+SX8WvQrjz32WO/S3Ts/uH//vmjv3sv/dgD81KmTzM/PX3bmzOnffuyxx6SSkmqoiBPtLoh1ToTIDuOie1CJ1YieMpbFU0HsWYuqqqGRGqJUMNSCYeoz1D6Jhvluk688ozGk/OUjMUKk9iIZe5HAmSXuj9qKRIlUiiT2kNrD9ySNEHbMGeq+phZqaiHUQkG9KmlUFc2ax0RDMtWEmYmEuakhm+Y6pCzzX/+iwv3PrmPXDEzVHHvXJI1qQq0aUa/1qVZrhEqipNPgWDkQxz6DvqA/TOkMFd2BptPXtmWuHnDq/ASvumLIj7/zPL/2MY8TKyFCaIyJ0akhTnyiWDIY2hrtRt+jXgmoVSvUwhqVMKZRjbhhd0Tgx9y0O+F7Xt/DU4lLAmlbb18W5U7S2ZhJEvoKCBgMPRaXPVu3k2Yxj3228tAWrMWJjYWyoD+OpQ1UExv8W6fL6X1nVSbaVnImieHJJx6Xvu/9dhQNvjocDJ/7emDz/zPAP/axTxDFonrk6ItvP3bssABrS/m+QEhJmhqkNmhtQW1liT2UhERCnGSZRHszxCkkykX12vnZWpBoQ+w0YqIlsZGk2iPWIamzvcqPPEspwBPCZioVVKqGimeoqJTQh9CDSmCohoJqIKlVJbWKZwFeF0w2NNPNhJnJIeumu2xat8j7P6P507vXs3VSMdvQNOuKRk1Rr0GtmtKoxpxd1Bw+G1IJ7CoFWaWfYBB57Nig2TA7oD0I6A+MY3HJSsejUa3QqE3yPa+/wJGz5/j9T23Gkx4GTapTey4SG7z1I1sU1atIagOPauhTDVNaHRtjBH7qEmYpnrSNElLadL5wB3n9vXAgF7S0q7LUNq6x8U0R6ySl5yQV1slyQLaAFw7Uwn2vSDBlIE+dY2MQKCXZ/8KzAj14+86dlxz+4t2f6r/hjd/+8gJ884YgaLWWfmplef6nkngofV9ZC1BIx9QG5VjcAhvXxAuJECgHdJt0sM++s6pSZ1/Zw5Aae4LSLFlhQBuRB0plzQ24TJ4NrDyp8SRWBinwlcD3jPWNPUEllFQCu/JUK4pGVdKoGSbqKZONhOnmkNmpHtvWL/LIi0M+fM8mpioh6xuaZk1YcFcl9YqmXklo1IY8cgCe3l/j0jnjdG+RNu8PFTftMeze1ufR5ybpDQ39QUq37zmQ+9QqVaqVSd79miWefvECD+/bAEahdWrLYRNDEpu8nqQ/9KgNDNWKohJowsAnDFJCT+N5Kb5nS4yV0nYLFmmvD8I2K2S0UATnwp3fDOS2oSJ/rYUDuchBnb1OncWY5F+TAzzNicuxuEvGaQPdXl+ePHX230dpGISV2i8A0csG8OGgL6Oo/7NfufvP/mU6PBtMNHy79KR26bEyxLG3Y/KcvVODkhbAKrXNs17p/021QTvAWxurSLVb6488eVPKvI+suFmqOgtklXQZS0WpaMtm/8JAUQkV1VBQqwoaVUOzljJRT5hsDJmZ6LNpbpmHD/T52T9az4lTk+yc1UzWoFlV1KuKegXqlZRqJSbwB7QGBiUVvjJIWbyzDBhxEtCsxvQSTW9o9+fpDVI6PUmrqqh1Qiphg0s2xPzcD7T4Dx+SPLRvPQaFNpo01SRp4lLpikGk6IeS6lBRCSRhYAgDRehpfN/6/Z4yrtzYXQcnU4Qwqxp0tYtjtC5YPaubT7VA5/kG6wwl2gI5TYVdcR2wLXkVrzPmzgksdTLWPT+//2TQGQT/+h/9yPf5vV7v39Vqtf/ldP7/MsCNWcKY3i9cOH73vyA6VJmbknQHmmEkSSTIFFJJ7kkraUi0Y3Np0Mp+mDS1+jvNQW0KUKeOpXV2hzu2dmWg2cEYwAutz0iThK0vpyi39WxNS+ArKqEdyVANDfWKplFLadZiJhoR080+m+ZWeHh/j//wwVkOnJhm+7R1WBpVSb0mLXtXDbVKSq0SE6cRf/KFBlIpfGlQorAJtRFuWff53jcuc9fjEZ0opOcA3u0rOl1FK/SoBCGh32TP1oSf/8FFfuaDggefW482klTbtHqc2EKzYaQZVmy5axgKKr4gDGxmM/BMnrH1lEYqu3JKYRDZc5khTAZyckbPJgzo7LUu62mRs3P+rNcCdQFs7a5/hgPbgaTp9g2PPH20Uvnze/+f93znG8Sp852f3rL+f2161v8ywA8d2g/oVyRLd1ZnmoJuf5I4lRhTLMdSO4C5D620kxfKFMVPyhSBqDYjdSNZ+1WWrMkYW2eNyCVgZ48M4FKAkHZ+iCyxt+dldScS35e2fiMQVEI786QWptSrFtzNesRks8/cZItH9vf42T+c5vnjs2yZEszUS9Kk4lGv2PqVaiWhGkb4/pDTi1P4SqCkdrZcEWSmqSRJFBunDEkS044r9F0bWH+Q0hlIqj1FJfAJ/Aq+N8HeLQk//w/n+Td/AA+/sI5USwvw1BAnqWNyzTDUVCLJIFC5BPN98D0r0WydisGTIGXmZpm8MGsM41aukK2aIicdY4pgURsHZiPylTc7dImxs2tqSwSKa2+zp/b9DyI4fmHIx79wb/WO2za9Qkn5teD49QX4Rz/xWVrLqvYL//3zwVxT8y23BBhtkzZKuaZ3ATIVub5WkvyO11qgpSE1wtWmWE1tcsfFfW3s6xE54pZNc5H3JkVRRCUlSClycCtpZ20X8gQqPoSBploxVEOrn2vVmGYtYrLeZ3aqxeMHB/zMB6Z49vgcmyYVc3XNRFXQqEhqFUWtKqhW7M1hU/0RD+8TdAcBFYVLl9ubPmtCSLUgTjzqFcWtV3Z45PkmvdjKlP4wpddXdEJFGCgCP3D6eZLLt2p+8Ycv8JO/Bw/uW0esJbHWrlm6aEAYBpIw0Ja9/aKO3lPZgZMphYyTLsu7NsiLRvDiekCakY+2r8uFXMWzyYmqTGT2KL6XprZ8QErYPGt4y6sXkCt/Ffiz76o9/fhdvWtvfNP/foAfPXqc7du3Tv7phz/+uxvq0WtWlifZdzRkdiKz5XBdJZn+BpXVhJhCU5tsaVOW1U3OBMZV/ZXqJdxz5qkbd8ZHdLewBUVCOnC7IiOVA9wlmjzLZIEPga+pBK7AKkypOnnRqA6ZaPSZarR56tCQn/nAFE8fW8eGSY+5mmaiCvWKoF5V1KqKWs7eKZUwoVEbcO/TASutClNTRZo8A0y2nMepYt2M4vXXdrn3MW27aCJdArmk4ksqvofvBXheFSk1l281vPeHL/CTv2d48MA6Yu0RZxWAqcmZPIxlXl0YeBLPNYx4UqC87NyQv7/8JiRL65sc6llCaPzQpWedX0Ny8GbXU5eIK3/Wq6+1lDb/sH2iSk1VOXjce81mc/gPbnvNd/zY2TMnVzZu+pvtCvc3BvjK8nn2dRd/cmXx1HsqXpeZLRWEsMUzvrJaUyow0nVZy/HCnmKJ0+Pfy7VextZuKcSUGKREKRSloFmdhdWTRY23UkWJgKew9RmewfdtY3El0FSClGoloVaJqVeGNGoDpidaPPHikJ/6vVmeOrKedZM+62opEzXjwO3YuyKphpb9K2FCLYxI9JBOFCKUxM8YPNfgwt3o1lKLY596MLDlAlGFqQzkg5ReYBk8DKTtcPKyDWgNV11i+KUfO8+/+h3Ng/vXE2uPYSqIUu1YXFCJNaFvCHxB4Gm3eslSn6t050fkkk6W4hcoAD8S64yBOwdoJidNSV6WAKxL0tOUVunytRXCrjCplhw57SFFi+Xu8fc0p58+nMTx37iZ828E8LPnTjM7t2n7nX/1oavT4TzrZwOUEoSeKQp6ZCEeCoCWu0pMDmYbnVtWH2eDXIpotyya4nfmpzpj7XJQmS23rkNHuWDK8+wN6LsipKx6sOKnTjfHVCtDppo9JuodHt6X8NPvn+XJI+uZm/CYq6ZMVAwNB+5qxdqJGbirYUolSGjWI/YdM9zzRJ1ASnxlO2vKe91kK1mcKhLtcfsNMZfu7HL4RJW5GgwiY49hSm/gWNhTeJ7vbFXrXV+5HX7xRxb4N7+n+erzcwziKsNUEiWGWmIlS+hjQe5lq5fOe1ulSvMVTklRArgogZxVeqUAeQmcI6ttWWJm134U2NbWNeW8nP1TbjUZRina2HnB7YOn0eKxq//Rj/3g9tOnTx/fvHnz1x/g58+fo1ZvXvLCs4/+eru18u3oPhM1hZTauhPO45YjAB/VzPZuLgcpFMytC1sq+/fjTknpHJNVOK8CtzBIldmCFgyecqzt2RETvq8JfU0YJFSChEoYUasMmZ7osdzpcd9z8It/toFnDs0y68A9WTU0qoJ6ReReuXVetGXvwAK8Gg6J0pRBv0JF2ZtMZoDJz4uz3FJJknhWy3tDhpGhH4sSwDVBkBL4Hr4v8ZRCST8HOAKu2SH4xR9b5pf/Z8KD+2c402oyqEsmU0MjMVTcxIHQN877z5wUk7N3JlUygOfv173pMs5N+TpkAGcU7LoM/BKh5V8zelOMOGCZzEkhTlJbSam7LK8sf/tDDz+cXnvtNf/P2XNnj23csPHrC/DW0nGGveoti+cPvL21cIiJuo8QaYk1XTSepX/zDy5KJ0GUlixRuuuzwKXI9pUBXrq/R6ZbZRfBjnvIeitNXt9iqwYtc3uexvc0QV4ea8EdBg7c013ml/u8909qfOqhORa6U8xNSOYqDtwVq7trLrCshpJaaByDW+1dCSMg4stPBSzHATMhI/XYiPKSbnV4FHs0Q4/XXd/j4QMRnThkItaui10TDG2teuDJfNKAkr5dKV0Gcu9Wya/9szaffbjPL/zhek4tTNGf9JgMBI1EU0sgjO3o5UDZgUZ+FmhKkQfB2XM5UM9vTFEAPAd66TqBKUkWM0JOeo2vgRE3LL/CDkNJ6SYTQvDkMweZnJp7u/Krf9Lv9Y99XRk8Gvbwg+ru44ce+Oe95WeYnQJEOvKmMqlgv2FLYUfvcgfuDOj5hxZjJ0SUTto4wE3+9/K/67KlmQuQlQBYG8wC21MW3L6XEvgpgZ9QCWLCIKZR7eN5Pe59OuUPPtfkM/evI9JN1jUFsxUrS6wFmPnkyh3CMXeZvWM8b8gDL0zSizw21oy74cYZ3AWa2tZvVHzFKy7vk2gL8H4sGGRuSGRHrvleZnEqB0SbfXRla8xOCt5zR5dGeIY//Fyf+16Y4VxcpVeRNBND3TMW5J6LQ5RxcYlxIHfE4OKXrB5LUrD4+I6CZZCDWU1MZXCXvm9KsnX0d+R7GeQElv0kSQRfuf9Zdu7a/c/f8sZXPdnp9A42Gl97JNzXBLge7ufEkbsIq81NvZWDrw3lAn4zJNUarcVL/r8ZOLUR7sOKkTvZINZ8Xfy/Yuz2zk6CGZMmJvdxldQO4NrVfDtwK1uLEfoxQRBT8SNqtQFB0OPP7vZ43/9Yx+H5afywwoaGYDpMaYaGegh112FfDW22s+ISQrZ+JXUrgZUnC+2UbhQQKEUgTR5gZu/dUHjJqUtvR4lP1R+wYbLPSq9BPxZu3JqNFXw/dTafcnanylfMInC1lY/f/uouN10xzy/+8YA//fwcS0mdXuhT9yVNz9bghB4EirwZwsuSPpL8hsyywPm5XgPga13rVWAuvzYlw6B8I6z6ZcX1zv5NagQXlle47+F9r233kk1LS62Djz53lJuv2vH/DeDGpGzfc9Ml/aVn39868wgTzYQkEfm4M5Mz9SgwR5cwMQbictAoxj7wS980WUrZBiOm0N1Ob9u5hSXmVqkFuZ8QeFaShMGQ0O9z7HzC73+2zie/OsOR81M0az7TFZgKUxqhcan3DNzSgVvmSaGK095hYG+cZn3IJx7wOHi8SkUJmzHMHBQKlOcBt7E6PE489m6Hb72pwx/cOUO35tGMDYPYEEYublAaz5NushclkPuli2VXhW2zkp/++z2u3nGK3/vMNEfOTbCUVOn5HnUlqDmgB9LYG8e5TAWLmzxYF8JtClO2EC+Cx+yLEU3uvpfpbta4AcZlSvlmsc0YthGjn3h8+t59XHbFnve/4ZtuffPCUudrSpWXBHgcJ0hP0Vu6b8uw/fSuUJ6jXp103deuc0aLwuUoyQvj2HfkdZmx839bXHS4OMCFKORJBuxCnriiLldjoWTG3im+Smznjp8QhkMCb0gnjfjtjwb84Wc3cHpxEq2qTE8opgPDRKCpOeau5el76epUnDRx3nkO7sBmL4dxxMFTId0oZCp0Lk6WdMpciewim1JNSuzRrHvs2BKhwgGdqEE/EFTdDJLAySvfSRQvcz2Eukjwqpib6PGj397j7bef4w8/2+b3Pz7DQr9O36tQ8RQ1T1BVhjAxls2llSqeLGzNbFXMmZxRebg2IZZAfzE2H/tZXuBV+v+1e7YFdrY+aZB6nDvT4UsPHdg12ahuefubbjqWxDGe73Oxx0sCXEenSE1zzlD56Mr5J30lfcIgQklFqhSJlhgH8CxQLCw9McLIBahLmcgyk+c3wRiwwVW7ZfrMuKBynL11PrNQSQtuT6UEfkwliAj8iNYg4oFnJH92d5OPf3WGQdogCAJmAsFkoKkHhlpoqAUFuCuhJAwloZMmNjHknAkH8MC3mc+jZw33PV4jin3CulkVYObnNdfgtjIvihW+7/H6mzp8+ItdDpyq06/Y0QxD3xAk4McaP9JujJ1wMkIWw30ygGceu5bUQo/1k33+1bt7XL5tyJ/e3eCxfRPM9+sMVIDve1Q8QVVCKJ2Nmtmr0tXsC0YO1gL6Gi7XKNDFCLjXBLvJ7/0Rqzg15G10g1Qg/YC77nvOf8+33vLRs/OtaxdXuvMvheGXBPh9B7bJWf/xWzYHfzFRDVcwxrPLv0rzoZXWy5YlfS1KEkS4SHmc2cWqu/dij1GAlwqDhC7YW2pnB6YW4CrN5YjnxbS6Mfc/J/ijO5vc/cQES60GslqhUVVM+oZmoKn5hlpgqAY41rbMXQ0llUBRCQSVAFehpx24tV0ZggTlDXnxFJxuVWxiJbNORxInxUXMlt7U1bZHkcf6pmD31j7Pnkjoxb4biQZBhAWfSp1EyRI1IMc6c7KbJ7Mh49TWh7/r9X3edPMyX3qyw4c+3+SxfU0WOzVaMqAbeARKEEhBKG3roCftLnVKlBhduDojuKguL6cpRi3FQnKMSNcxwOvMUs7AbVyPqBZEbphotz3kt//nFyZ+/p+/5pbrLr/0Tl5ieNBLAry9fCTskf5Oqp6rX7GlwyCqkKYKrZUrfFeu4KYM8kyalNn64qxetv5GQJ1/YcFdLs4XI8DW7jlFyZQgczNkzHwn4d7HPT53f4NP3TfBhXYdUangN3yaHkz4tpOn6uNkB1QD4Q7pSk6d7g4EYcbeGcC9hCBIqAQRxsR8+YmQ42erzE4LfKndMi+KRt/yxddF+WmaKvpDn+3rBa+/vscnH4roxj79WFDxDUFiWXwYm9IqpXK/GiFHZIo9ZNGooK3fXg2HvOuOPt900yJ/+dUOn72/xr3PNLjQqtEXAf3Aw/MVnhD4UuBLiS+Mk1rGOiyUJGIJ4GspljLA12bvUo4ky4k4UkxK4E4MJNr2jKITxHDAyvyT9W3rbvwdOHE50P8bA/z8kiGK+t/99NN3Tc6uP01Yk0ipSRKPJPVItQW6zjvYRV43XIC7OMYBXdbaedf7GMIFpqhVdnrbPltgCwdwz0sJvJhKJWYwTDlwGo6dUXzkCxPc+ViTC8t18Ct4TZ+akjR8Q8PTVH1D1YeKb8Fd8e1MQltmKkuHcD83DuQ6B3ng2/a0w2c0zx4NwffdMm9KKXoxQnVltkpdc0CS2nHOV+0YcsWWLvtP1+hXBLVEEMaGocJZe3pknHRhQRZaJffZnRWptXLTB+wYh2p1yPd/85C33rrCXY93+fMv1jh2psL+0zWilZAk9Bh4HlJJm84HO+XXBZxZEKpKdt540nP8s0IRaBrECJgNrlALl9WGvO5fmxSyI40hjTHDmKMvdnjgoSfZuO6ly2gvCvBBf0lE8fDH73/smcnDR6rcfGnCjbuHhJWYqlKkbhxAmnqYDOBGurLWUYBTYvOyk1Au5MkG8mSnJQsmATvqLQ8mtQN4ShjaSapJmnJuEb7wFY/Dp6rc80iV08tVDp+pQxiiah4VT1H3DHVPWxfBN4SeHRwf+jgQZ4d0h3IAx2luB24/JfQte9sbK+LoPOw7VsOXo/ZgLlEo6sHzpThvHpCuz9Hniu19dq/r8dyRhF7i04gFQw8CNxNQlQAupW0LLDM5ZTbUJRmUur+RKuLUZ+gHNKsR3/vGIa++us3p5TZffjTgyMmQu56ocWaxQtr30dIjDhRCSrtSuE0J7KoqCsmyBptnciy/8cbYvAC8ca5L5htmvbWWse2orRShEqSKufmaAbfsGhL3Hp7deem/+eft1tFfak7sWFPoXhTgE/oPGCQpz+47xm89PMO2LSlX7Yx47Q1DrtiRsHEq5tLtQxSSJFJ2yI4uhsmPsnfB6oU2W9vjzsFtW/HzgNJKEauv/TAlTg1HTgqePaL4wiM1njsa8MLRKu1hyDAKwQ9QTd926CuoeZpqyQcOvaxOIyubtXXhoZMlQaAIAuluAFNobz91Q/etzq8EMUZHnF+SDE2I50kCaWe95AmTUQIf8XbL/Y5R4iPwmJuOkGpAN/bpecI6HXFRMOYpPZKBlFl2BCAbdoTAaFkweamH0k9VPn6iNwzYMBWxbX3MDTuH9KM+/+Boi+eOBXzh4QrPHq1w5ESFOFEQKoxUaCEZyQZlEM8KtEoXNUsCFT5yaZnJkZ919Gelpo6x4xTPaHbtGLJ5Kmbvjojbbxxy1Y6ErZtj7ns8rf/i7z/wntT4v/Q3YvD/9kd38cE7l9T84v3iqRebLEeKpcOaZ49o7nokYcJP2LY54qo9Q950U8Qd10cYbescqnWcOyIRxo7mLVgcjMn22Rj7o8JeeQsGjefZOSZCauLI0BvYnx07Jfmfd4f0YsVTL1Q4dDJkoRswTAPwAlA+qqkIpKCqoKYMFYUdZ6Zc4ZGyrB34wiY9yuD2JYGTJWEAYYBzTWzK3Pc0gZ+4jGhMtRJxYTnlCw82aHVCpiYEnvPiZQkH448so5cHhFoyHCpmZxRvunXAXY/1OdGq0/ellSke+InBjzPP2nnsMrV2IeVZJzL/G9p4pb9hgR6kitRTJL4iTj3i2HdWakw9iHn1VQmvuHzI21474MWTkqf3+fQjxZ9+ocbRcz4ISa/vkUbKpTslxisAbkZag0ofWGRLd5H5EQmIfPe8lGrNJuQEKa97ZcQbbxxw5Z6I7ZsTJjzBbBNAEuuAa3ZoWv1HxatufKX6d9/7yWRm69v++gyu1PRvf/jz9WuOLE/b+Q0mRWvNfC9lXqccXUp58LmUj30pZnYqwWjD9ZcNedcbBqSJ7bObm9Rcd9WQWsWAFqsDkREGt6iXElo9wdNPeiy2bdXeI/t8Pv3VCoNYMYgVZ88FaOERGx8tfPA8ROjhSUmgBFVpqChDqCBUhlAZWwPuOc/XK5g7yPoyc3Ar16MpcvYOfE0QZAVaac7eQRCjVMRXnlR88qEGKvCs3Taivy/O4JkXbnW4JE4Vg4HPW2/r86kH2vzplyfoJhXqTof7mQ6Ps6SMybuFRFaGlzOoLGn9EsC164L3LJP7niLxPLwktUBXKUrZQfpTlYTb9iTcuifGiCHvuKPHILbj3P7qqyGP7guohoKFtuLp5wPaXYkY90RZ66Lb0tp6xXDdtRGzk6ltfEk173z9gOsuizEa5iYN05OgkBh8dKro9RXa2NhvugZvumFwTTg19dvAj/61GPz8hQXWzc00f/6/fWJPFCfK8z20EIVG8jKwpwx1yrm25txKCqS8eLLOp79ilxuTaiamUm65JqZRsfNRXtIPdEuclIKVruKxZwPaLYX0JEMtGRrPMpPwsHOBPYT0kFLiS0FFWS83lJpAlsAsixl9FuSiaHjwbCNA1nhcBrdleFdW62cMnpaOhNCLMSbi9EJANKwQTkgCl/ZWripvJIs5VoSWWasZs6ZaEcU+Uw3F1tmIQAzoJyH9RFD17BDMrIYkS2gpWS5vlfnfylZLG/zrUrmydj2ThTRKktQlxZQrcUiIkxQV2zETnkqRKmHLrHYrhubybQMi00d6mlZL8NizPis9K5tGShAvAnKtoV7R3HJNzOSkwbiZhVUXW5hM8kaSWGeWtHTzJiVGuxmUaBXq9p7pbd/TNHq+LeTcSwP88OlFTl5o/dLdjx6449xyl6avbJMs1q5JjUIb3wHe1TYaO3QnMSktnIZShvaK4exXdEFbF200Gy0+NkKisy0XcM9CFUGOlChhZ+6F0qacA2ncFiTGzT8pGC8Dt+/Zjnq79R45uG1bl90SJQzsgNCwVGaaAT3w7J5Avpfg+zFhGHNyQfPHd9XBC/ClKALMXJ6IVQxezuJlQ0It2Kz1GsU+3/OmPn95b58Xzjfopj61xE7ntVWApujEcXvy5H8rXw1LmWQtSwVe2aHzWhjPU/hpSqy022FDucRZWliwKs3dK+niIU8YhEmZrRm+5VUahM5jJ/LntfRZZjQITBqgY5HHDHHqQOziB1MCtdYyJwbtPpOSywQ8doeJb/klY5J//DUZ/L/9yVeQUgbHTy3R8ARVz16R1DBivCdGkBpFKhUarxQF65LO0qR+SXO9JHuL0rN0zQw2UsuidU+ALxwrCysFPEnpOWuqLRUSeZTmoFiQB17RVV8AXOayJQxM3tIWBLo0OCex+wj51j2RMuL4OcF8u4LwPELJiDyRpY/lPuVYtk6MAs85HVHiM9Mcsn1Dn/3nhvRTj0EKYSrwU4OfOB2ekDtLRWZRjZKFu6EsSLKGblGSRhov1aRKorxs+/KMybMhQWVga5TIJmPpPOlWzlEgXBQgDGtBvMhij5kQ+aomSyCWrm4nW41kLrkQlvvaKwtE+lOB3UzsawB8/uRJhBBMiCFh1QZ5ha/qvFtjHMDHAA9oo0oZKztmMyfw4uPlF6DsfWeBUlbgYydSgSeMOxxonQTIXufPrsHAy0tByRtsAyUs2EfALe1zkAE9Cz7JtycMXJNEJlF8z+rTIIhJiPnsA1XOz1fxJxRBJk2kGXVQxi9ySYMXIxiKpM9gaCfYvuWVXR54ZkA7qdDzPKqJJnLpdCWLgqgiy6gpOoeyQFOMNJZo7WaqGEiV/ZueFiRK4KXS7WJnyx4yoI8m1Ew+9k0K7Qq+TAns9hYul7qKQp2NYSHLdMvcVi5yKQWw82cjnLWa1UCBMT7tXoDfnsesQaIjAP/YJ++mUa++6qN/ec9N7aWYkKIbIzVZ27+beeG+p0vPiSlSrBp38cq1J2txdwkAqxIJkGfRpMukeXnFWza0sxjemY1CKAM7n4OisP2IawE8Czgz3e1lssQ4vT1aSx74MYEfca6leeJQFbwAz8kTr1SgNJLtKweZuJgmY/Js7EKWdUwVcexz/aVDZib7tJZr9BJFTYGf2M+iUjc8KS4D3OUM8j8kV1dxalOARmlSLfC1IFWSVGlSJUgcyBNZFK9J5wxl1ZrSAVxIM5JlHpmUVZbiYrRgJS/ZGHudM3UJ7FlJSMbquvS1HTLkEaRTN63bfserDjz35vv3XPWGtQE+GEZoY75FSX2dIqZe8UjcFhdZ0Yt2I9Tss8hf54AulUlmWaqvBfDcSR0BhmtgFpRKOAvtKUXWklYUB9nWuaxTxcoSlXevFMDOmm8tezvN7ZHr7cwStIxdgNt3+tvzYgQxn/lqyAPPNZChRyCFnb+dVxAWn6fI9I1nM8uj0TJP3JZB9Ac+t17Z51tf3eH3P9MgSkO6qaSSGoaJW6nKK4bQCCkdi5f/1MWYHLQn3cgGQaq0ZfEM3ErgSekGBBXMnYN8pGTCNV/kQB9rWLhIHn+0LmmNkXEltk5HQC3zyQS2jkdT97jOJL1vMTq+f00GP3HyNM1m/U2f+vQX//7K8gLNmgsuS3MCvWxakcnGP7gGUpmxdbkvr2TvX7RK0F2CEtMJClCU65Iz4KvSTPEC6DgGJx8P4ckSi7tuGF+NgtuOUxhjbtezGbj2Nt/LGg6S0hETEfPnX26SmhCVZy/LAWap5YrCvss1uNuNOB+mo6UdhZZmwaaHwOddr+vxJ58dsqJj+mmFfirwE3IWl9IgE+EKz7SzC8e1qKSwJgXlpu/Us53viRL4SpN6dsqYl0pSaZBK23S91Da4zwCdZ5Xde4ARgFMC+sUe5cRfXt6R9+aKMdbOVrhyvOLKjSMYzC/RnO7+/b1Xv+6exfkzd83MbRoFuNYJcRRdih7ukqZPveq5fSYtcJI0G4SZBSpZJq4YypP35JHV815cnuRh0FjHiGSU/cbrkovOk+zrYrZHtidNeQvwkWE3DtieEoWTktuBtuPeNiYbx9xFgOmV2Dv0I544JDl4poJRPkpKAqnxyjelswlzh3DMRckOnZ1DXbBW5qjEic+uTTFX7Ozy0ItVYhXQTwQVaQeUeolwRVCuCycpdrCz4nBcFomx4LZgc8/FAUobJ1XcDZva+TZKyRH2tswtR+ryRxhcrNbhqwA+Umm6msl1Kh3G3HkxGQE4YLuNx6JYstIeUp8d7rpkGF06jJK7VjF4a2WFaDgkSYZUAkmss7JIg0ztxUpTQyrczEENSpucvcfnZNg3WyRq1wR4SaOVkyIZyDNdKUtMXUgWUXTPC/JOl4zJs30vy9t/ZwAvD/+x3fbkwM6zlTlzp267cBdcejGGmI99ucbiYhURegTSujtqXH+PB5gjPngxWaBcx51701oRxx6z05J3vr7DE4eaDNMKPRVQTa0WHylnTUqlrGjniWcVH06qjOnxfN5jaQqVp3FSKVuRbPO20llziRyRK8V1MiPXrAzw0SI656uUiG+8Z6Csv4vaeZn799nE2sQN14/cRgCd7pDl5WWGw8FqifKZz3wWqSSLC8so5dk345eZ1HY6Sw1S2xOrZTbTZJS9R+p8L2KF5he+XJE2Am6XBS6BRY0M9SlmDlrWLp4tyN24Nm8U4IHnBgD52daBLinkGfw8Fa/d63Tk8JTt3HnhOHz07gZDGaCkctnL0Zks4xnMNa2yDOgjOtxp8VSRpB5h6vHONw74ozt7PHOkSqx8elISpNq5RwKZlonAuPayct5Bu781um9RmckLcGeTfrN4RyPTbMRE0T2V923KkhYv1+3nn938tc7BKINnw5+yabb2phsd1Zzti2qH6iulOHXiEPPzFyjbhR7AyVNn2LJ5Y+1Xfv13diy3zyGEXeLzgj9hS/2EMBbgqbATYt1wzZyJMmniHALMS7N3tnSV9bft5B4HuRiRJ1mddT7uoDT+oDy1yfMyoDvtrcbAnaXv/awxWduZIXmLmEt8eIk7YpQfcfC0RycKQHlOnpix8tixzzXuopT0cA62cipdlxM/HnVfsGfzgGcORqQ6pK8DKqmt2facBlfCbtYq3HUSObCzhgidn/2i+tOmLTw32SCbGKvcsEwbz0g35tpQFHcVM3AyuZKzdwZwWQ40s2u9Gg3jLYt67JzkgWUWVK4JcLsiVIOYbVsndrz5236w9u73fG9vZnaDBfiFC+fpdttv3Lp53U8eOrifIMiG2Bd3gg0BipMntEALNxZAjtZXmNIbXjO4ZEyiiGLL6ax+OgPK6HDIooHAlouWnkvMLUuypLyLsa9wXrgFtwVwMRQoY3DfG2PvrK8ziFjqaP7bXzRY7FcQoW/liSy5O+VBP18jY52fK+3a/cpuikvdJ4lHs+bxT76zw5eeaLI4DIikR19KgryHsnxzueuU19LrvIzWoB24NQbJqLNif5c2BqVtcK6NnRDsSZE3dY8CuwB7uU82n49DKX93ES1eblkcvfEzBndJqlS4fTzdPJkM3G6H61RD0h6yM5z5yaNHDt4/HA7+smDwYy/iBz7tlTNMNgRCeESJcfXLWao9+4/I78x8/BrF/IuctcsaaxzYJXAXQBAjy/oqgJemxY4AXI0O2VQlUHtS4jlJ4uUAzzS3zoNK39MlcKe2E1+NsrevYoIg4iNf9nn+cBWkj5SSUJbsTDGqwbMPeNFqwhKb65LezECeaNtyliQ+V+3q8e2vbvNHd1bQXkhfBoRSFEmfMbCNM7koM/m4HMiArkAZuypoI1DaBuzaxTmpFEg3zD8LpkWecHKdV7KkwTPygtwHFyMgKMGKErApy6dyoRi59k4cwKNYMIwhTgTdfsK+AyfpDiRxZDeG8ABmpjz8wKffUSxPWuHeG9gzbyPtFC1BGoHCuA4Vg9C47andGyoDO48lspMsRtCez6IeB3oO8DKLi5K+LQPcyhNZBreUBcDzRE8GcGPnZDsp4qsSwNVq5vaUZW/fs1Orlluav/pKg4VWCBV/TJ5cXKIgxiop8wu6hm1X7sRxEiVOPKaaim+7o8enHhiw2A2JlEc/lc6eFEVLWc6g2RkvdLgxRdePztm8aPBVrpZOK4FnihhL5SulZXcpjQX7yHgJUQAe46oKs/Ng8gyryMEu8pMx2t0lRt7TqHwrNlRIHdCHCfQjw2CgWW7HzPY1USwZRvZ3eu2l/VRrU5ecPPrYj8+fPMnslKDTM/kuBCrRpe5qg3HgRpZ8XWOQazA3jJa/jzB5SZ6U0/MFyMUqWSKyEy3K8kQUHS6OtVUZ2KrYi97LmLsM7DXkieeVkzoJnrKZy6PHBC8er6AJEdK6J54oSgdGHZTRbpeMxsu1KAWTl9LU5U2fXNYuST0wHnu3R+zaOGBxfxWTBpbFU+f5l1ycHFSUC72c4M7KaMHVDQmK4BOMLGZHZrGNlqDdKpHKUTcrX1nzwLLY/zQDc/Y+7GkoUJD9N+f2kVWtaGfLYoPxycSpthuYDYaaTi+h2zc89cJpNm7d8+Ovu/22px596sVjnjEpcTzc4Kn4TRV1lrnJCZQUDGOPXr8Aa8YKxmVihGtOsGwgivqKcSSPgL34XWuzd9GxXWbrAuyjQ+3zZ1UwuJf74OXDbWmtyuAuQO6p0pAgVbC3cl97XoxSMZ99qMHBhSoEhTwpuycjqxCrx0WsJVPKW4SYVW5KqYw28tg5G/GWW3s8+kINtE+SWi3up27IZzoqlXKpkl+QzDaUFINRRYktLZiNERjpVhWZHSLX39nrbAXPYo/CKBBIbfIbe0SPs7Zky85HeWXL5UrmqBgbrzDC+IYo0rS7Ke2e4MziIndE+k2DQbQhSfQxL45tr12SSCpBwmSzTbMesrBSYxDZ/QuzOyl3UgAjhB1BaEy+wWm+IL4UwMvMnTEMuKh7dD51IU1EDvJ8JsgaDK7K4HbzCYttO1gFbD+fW5iWgkvtQJ5YeaJiqrWIhw4o/vIrdfqDAGoenhT4YlSajAeY5ThjzQuag7wkU8xYwscFnHHiMdHweNvtA+58oMcjBwJM3aefhgTCVlIq4fIDpWCvYMxRkJuRlVUXjo6ybJ5Kq8czgOfM7RhdSpN/1lRaeVRct/Gb3f7dkVX7JW76sj8+UvaR49CuJoFnqAaCCxqOzkOrL9GxxM/KpaXB07pHnHh4XpsN685xbtnj7qenOHpM4VEMlskAKgW47cbz1qSR9rqLsHb5Q40weCZPckCIVbpO5qAe/doGmC65I7MlNQN5VjZr8Ny44OLQpZHKxexCy9b2UMoGmEEQEUcpdz5Y44UTNfB9hFQOVFmAWWwFIuQoi6+SZNl5yr1fV96gV3vh2ZHZhVHkcfm2hG9+ZZenj1UZJgGp9OlrRZBSvJeSVHBXaBXIzdh7QWU3m0YrgcrAJQVGgXTSQDrAZyQjhUG6jQ7yG0uPX9dxmbIGPko3fbl9c5zVs+b07PrWq4b1sxGTs4vc+Yji8KKgHQ2J4iGDZIj3ff/uTqT06fUXWFmZpR+HtFpVLpk0bJ5KqYQST5WdDoECTL55KLzUMryavUcbAMogz4LLjL3zYFOuBnp55K/KGTsDeDE5NZcoXjYnXDsnRTtA6xKwHXu74NJTMWEQ8dxxwV0P1Oj1A6j7SJFVDpZrYtbIYpZkV/lyZrUo9gSOTtfNGbzckOwKsKLYp9GI+Obbhnzq3gFPHwnBCxhoSZBpcW2b0AvbDjsI2MkV0jLYC2AbY1e+XLpIy+bZqpIn10pAzzLKQtrkn73BRWH55l54sb3MqpV8BNqrvzNCmplBQQHyaiVl81zMa66P+K7X9Gj3UzbMfY764BFCP8Y7f3oZKQW9YcJKe5aKL9hU09SCLI1r0MK1IskSI33NtqQ17tZ8iSpJkzKLy/Kdb4PJYksSUWKNov7EuijF8EjPfZ0xt8rng2cjgzOQ63xAZ3HYbKWnbFLH92MSk/KZ+6vc91wVKh5I29AcZGnyMqgZO8pfrPFYnTsQxbSE3FGRI0AfDnxee1WPt7yqx/PHKySJjxGKvvDw0+L9CJeQy/MWI29jlMnLpRVKiZJ0siMqjBGOpUeBLl2hndRlF6VkGZaYHHDMblat5Ku8w1UoLx5ZR5zMs6rQG/gsrUzRqFWZrCZondJtLwMGb/u01TP9oablp1ZbelAJRL450XjwNJJ6vSjIxcjPy3dtebB6pr1FSZJkm0jlOlyOBpl5oZWiBHRTYvIxSZKDu6S7S4Fl5pxYx8Q+KxUT+DFPHZN89MsNIADpI4TCF1mThSn84BHmzi6qyM9Ewd0iv3BlRyWvCTFZcb9GpwKt3OiHfJ94D2M83vW6Pl94cMBjh+0kgVgreqlwBV/u/GDcSIks4Bu158pMXgZ6dvMpF2MZ5eYgmozBRZHUMox+fl2upHQMXspO50FmmR+/BlcWbkyRm813eXO7RkOF3sAHNELWEDLAGI03UbdgCpTI36xyHrKvCp07Uv5ZBu3F3qAoLu94sFUMqhlzTpy1ljP3iDQZjdjLJbOZJMm2LbHbcxTgznb3zVjbV6PPXqa/Vaa/E3w/IU4T7nmkyrOHquD7IL1SY8PohS0vz2tp8HH+NKUXeQNEObNYri5MbY+qraTzGEY+V+4a8NpbLIv3U8viQxEw0OClmR8uEE6SCGEgHbvJ3GsL4jFwSzDK5FpcSu1e27EQxoicxQvmdufDjAaYUtu4DTGW4RwjyREMjWGqjBMjDWjbQRbFYIwiSQXK7WEpVIDMAB74ttXfGIlOpRvLyyqdW+hkkd+Z45aPKL3TtZahzLIqe8RkwM4ZfNwaLGUzSzuWZbscZJKk6OYpwK1GAsqSFPGK8cqeSlFeCeBOogRezMGzgg/d2WAY+1DznTwhb01TI5nDknMyslxdZJUzo0Avy5Rsc66La3GPeij5vm/u8Zn76hw4bW++VCt6qbJVhqnLNmblFak795SDTvvHy4EcyjJ3/p5cgKmMsXuhZiuqcUfmrBnhJMlosC2FZd3s/OiM8MYCzrVWe9x7zU+nMzdkyZbOxt9FidP+RhOECs+zpQjqv/3mr62vBP5/OXHixN7Aw2525AnXBWOzgnZMrxhh0nxkmBQ5YEfNf1Gy9wRq5HeU97GUzuKTo572mCuSNzNkYPYYCyRxwC0FlrnvrXO5MlprUtr9wTUyZEcqI/7o0zX+5K5JCENQFZTyqClDVdm9brLKRD9rcnatcUUmdXWGtSjrLa1AeSxR2I5Z9Z6QuKaDrETVvhZGs3VDxOkFyePPBiRCgVAYobAN2mZUCpYC/LHFv0yTo/dgrqbGZYwZkzRr1ZFkdTZrxBqUb+jV9UujOZXRWZdQ2rgsz/qOFl9pbdi+8/oNu6945Re9hQtnJoXuv7leNUjh55tEmTF1P7Ihkfv6YjqqvHdl9pwFpbLE3OWAsuyhljt4Rlg8a10b2UUt09+llPmI/s7AnW1nYnK2zqzATJZ4zjnxvYgXz0g+/KUaSA+kZe+8c78cB5TfY/5Zx57LUWepXmfkQutysicrYRWuEcFlNY1L3yunxVOPd7++xyfvqbHvVABurNpQ+3jCltHm5zZ1UExLDkomUQoup7xnknLyRZns2bpnuZQSWbBp/05mFRon14T7N+VzUdjBZdNhLEZbg82zZ12SKmlZaVGct2EUU5/uvrkfnZr0akFMs5YyM+HGeCU630ec0qlYJTnWAnL+ZkpSZYw5si6XPB1fDlDKuraU/hZ5QVG5DrwE7jFglzegKmSK1dzKWYOqJFEssAuQpyrh0/fX2Xew0N5SSOt9uw6a8a728QxmmTXHudKMvB5rQB73xEstWzqVpDJL4VupcvmlQ976qi6HPxwSpRKEnf7bx9q5uS+OQGKIc/QUrWWU0uS21FnkLC1NOeB0N7V7LaQLQoXNfGaAluM6vESOeuxc5Tf/OJjXugHWwFq5RTJJbeq+3dFMLQ6IdQ/PU4LQF0zUYJAIBkNJnGT7hpuRpWO15SdGvi6eHVu7b6xyX3L7jzUciHHWNiPB5eg2gcVemCMAl6Xkjiy0d5Z6z7c4Kc0VV8pOqvX9mCNnFf/9E00G0ncMPhpcjs49Gd0Qa3UEvvYjbwbJl3VTej06J6Q8vzDNh5x6JKlPmCb847d3+Yt7ahw+44GKMdojkj59LVBpdsMZt2NambKc/laj7o4q+fPKRpSuGMuB2dUeSW2sX+7KbDM9rqUYAXhWl1LOd4ww9hirlwGcPY1jLzuHkOlwiBO7eW6nlxAn9kb1GvUYk8ZMNROWuz5JaqleiHJLVXFOVkuSgsVFBugR9h5l+jwA4WsB24JHlb4eAbdkBNgZk3uq5JrI1V63UmOuyYj3HdGONL//qSanL4SgPGcNynzA0HhR1Yg0WcVOo7JuTaBnRw5qM+aiZJqzmO6UN0NIRZp4bJ4b8sPf3uEXPxTQim1AYLRkiLK2YSpykJeDzbyYiJKuJvPBDYriBlTZDSiL1LmU9t7IwG1KLopxnUVZtSmIopS2dG7WYuq1wHwxgJc7kuLEbru40k1o9TRhX+Odb/VZXOxzeimi5leBQkYgC5Yps5Io/WctDTWSsVzr4peBTSFNygAXolzjYdYAuJMJboJVGeBlcCv3tfIK1s7YPGNt5SoG/TDmTz8T8v6PNRlq38oToXJ5kjUVq5H3mX2ecj17Men1peh8tKKwHIyV+iaNdHu+69UpfG23Aq94CT/6ji4vHg/4w0/7ICNAkQrJQDs3Jc2uSVa6Wi5jNqNvKuuywVpyiuJ9ScfqQrpYTWaAdqAX7nuCEQ0unXYvzo8ZA7VYxd7Z/TcuU0beKtkc9OxUSzbORWxYP2RqOsZ7+sUqF+ZDThxRXHGJaznL3tTFHPhxTVTWmmN35cUSRWWtnXvJpc6QYmNXLg7ukgb3lNvSJJMlXrFvjwV2mutuVQ4yVYKSdtbg0jL8xZdqLA8zcFuA+xICN1mrnJYffd85J6x2B0vnsAzkcZDrklzJCrBM1nxbDjadFldaobXV3BNBytvf0OOT99dY7CiQMWhFjMdQiNE6lbFrNw5y46r4C7vQ1pzjvp+XR0sXP0hhGXsM6CKPq6y0EWK0hHc0s21GyHEt9l7rfBapfPse61WPHZtCbtztMzGh8C7dKJkOPHTLJ0qyzBfFXT4O8LXewMidWAK4WAPoFMAeDSzt3yoG2ZSCS+E88GxHtXJgOaa9sw1g7evU7YhQpOJV6SgCyxi/lvCZr1R45NkquqS9lZSlwiozJk9KS24ZMKVjBENrMQXlTigH7hJjrlllaCSq5IsnqY+nE15xVcS33tzjjz8bgIpASIwQDLRnyxvcDUieizCr3wsFYLI3bUoVUCaXKS4QdZp8xEExmZNCfiOUtyGUWY9vCRfFubK/YBVrr4G7VbgUdiDr6Qs1Jk7UmZ6p4tWriqjm0ajZiqo0NYXEkGIUtGux9/j3XwLUIxKlVCRfsKEp2YSjr1XO4qPAluWOmjFw29eF9s63GMzkibRH6MccPiH50GcanOsEdr9raQe9K4HtmhE2OzhSe7LqECOAX8U2Y4+RRA/jEqU83sHJFKPzr1PtQJ5KlLTbn6yvp3z/t3a5/9mQw+cliBhQaCQDIVGUM62GomVlFOQjTG6ykcjORZGFbZipmcxBQTpgjwPdlOzKEpuDKL0XR6puJch+VsZXTrhGjJFqUQyRJIbBIKXTjQkqCd4lG4fM1Hq05vscPduwy6wrrJJjAB2/e8pvQKwB8PLr8SVrLWCXgZ85KBmjF+DmIiy+BrhVWW+XwC1TPJmglB2iOUw1v/uRJvc9UbW9bdKz2ltK17VTauwt9SCuCjDHmHw0y7tqZR3LYBZVhhl4Rspny3P5jC6BXJGmmkR6qMTjtTdE/Mi72vzs7wYME2kzUFqSCJ++KLKNiKwx+SVAnvmEQDFH0AaQ0kkYI+1NYBVMFliaMaA7CZNnxM1oy2LGziPMXbS5FQxevO9cnwtrf2ZlHZ6CQ6dT/LOaTqrxHjqUsrKUsO/gEEmFelXiu521xvXlS/mV+ZsdubPKQVhp9snIsxlxTaQDk8j0bgncctw9kSafnXcxcOd2YG4RloJLmeAHCV9+zOeT99UYRj5UPau9pcrZO99Gr5yAGmHx0kqXSbz8uEgHS7mwyQGb8bJZnelc971UWO2dSrQsDYQv7aRWrSW8/bV97r6vzxceU6BiyypaEguPIYWjYsfljxZdrcnkDsjSeevG+d9IkQNeC5sYEsbkiZ5Me+eAN1mQWzB9dv7KcrgM+JFFcAxzNkvu2iix2d9mDW64POLS3V1mpkO81pLHhQs+5+Y9Ns7aWq3cp1alQZJlgI8z03gwMALw1cBeBe5yw4AoMWVJlpSlib0JdMkezKagrga3UinSsXcGbs+BO/BjVrqGz9xf5cDZipUmwpbEijyxQzFBqlxjfZGbNXcDLi68R3FuEZJ7zeXa8KwhIp/Vx2iteMbiUihkqpHSIx567NkQ862v7vLIvoBWZDu2wOlxbCpfwSi4zWqQZ80YuUTJi7NwYt4Fne7zZ9reCJCY4vtZxagp+jbNGDZGcTQK+PwdjROsKBqWiyYP2DQdsHm6SmOiijfblJihYqbpEQZZR3pR95FdvLUYe9UfXgvYY0y+SpKI0pLvvldkCfUIyNfS4NnkU8viZdlSzLUeSc1nzO0laFL+x2ervP8TTYzwrO/tnBPL3laejFiY7r3mn0eWJYnbKLWcAnsJ9i63+RUaXIwAPSsLzRqSTW4VajewU6GlzuVKnPpIpfnRt/U4dMbn/Z/0iBNXY6AlGsFQSLKtY3MtLgxCj4HciEKi5D8pGDPzy43EBpuQs7VxK4XJhuBnJDAC9ALMMpNNTrOPM3YGsPJ8lWwlwJ3zJIVBJFhY8ZlaCYlMiBdFKWmqCQO74VPo29l9SpUkyvgFEiNPpTdiipthDNw5Y4tCjowHm6qsbzMwC6wMESVwq9L+9LJIx0tZ1t2F9vbK2UoXWPpBzKFzkk/eU6fb9aGqHHt7BXuPjIMYHS83Ep+UPmf5G18ryZMx+NpHKYspR+f02RnsrppPC6SWSGm1uBR2pmGjnvK223vc+dUqh8669Cuu/1YLBggbOGvH5Pl7LUCUdxc47lY57jOoZ6WzTotjgS4lGJ3pcMv4QpjcTZG5XIFsCq0pyRdR/Fn3fjKcjddHuWpFbexcHiQYifbtZ/KVxpuZriFMn/mmT6Mq3biuUeCVL8aqRyaVxgBdfgNlMJdZW5SkyWjwNhpQrpIojq2LPerHwe0A7dhblr4nZYryYoax5u6H63zpySqEygWWnnVOZMHemX+cuSjjpaAXy1Z+bXGyBtjHDkaclFLqPtvpQItCi2tJKhRS2yMeKt5wXcQbXtHn5Od8hlqCcFN8ECTCo69LcUKJo8vuShYfeCOBZ4aHIlWPLgLQgr1LlqCw/15mEsZ1/QhjT17mo4/XNxWZnuLEZAG6yIJRme0YbayLMjT0Ip96WsHbvm3bSsWL7+yt+N+RpnrUiC/93pxtGPtmmcHLUoSCsYvlyDBuD44AO9fjbti9KtqSVD6rugB5ltSRY1ZgBvYC6IkLLN18wSDhvscC3vfBCVLjgee7ikEPIceKqnJrMPPAzcjA/lVZWbH6Jn8p9i6zeHZejdtIYDTx42SKdMAWdoMmk0kVLdHCeuNSeySJ3V/op36gzYFTHvc+KtFBweJGC2IUA1xzhMFt9Viw8/hFVsbghtS6vlzH7W7MRP49V7MinW1oSo3Qxs0SN1rkZJeDVVj5UibN4pyMnTcz9u7c3zAmQSqFEbU7163fsqLecvuGbhqdP1zx+RFjknw/ybymo1S+uqq+eDzYKjffyvJRqgQsD7DPdgtTa7gkalSSFLZg5pYU2lvlTklRazJSWJW1oqkYT8WcWha870MT3P9k3W7KI4Mc4J6087fDUmnsqtrtkcM1hihcTXtpnIUs1byr8b7SseYNga2fH7NJV5UwlL4vpBmVf1n9eDbO2BhmZxJCz/DIMwEr/VJtgfNRNGMDisqSYOT12uuSuMjPTIG8VXxY/rfl8RX5IjEyTrlclObkiKs9SbUtCkyy59QwjDUanyMnLnz/g488e8CLE/tLtbH7sGfJncKqcltc6GKikDHjb7h42xe3BkdZW6whS1YPdxy1CLMdhJVL4GSs7snRRE5xjOpupRLSMOVDn5rgL79Sx1QK3V1m73wcW/Z+xxqMx+VJnmUraXCx6npejMpdJSGjF7JcZVguCc11uBSFu2LGalSERKaKVHjIfsrb7+jzwhGfX/oDj2gkKrb9ngMtRgLjUUiKojdAWubN5EreEJExOS7YdDdjlpI1crRMOuvwzyfQZn620/PWHVl9powp7SqSb6VDXvUqsNrfD5z9b+xIEXAX0c4GcR/PFdzHWpImtgotFYAbo3VRcOcgX80yOfOIshQZBfSINShGA0r7tR5l8ezrDNy5LegSOirJKwaVSvnCYyEf/FydQeqm4MsisaOcNMm1txz1voUYTVCtOgp8XwTXq1muUCYumBuTLaYEaJNpb1lKAEkHbmGsZZhKtFCkQiO0RmqP0Nf8wLd0efDpgC88KZ0LktmHkOIxIAO5KUF9tLQ2e5lgZ1TmAJcWL7hMZ9anllUeSm1BbTItLq2NODI/BUNKEQ+M04FxJKzTjLlxzF1sp5PdjpXUgl6n4E01h45FYoxO8JT9h6mWxIlExYaIYp503lNpStUKJQ2+JmuP6G67jGauiMiBNAr4Uf+7aNkalSijR7ZpqZdtXKoSpEyRMkF5Mb0h/MIHJjhyOsRk4BYW3EIItwdnkUEtb4K1lpc/Duw8X53f8eOgNqNfjwVNq7KaJS+8mAI7XiduwZ0DPQs6pbK7GmsPGWl2bor5dz/Y4sF/HdIZuDfuAk7rrCgGuAK7VY3JJZBnYEZYC1HnZkf+M5N54GQBZPZnnCDRhXcu3JSqrEQ7c0ry20wU5yjrNNPGgjuKIUoMsQN5ftqVph+naG3wJqemAA+TrkC6iFL23SSJZDD0EMIjLc3XKHuEOVOtGVSaUlPD6lG744Hl6O4B2P0ZRQngJdckB7oqQC0zFld2F14lE2cP2sAySeG3Pt7gyf0V63m7Hkak3UFZCVsxaBM7Y0GlKLP4Goydf13eeApYi43W0namYHNjKLZedEuvLk3AKhdfje7SJjHODxdCIrRECtfiJjyk1ly/N+affFeLX//IJFGasbhwbTiQGEVfZ+97dTlttsqo/AOJ3OdGZC5K6dm5LNl0tKwDX7usaD4CQhfDgWT5pAjnspROXNFoDMPY0Ius9x27Rm1Myty6JutnGkRxinfFdW9Gek36y4/ROvMMvm8VVhz7dHsVTKvKYKhKDDJ6bdYCd3lG9LiHPM7U45o7lyWi2JOx2KuxALdUmXuSjjJ36ZCZRKmkfPHhCn/48Qatvg+BwqbjfRAeQginvcv1L2NDfcY6d0bLPgt9efEAbZQIR2Y5li9hntUkXzWl62g3JZlip8C6IixZdPxYv9nt5S6Ufd/aIJOUZkXzQ+/o8fjzIXc/pKCWFPMcHKRjKa0mNsLtyD2eABK5D27fbsHsBWILRi/qr0uLm86cldJ5c6DP/4rT40VoU6T+hWPx3hDmu5LloaCX2HeYRprvfvfNvOX2q1lc7uJ5viIMfZYTw7NHewwTC/DZScGW2QGq4xPFVaJYkOhMphRvAsYv/mgAOZLQGQNyprfFWECZd5CLtcFdlid2//Q0twdlLk9sgCm9hP3HPP77RxscWvBtirbM4ELaLcIdsMs7peU3LaMMPt5cXI4vy1bpiBhfbRaM2q8luTLeaZ7ZhqbE3loL1wvpdLkogJ869payqFNJhYeMDbumE/7xOzscO+dx8LTAeBny7Js2xifSY52kbg5J/o6lyLbRcyB2gahj79wnL0/pkSKb1myxgB0BmhGBzOQHxah+UT5/WMkjbI0BSQKJMbSTIds291g3NcQguLAkqNYNRgYIb4h3akExOyW559mQf/lr61hs19Eadm+PuP26hE0Nn5mal5v1ecA4lgTKfzZSkFQCe9njzl2TizsmxeuLgzsDdvG9MoMnBGHMuZbgFz4wwSe/XLO6W40GltIxdyBKmdQ8yHyp0liK1rvSRbiYV7KmNIFV8mSkCGuNzKYsjWUoZzql6/5JtSWMVEhEahlca2PZPNX4UvP2O/q0BoKf/HXF+RUJYeyiOMfk0mOoyxB3etuUgW1fG3CSRTgNXjgsssTqxnXel5k+A7nMJBnYYHTM0Sm7VlJAKCT1Cly2c8Dc3BKvv77Nnq0pWkuOnNWYiQGTdU0jSPHOL1ZA1s4tLdfvumLrjjedvtAi1opht8a9Dxmu2CrZsw0adUHoNm/KAvCsy3qcvcv7JWZOhHA6W3xNcDudXZYosshUlgNKOQ5sl8yRTndHaD79QJ0vPlot1ZpkBVXWFsy6dfLtCMvZ1TVAbdlbrGZsSlKlrEjKq3tOcWuAvixZHKCzbpqcyXM3Jev4MUW3j7CHlCXbUBrH3nb/TC0MaWJQnuaNtwx56yt7/MmdiijBVpVlQSdgpOeYvBx0mtEPlDF5Btry97KT4H4mM5rWa4NcGKfJM/dFjC6AUtiZOb4S+L6kWVdcfglcvmOKwKtx7KxhMBBo5tg2Vbtr4+bg3KCvUB/43d/gPW+7YWX35nQlVMPvPnjoPM1QMlfXbJ6G6Yb9hZ6U+VCf8R7KcgFVWcPmtl8piFRiNAWfJXHKbklRHVgKKlXZKSllKUvPmXviqYRUpvzVfVX+0/snOHo2tHt1C9epo9woiFJSJyuLzWaf5EkoWa4FL2/nsca2hqI8Daw83Gh8Qi6uW4li5Jn7vdnXeVKn5EKtsl3LN5c0YyRT9pxLUkrY3ZVnmimXXxpz8oLi4AkPbcaWI2E1uRZitIgsiznK7D52747+fFRmjN75pZfluMYBOvtbUpJvLOb7kjBQ1Cs2gTaMPeLYzolpd+FEaw8Hzq77f59+/sjDN9/0WrtHz/4zQ+o1w5ELCcMEZmtQDwW1it0pWOA8yHw3gNE1dgTkWZA50pkzKk3yG6FkA2ZbUY9872uBW2qUKBg8swT9IOHUguQPP1HnwOEQ6gVrZ9JECIGHS8lnGcWydXUx16SkyUeWT9aoSbmoXhkl8NEEj1lbk1PeOKoUhGp7IxWOikRm10oLhJTu2llnxQaemnio2bsz4Qfe1uHRZwOOzYsC3DJzVgRaK4ZlZs4ZnhJ7W1Y3JSY3wsoaUw48ZemDZ42b+deFKsh+PLISUpK+7vdEsaDbVwgCtEkI/AEb6yukwSLCDAG3CdW69dfSqNeYmZHUK8eohYZaRVIJ7B2jVGmWYPkmh9VLeNnnHtPcI3bgWK23DRb/uuAupInMCqhcttJTCUsdwW/8SZN7nqy6BoZSYCm9whZ0BVWjRVWMdOqMlvaOBpZ5Zi4/H9YH/xq4HgV5ucYCRjp6ysDPAkyZOyhWooiSTSilyeWKENYfl9qgMaR2TpXV5EJb2dIz3HH9kH/2PW1+/g8mWe67D2REaVomdmyzY9WymyLWAPmIi4JwgzJLyaARt6VICuVDhExRDZP3vY0nyIwd8hPFgt5AumtgmGxUuGznDtZtupok7kN2T12+YyOvu3Xv3Wlv8X3b1lephYJqKKmEksCXbjPQMUYrs1cGZkGplqIAtsgdE8bA7bS0KI13+GuAO/e+y03EToMPpeF3P1HnAx9v0Ild3a8oaW9hZyoGAkKRTYktAXsk27qWDl9rkFFpuS4Fm399oItRFh8Be3HkjK7JqwlHnJZSa1vG6PmwoNKRag+tPdJEUffgR97R4Ue/s03VJNZg1gmY2D7rBExKqmFgYKgFkYZYQ+JmmCfaztXP5gSmJvs6m3NelHmMP2ezC3XpyGadrJX40q4eJUlhGEN/KOn2Ja2eZKU7yanT/fdVJq69269uBVyJ72/+xq/Qj/3YpMPdkHybJKFa8agEiiBQBL7IB01m5bRFUdRoUVVZt5aHSRbMPN6lU+jtcmLH+xrgtuAvuSYqRgQpzx4K+c8fnODEhcCNXSv8bqu9rS1YyUpic+09tmNDFnSWAs7ytN18yGgeb1itLUSmubOfC6R0g0dFqdiqpLFXPZdvLrl6hVxdaJVp72IbwfEu9rzJt7QCZYRc8VPWTWnuf8bn/ILKt6YZ/8cakf+stIgV/10rwM7+dUkBjbhOJd1XkMbYjh9SWIswr2kRbjURo/kCVWUQiT95/umvPnDtTd9SSBSAd7/j26hUKtz31ft56qknqVc9fK/YJVjlwC51u+fBjxkB+UgCJ/O612DuVZJEFNWB8qXAPaa5lUzwAs0zh33+yfsmefZgiPEzn7tUUCWEqzcptHfZ9x7PWq7qIx3T2eP6vCgmGiHnl9AnxXNuFebLsJUgsixhsouJsVJFmNw6tFrcDqeUwmpxYUBog5aZLofUSIQ2TsIoBJo00lx9acxv/9QyP/KfhZ2HHpRlShZBeiRajkqSXIYUEsXo7ISUHRaRp/ZFSaaUk0laYutTpKFo8MDJqmyClUGkmkiAQbrJsnYrwR27dnPdDbcxHA6AfzUK8I3rZ6hUq6yfbTDV9KhWMtekNMJ4DVCPFFKVtHYZ5CJ3T1b73F8T3E7CSKFRotDcsuR3e35Cx8DvfLLOUy+EpEoVAaXMNLjM600CwUiP5bjv/VI13mVpVrBWiaFyXGfTrV5aqIxXZuZbWpcaDrQbNl/OcBaTYK0MEMIl4YwNKoWz+KSQzgd3xUhCWltOZPahzXSq1HD95RH/6G1dfurXfTqJsOgo+eNZEJK4DWWFEQgXeIoSyL08mBRjNmIBclsUbgEN5P9/fr6NPexNLvJ9MUVa7N6stSEWgqEUaK0ZJhWqtWmQ/fx85gAPAp8wCA/NTtcOb9tU3zUcDjFG5nGAlOVhl0Vtd167Pe6WrNFDKUd87VIS56XALYuG4XKVoBJZ61lKL4U//GSDj36xzlCOFlHl9SZSFuwtx3zvNdg7G02Qe9+MAn91gFkG/NfE9SomL4/IMyPfEzmwNSKf9pqBvvDJbWmzFIW1lwWgFog2jS+1JBXkLJ4KZf9YaghEzDtf32PfcY8//ESDbow9YS4QzB8SUiRDjd3ROHNXxkGuWcMrt/9O6OJ34TqLkDZozmyUzNhIs+tBMTK5KKs1xIkmDCsYER72g+DQMIrLb9U+1m/YxJnj9921dVP4p1fsrjPdjAh9u7fNqCdc8rBLUkWN+d05k+fA16VjdULna4Nbr5YlKqETGT7wqTr/+Q8muLAYuExlVkRVAF0K18TgymG9UmNGxt5lll5zNESJkMc7n+wNUIow/xce49lMQ7Hb72hWs5S2z4LNUrZTG1mMYM6SPtnAICPz6VhaK/czNwIu8dgwY/i3P9jmH76tSyMsB53u0AnoFKM1iYGBhsgIYg2xCygTbQPPjHXtZlrF1yOBZ/b9cpCpi2By9DlreDCkWpOkmig2zC9HJGKSlOqf/uVn77tr8+ZNqwEONls5Nel/VsjoKVsMXwQyI4GjKoC+tqYusbcqZyRL7WZrVgWuBneRsSyKqizgE2Ql5S/vrfLeD0xwbtm3GZoRS1A5zzvT3Vl3jslvyFVzTlg7uBvZraysu0eipdXuiSgxvRCrwVoG9wiDl1h8/CiXzebsnR/k4M77NnXJWdHSrsz5TBVVOjziSLFxKuXf/lCL77i9B1E6Cm5TOCvGmK8J8lSvDfK0BPK8mcZp7OI16LT8fTPyb7LzV60GCF88hap8NjX+CGmo8he/8l//BK++48Shk+aWlba+obxHZQYKL985uLSrgiqkympwr5GlzJ+LMlh5EXArNVpfknXmeKHm0GmfX/zgBE/uq9hMZbYbg8h2ZbDj1zyZuSZu99usDS3T3qokWaT9erTlrshAFjMVxej3xdjOcKK0hUt+Hse3eiGvaSn2KSpurqIWvfhZsdKMlSaTOSnZ16UJUiKbYlVIr+xuXOVouPV/YiKlWjE8+LTP0rI7OaX/b1XG061g2W2+unm4RAL599aKXUZXyLL1kpVC5BliJfA8ybaNIdde5n0m6R/5re//vh8cAbjHXEfCyAAAMEJJREFU2OOyXbtASObPHiaNO6TZlnE5yMe09Ri45ZrMXd5jxpSAXCp/fQlwZ7IkO7wg5fAZj3//3yf58uNVqJQlyWiHvHSFVIU0WSOpM+acjLA5RdKnSHmLQpeXL7gYu6D/Kxoley7vglySLdoFX7aC0LosmR7XLugTwo45zrxxCyrp9pY3tjnABZe2S8vmSTM9nmIQA3j9DUN+7h+v8DP/fYojZwGfUS2d6WGpSBAMypobMHlnjyk0/Hh5bV7I5RyV/N9let6eECGEC4pF3kBhScMgZYWJyZ35riQvCfB3vP3VKKWi+758nocfW0FKCb5jnNK+lNlGTxasXESWjHbBlwun/jrgLjsmmWvi+ynHLij+w+9M8NG7a0TSs8uKm0hVBJcylybl2d7luo6R5osMxBlDZtdCFNeyLFHKYB6VJSJnmr8JsMsVhaOW4SjQVyeCMtlinRM77TUDuw0ssxvCCCtRcMGmdplNgZVxFlwuR54aQs/wrjf2SY3gZ35rkuPzzlnJbEKJc0pWgzyrKswDVEn+5o1eA+RjfZ72iyKLma1KWtiaMDtxyxZgDbz1XHr166IkTb82wJuTU8DMv07VzisSvXSHb4Z2L/hs35tsY6eRJM3oEMy1artXa/XRNrPy11KlSFH2u11Q6SUcn1f81H+b5ONfqFtwq5LXLUZrTXwJoaCYPjvWxLA6kLzYNK7S9uOiDOiSL176Ofz18Z0D2azxzbF0PU5z2xS9C8acpTY6jRZXn2Kci2ItPZydKLQkzcoKss/oWFxnKX084gR8Yt7zpj6egp/+zUmOzwfkluGYE1IGed4I4X6et7mJrGbF3rgj3UHGxncjjs1Y+5xwW7JoZXdi3jQ3wU037/jKhq1b/nVruf21AS7ELHd/4YvtIJg4MNEMXuOLgQoDQ+AV+7wX01zHpcqYFFEGJdZi6xLYVerqUMpfF80LGbiVl3J2WfFvf3vCgltl9p9ak73dwrOmNFnF3iW9W5YjktFUvT0/a+3UO1a/vMbri4H7YoBfzebj+/isdla0A7IoeeNoiRS66OXU0ulwawEX22u7ci5hEFrliZokNfgkvPOb+vz/2vvSMDmu8tz3nFNVvU3PPhptI4321RhJtmVZ3oUdCJD4XsziQHhyeS4hMUnY4hBCEpyFzSEGskAgAeLrJL7EGBybzTgQ433FC7Ita7E0kke7NEvP9Ex31Tnn/jhLnVPdM1osW8a5x0+7e6qrW93Vb331fu+3JZzgo3/bhv1DzpdvAvLYJIaZJCzo7rL6WDFrvY20qL+7S1+8Y5TNRzGavkCcUF4qFrdu+9lPKxs2XnxsgJsfhifjVy/sy51dG+evdRtkqkp217kUFuAW2CS15LYyx6glHuB9cFNqLLdQwNZaN2UcPJD4p9tL+NaPDLjd/BIX5BTUqCaefJlVTfyck6ZNQo2DB8equ8D11BQX8FMDuAHJ7iaLZpJent1mnAb0bkahMPEUYq26iXASHThRo/eUR0EgLB9XvbiVRYemK24iFCFM8XRIBOB46+VVbN0V4LPfYEhc9GRADm3JNWqRVhTrPoaGohB14tpCY31Q03lBsHOCYANbSkGpJxITdYL2avDzI0NjV3d1lJseZtps46ZNl2J2d4UvXjhTdnfWUCrGCEOJMFRzJtMR2MKO5DOOo+lR0lAB3yT8nu6TJk1RA27bkYqDhMCdDxTwzTuLqBmd23UmaYZ3U5VIZa13hpo09jfJqBokA2ji3zDF3xbb0lUUjr0auXXWgpMm4PY7znq9U0RmUpuRDd1q/EwvFTPzJ/2bqcaeIgAXAThniDjw9suq2LShCsI5wLP6uHnMAS0h1gRQkwR1qSTEWMt/iSBIpPNYAImElhYJOFch+ISrbTEHEt3cJ06AsQmJoSrBzLn9cufgOD+vifWe0oIDwNwlr0eS1LHl+T0IkwPOcCdTpODQDeLzbWuhiRvgMQlVPtgp4bqAmGs6k6S8O+CgocR37y/gD/6mDc/uyquCYTdS6VETgkA7leEUeSZ2RIpbteNYZU8LR3Pubfl35t4mDVmT7hH2BgNurbbex/YId428w8HtuEHXymWCQsSjLKZwmFjqYqObxmobp1hqq27fDdqiKztKIAEOrF4Q4/oPjOAaCnz/vqIyuw2WXL+OMCSUKupCiJcyK4U+SWlq1W1DfSj2YiZJ2GZT+saYRBQQrFrZMf6Gy9Z/M5/P4/emwDGbYjv+8E8+DS6C+MiR8YsrQzvzxZx2LgN3NLbTo1vTFtM/MLD9u4XHzVNwK0B7WYEsdSqDIAENJW67t4CP/V0bntmV06NFDB0JHesdAJTYLMEc1e0fqLHgTmKVm/FITBRW+jWYWe3bnhhuxU2qfxsd29XBzaQ1W5VCUh08m4o75T3VJ1nm6pJeQdzUXb8za6r2GN3b9RNICuBsgMo5sf3tunhNAL1dHGcujbHnAMPWXcznael1zH5YodUP7zknM9F9sTrJ3XHg6nnjd0Abn3wEvHHT2v18cvjX1645J8YUa0oL3l5iGDq0/aY1q+d+YhtnbfX6hA70pIEa4pShEV20QIljxYnPw2lGLTHqCXXUEtPqgQQSt91XwB/9fRuefj6nO8C6mYFppNJkCUbUNM1E2jTTsdTeYxgwSZ+aWIBN3YfR/ZmywZLGdWyq0qCiwLHexLfexpH0G+Ubp9Ll6em+xplUfQgppBSOFVd17KpGQSqaZ4oRbG8UC0kAAK8Dqxck+NT7RyEBfO++om8um1TxcEFRMxKfUJY7EGlfFVVTCpX16KQicynBhDZIOpMy5hI0bEF7z3J0dbZOe2yD6Z5s6+itHTpQ+a2gMO/mWm1LKQgkooCnVtg6Z9IC27SA8P92HEni6t1uIEdxbko5EEh8/0FtuXfmMrQke1NOZUTSUX9GMXGTqayCQjNARgribEDHcyQ9wJMGoKcngraIU7MTH9jmgbNjKgk6NMSVCvUwKv95Mz9e6iw8okBNNLh1VbyVDCUB0b3ViPZUiaRp4pN7xhFkpDsANWB1f4zP/s4ohAB+8EARNjIGfYLYzEEJIIAARd04xdqqS6pC8UynxFKdFZkaHhVUYzTNUgyoxKrlfeOMkd+aO6e3dtIAHx6uiGJ54SPzFtPRrY9vL0XhBHJRgkAD13hUFuhIq+ZV6ZrjWBIH4ExYndsDN+MAA374YB7XfLENz+7MZXp3Z623Appq+yBtrkk6csR1LtOAjtvMxytHoxnrnbHaFrjuFRj+8y7oXdBOBXQnlpGCmGQyCo2oAl8yTPPDAaLVBQKdVy1TvVw9b1JrzTXF9SGMwmI+q7RItVTHgNV+EQnUgZX9Mf7qA6OQILjzwQK4brHcUJpGAFAGCYoYeoKz9jsCIrUFV7+b0DSJOgeN6t9WSKCjHOItb7pwdOXS/kdGRkebdMo8ToC3tvWABcHhiUr9yr7+VXfFo3eFhby+pGhP3FiflAeqFgVpGixXQCeygZZQ4ltuyYD/eiyPD3+hDc/tdsHttlkzTqXK7zbgNkqJyRJ0B7a6/U5cWbAh0OMA2Fr1zHb3R08LIAim5yHTk5SsYmjBbUGuL+XS0cKJkQa13OZOQTM+ng76EGoZh7LQhOi8caGDPxRECh3W12aYmJMEgA4QEgodDmew9KUGrJgX4/MfHMHvfA6469GCDv+bk0JbcmigUwYJhkTqqCSAkCiQB5qmmKsp9NuYcjgCgkDWcdnFa+PxieTK1rbWw4VicdpjS6d7MghDVCvPo61z4WD7jCXPy4CAyyEU8+PI52oIg8SrmzSBmkA7jgFLfCmQps0wbQDHWO4Q+M9Hcvjdz7Vh60BO9b+lrsbtWnFqI5VGMfGHRaVheZYN5jggz4LXWu8mQHfpSbNITgr6E1hNhXKHIMgpgJ8J9giZyoi2llE6w2ONZOhNTXamRthRhU7tppmqrFNtuZUR1Y0b+VAwiDrF0nkx/u73R7DpnAkwk2LrZh+KOCMnCggtI04IYFIQ1ARsvWddqOeqHBipA5U4ASOjmDUzwFlrlz6/atmCwc1bBhBF4bSHeFqAAwAhDDfcesfAfZvr773hnnPw23+TwzO76yjm6h6v9rVt7j+2ExacShyi1ZIoAULgx4/k8cHr27F1dw4yypSbuaF4bbkDmuXdbkagy7sbu1S5pWiNabGNGrcVBrOg95+2+Dx+BdwBr2N9s2mznjOJZrq4uw/J3HRI3+RYO8C3abO6r6GbWuvfmAU8F9QBeZpmK2oUS+fG+MKHR3DJ2VVQnijxWjhgFxm93KTcajDXBEFNEsRSa+JSb4sF1i44gi+8fydu/PMerFl65L0jR28dYIwd87gGx9qhWO7HgSNVzOgs7Ds03HHP7T/Zc8Hj23dg9Xzl6Kgf2NRcGidSUxIiND3hnoNpQB7kEuw+wvDAkwVc+9Uytg5ocNMMqJ3sQFAF7hxJqYkHbqeQoTFa6VMTTzlBhnujUUHxjSxpsN4eyF0rf0x0wybZGf6dOpQyDWw623SfM7hDY9VPIX09XHe4ghTONsdnpNrTk0I7n4au0MYPOeVX0vpKzLFsXowvfmgE135V4qEn89h9JAIi/eGtw2k5FEyAToCgDpUzLqkac8iQSrsr58c4a3kfZs3beE+p65J9wBgIaR69dNexTwEAn7vuk9j0ujcd7e0oV9Yvrb9tVnkPCrmc4oAEcHNN0jzvJjnebmP6HMfWwQCf+mobvvjNFuw+GKlC4QZwZwI5VHeiItJSE0bgDWu15XSWi8Ph5WkFUoN0SP1cbZvnTTPPe/u6HZiIzb+mxNXGU428mfzY/GTL+gJkmufdE9OvPLLZkC6dstukczL6Onn28uSfr/6YE7OFAIAAejo5LlpXw8xZHFu2Bzg6RN2Ye+MyvU8kseMIzRDeAgVaI2ByjKC//yLMnbP89w/s331vZ/eC44HusS24WWesmo9cvvWRA11jtx7ac/iK4dFn0NqSgEaxdirTxCllpbWzqf8mJHUsg7zA9r0h/vwrrbjlziImBcs4lNkQfHNwm0ilBTeBl+vdOJk4jWA2cmziU48s/27Cx6cyaaTZxqmWdFJP3L+zu7k0hSDVwokbutcdW0300itM1m9ElZWnQmnPxpQzoqS7BgGbCkBQH+DGiWzyZZQlB3o7ON71hipyocSffakNOwYjIO/GaEV6E0xpmSSAFAwJJQi08JJnEqUgwZrlK9Ddu/LWUvuCR+py9Hhhe/wA7+icgdGhwYG+hWd/oDr0GJusFN8s5YieEy49fm3oiAE4oWmGIIskduwNce0/lHHLj4uYJEwVLHhc21VMdCCnCbgNNfF4thOVtBaPprx7+qY+2Ztjpzya4nByeL7midMT9y2b6OEGwG4Cl1VV4HN32+JN6lA4U60nIIhVUogO4QPwZD9CYamKFacN4KmwoX0LbjL1FyEA4kkgFwpcuWkCkMC1X27F8/siINSqiqSwFdRESz1EP0aAGFTnfUu0thTQ0dF2+6aL139g567B3QsXzD3uw3pMJ9NdrR1zMHzgvt2z5q3b3NHRA0ZrttllyGKEQaxm4TgqSZo4xcFyArsOBvjEl8v41p1FTIKpOTlZcHtZghrcREUpzQQGTzFxeq6wDIDZFOBOL/1KAW6ow3RATR3O7T7ngdi9qssTw7YFtHtzjZ0DbDdPPJUGm6TPwkm6ginm1TWZTs2mW8/JrYPpJmPp5vqSNKorrtMp04QtLhiEZEhihrwE3va6CVx79Sjmz6gDNe14ymwxcwyIur7FEFKgJgnGahwzZ8/CJReetfm2Ox46IXADJ2DBzWopz0JU7P8sn/j5womRfW8PyH7kohrCoK6ikNJ0UZKapnAQKlGXBD97Kocv31LCzf9ZQp3oNlnN1BLaCO6IpoEc5lCQ7BxLQvzMQc9a02aW23cs3Sp6OED21EG7jXj3GaKahlI8E58J7rjoJv5jL6vQoTL23rXeyOrlpi2xUV/0JULCptESbZSpdjopTQNBAhTE9jKG9kwde0ids9Gb6EC8fZIYCAOOt22aADjwpVtKeHxLDjXOlAUnEmYYFghXX47EkCKPqozQN6sLK5b1f/OyC8/87M+3Dp6w0TgZQ4OhwX9HkJtRHNn7nTvAt50PVgFhHIWQo62gO4oaKY5JVAXBjd8t4U//oYzhsQAxmFOJk5m4QEMLbqrBbZKnQg3owLHMgVMv2uBMageYOdFKRnzL7DqW7slgnEfX2UyTqsz+xHsPYouNjXPqFCFnnFLTcsM8Js7nNrOM3H3c+aJpOoSjFjn3frqE2e6OS2/Sx6ZhOIHKNcrWzhKSlh0yVzVzywyJjlSbIWBEPZcQiZFxhj/+hzL+9bsljHOmu+frH0QA7QWBQiQgSQjOOrCwb969H/lfl//SwN4j1Wve+/oTxuoJW3AA6JjzNgwdvL9a6H1r/fp/ugHfvruCJOY4b/ko/uJ9w+jrSVQrsRAYSyhuuK2IP/5KGcOVUP9CU4HbsdxE6dy5jOU24GYu/z5OcNMsuDNBnXSf1E00CoMXrHQNtmMivL9PwHRILRMa62yazkvnOXdfdW+sdWrRBQAIVauYWnU1FgRCHQ8hnQ+XaebjFS5IAiZUgx/jdBIAlGYkRPM0kZqnK4MskHk/rk6MnjLHp3+7AkaB//MfJYzXiZLCEoI5vQn+8n0jOGeJxPhEhMcH2jB/6eV1EFq95o0nDu6TBjgAjMlVEEI8HLS8YUN7/u7CnuEjeOCxGjbvCtHXx0FqBNv2B7jtrjw+/bUyhiuBQimdDtyBtdyqWLhJfskJgHsqh9KC23VGHYA2dTiReexoJS6WG3A9DdCz4G3cQb0+S0Xsa1xqondW1TxG/EiBnTqfOvHK81qRcqVUIAeoyIA8dTp9uiIBwbykV2bpTuZESAQ6Wzj+4n0V5EOJ2+/KY/uBAKhTnNEfY8PaGsKkhKPDs2q/esGie2cs6X+YEIqTXSdFUSzIK1Var0/85T13ffVDjz3743xvZ4z3vKmKfBG4/8kc/uwrJfz0iRxqiaYkHribtXkgts1DzujcDriDE6AlWY3bdzKJJxf69yRT5ePoz9R9rsljrx9K+u+4GrlLUUjmM/r56DLzOdLvRLyTN6Uh3r62+6zzvD1e/uMGmuLRF2HToRtqap2CloauCFpNI0TolAxu1TTGOAgFapziridzuPYrLXjoyQj5AsFvvLmKUoGikL9gb0Bbll37Rx8YezEYPflTA0BLuSiGDvz02o7uWdfN7F1dv/IiIF+QuO+JCB/92zJ+9EAetbqDJBh6QptY8RTcbkVO4GnajeBm04EbvtV2swankgVdaTENiPiqiZ9dmD5BpsktOdayognxrTXsY+JU4Dv9xK2CQjyHNC1j05l7tmQNjoICZ6Csm5Pid8TitkuWUUqcdnCyWWg/LX9T/S0ZuGSQgtn0ACmAfCTwSxsmcd3vVbDhtXVMTgT4tzt70NW5vD6vb84/9cxaUH8x+ASOM5I53Zqx4p38wa0LHlo6e7KeIwcv/vptglz/b614+OlQlzMZtDmWu6HkjIFYy62aY5rkKduzewpwu70FbS9ya+mygR7da7qJVc9GC2100gM8abgKuFU7hBoLrbe5jzP302UwZoNJ9rGzD5ru45xsZiOabPfikKTpOSiJv1e6W+a1zuexUVPnfdLXSC+CaqKolBLM6+VYuzRGa6tApT5LbDpn6bXv+fXuv5pdGK1d/3e3vih8viiKYtbAtn9DT0d+1R33Dz75nmsfZkNDMXLhBM5aUcfW3SEOVSLdfN5pq2bBTkFMuRlRWrcZLcKo9MvMpgK3sdxZJSTLuSkarbkBjUs5mgDcB7sL0kYFxYCYOQCfiqI0oynE+Z6EuCeq9Pb38tlhJku7mn+6zU0RJi59sb3dfXUlnYaX6RhsVBNmam4zBS0N6opT3MLSYvIwjHG4QvHcngBnr6iDgWFwfxkP7fkf/PDEkjMjNv70e99xxYvG5kk7me6K6RIUukrb8qU5V3/h94Mv//Cn36eFaAIf+Y1xfPGmFtxwW4SaoSdefrcCt1FMTBW8ATI7HnB7Mtk0DiVt3O7lcsB3Ngn8nEDXajZYBoKGjdM6j9mVKXpQiorTS8Tq4rrHoFZOzP6AiniqgmUCEJnqHnoSsnk1ANXCjWp1BYCad6lqJE0BMIXwlRX7xYxmDaS91px2zSasT6V2RJ0kLc3hKOWoCeCWnxTwNze14kPvHkE+jNDR9RZxwdozr9432bOtSEZOBTRfHAc3a/Gis/H89nz99Zee87UY4UfmzF6Et1wQYeXcEDNaBRghjuXWo/ymALfJL2HefRNwu1aHTmW1mzuUzQI9bnTTRboBvMUvcRr/mMcnseQJ7Oem0aY8XD/vRTbdthFOtFMYLp7yceFycJnh49KPaPIMPzeRTLdds9nf2yaJl1qrZgOZVhQUB4cjPLurC//yw7kAW4ZikXxk1vxzv9YR5uorlq07JQA/JRYcABYtWYintx3gF57/th39M5dUMPof5ZHhzUgEABoBJJdSFG1RDbgj13J7EmBqoVMqkl6u3ZwT1mChm1GOLMd1pEI0ex72CYvjjMLWDN8nA3q3fcT0O9pcKpVQRaQTDVXWGyYsr6kI0UI5gS4xFqpETEIdG+PYpo+NfkkhdZGm97FsxDKtu1HHUmmDhGhLTgEBJSlaOZOZbEquotQFhs7yfKxccVll3Vln7khqe/nCRX2nCpanDuAAUCoWMb+7cvus9nXv55WRLzz25L7OHz8RY4K2gLAIYNQGV6i21gEytZOOI5kFfEpL/KxAlrHQJGO1sxbaWm44xtoFvf4+bpgezj7N1nTYbPqazNlBzCaZbmgI8ugniG7GaaiMNeca9NBaOBGq+ypIWnVP9D9MgLS7lf2CEpSSNM8KAAEF0eMY/KuO6ZKlzgo7RYJKPdJQlcBRqpp8gjtpBEKNpzx3RYzLL6C49KJLjy5ftvaDzzw7dvvKFS2nEpKnFuD9c1QC+uTE0RtbZl8SPHtX+NmhsXt7wqgCpqebEf17mN+XEWlrVLPUhGZUEdt+rWkud3Md24DXKpUgHugNAF2L7los90RwwejfHEpzkpTFIMhYZ4t/J9nKXlHM7lNEOdPTxdhWBWzVBkUBzRwrqY+D++9S52ylAECUJc/SKvW9neJkDXhi0neJrgkligJxvSMlErU4wBmLZ+Nr1152iLSe99EJXr9x1co5pxKOAE4xwM3KFzpx4HDlG+/45YvojuePfvrG2x/uYUQgpEqHjXWbLluF4vHjlI7Y+yy4Mymy0wVvXPBSB7yuNW4Gbi+6eaz1YkB9jDeW1m7r5UYzMzWbji23f5mrgvIXpI5F6l4pRKoZOzDWXJ8kFKrDlJ7DqSiJcRgz8X1i6Ima9iYlVe0sZGrF7PgUTpWrSwQYCRCUzz3UM+cNH5My/gYN2l+SI/iidfCp1ueu+zQ65p/7eC4XHpqcnLywVhku5AOdWK971SW6k7lbdmYaZgZ6VEpA9IQ3J9mIOeBW24hn6V0N3MyMJ64u7lp7T6vOgN9sh3qNa/2badvN76d6DtbiH+/N7m8vPQb5mcuOPReM7UZ6Vkhig0PmTc0ppNJUHAejIeXR8UXc4wX/c7pTrglRnyNJGOpxiFocoF6nKJTnHc0V510zUdn2jVLnWS8VDF86gAPAj793EzZccsVTMztLe9oKuHxk+GiOUYLRSYqROkGij05AzFBWnVTFDMhTsLtlZulYQwVeO7jVLU9zQubEsfoW0Eb3hktfGq26b/EzFffHAXC3pC0L8KaO7fGAPPs6i0Xi4xNpbacmKR5YLdDNc/akcFAs3b8sITPPNsiu6hinRehhwJGPBLgIMTqex1g1QK60qFIs971fSvmvMxe9+3gFpZNaLwlFcVdHQYpce+mbbfnZSWuB3LBl+0B+7pw6dg9XsXlXCXGQt3k71kq7iVVZcDNH/nOtMU23N6Mo1voiBYm7PI6dJbveji/1ETv2yqo3hoYYZUV9Tu2IIpUVXSqmbjpBS+qELEI053ZSBsy9fg+tZAMAuJ7qSoge9UdUZy0TBg0Cjnw0gacHKAYPtqHA8mjv6p8MC73/W9KWW6qTdXHsb/vi1ktqwQHgzh/cgje/+QrZ2dG+paUYPLNwbv5XLl+zL7ji/AN4bkBg96EiCiFFgalWKCGV6chwx4ozS1VSSuKP3U5HaLvjDalDUbzo4XRW0oa6/ROisWD4GBacTk9RzEl17NK56T6rc++dBZqOGEoC928DWmIBbqiLrdw3Z445FtI/LuZfS42ByQFS1CRgHOXSJJ54PsEffKUbT25pw9KFiyd7ema/q6en5ztHhmp89bq3v9TwOzWBnmOtq3/zKuSDGv/nn1z67bNeM+vdixcuqC6eBfR11wHhz4p358UHbhTTji5sAm5KlGX3wO1m8KV0xmwnDlVR1MP9z8GJ+R9xNxx7nUhvFDdb9fjee/r3MYEh03bYG8tn+m+boI+AU7LmPqdL1QRBwondnuje3Vz3Ukk49R6bmxAUlEjsPkixeaCAzp4F1Rg9795w0eu/vXVHla89960vB/Reeopi1lXveAs2P3qTXLXu728e3XNVMFmd/2VGh9oiRlAMJCIGhCy13llwpyD1Wz74+SJuEpTPm5vREnfgkRsd9DYaTuvo06ecpRwrL9xZhin7f2feTvqUwv3sAGyXBgGdwgDd+JISRW2IDspQTX101RqTrhRpHExqOrvpK5sEpQz1OECtHkJwijOWzRkpdc/97fd+eP/N47Uf4oNX/9qpPoJTrpcN4ACw+qyrUHnh8xhOcFNHx+pw/fr89VteGOiaHB1CIaKeU+laaZd6+GVcxFNEfGfHd+bcaKTngBkhTh6PFZ0qdvni1/G8c1bB8Demb+T11nbD+2YuvEu9pIpqUqKrf/QxtWPmKdJRKdThtE6qgARN6yW0JJgkAlG+D8uXLTty6XD5w31dIzfxq3teVnA3Ozwv2zpwcBhhGLznOz+47zPfvu0nPUNDo2BMOSxGSTGqR0pZXF5tnEs/cOOnvKagNz+s+W0aBjg5k3OlZyGJJ+f5TizxPkNaBJHyfrfhT7bW0//czonrqD7EyQ50Cxumiqpm88Hd6QjuWWT8iPRzSC9r0e+66zQxpY3DfymRdgIIJYAQArlCGf1LLznUM+f8PxQi+Xqu0HlacPayWnB39c5oR2Vs/Otv/5ULSGuBfPp7P/xJz1M7htGSowiDNChj1JSAOXo3bQSvW2HjU5VGimIBLqTuXqpzOiRgZlLapQc1GWxYOdn92+6soiQnYzUsXcq8OCsHNpcH9Xs4UU+XewtLLYg9dU3qrHANg+53YWZtEtOzWxJb98lcqkag+vZA9V/JUQFKJjFc7cWqpZsOdc8972NSyq/nCtM3qX8p12kDOACUW0oYHxv/2uWXrk9aW4PPD/zjXR1R7ShKOTWYKE6EVT8C7UgyqoM2IDr4gkaLShz1xLHkLsKFVD+eFGlrBcBvx5BSAg1yAphuUS7I7TpVDMa+R4ZrO1ciw3ft95Kw6a8638rOhRe6qsfzIwjJaNdSAVlbbqlzVAh0n3F9vM0QVgJl0QmAekIRx+rkWTi/FW1zLx2aM3/9NYKTG/KFIk7nOq0AB4BSSwm1pH7ja9esPbruNS8sWtKD65588uHw2d01JEmI9pKy3mEIBJSmpWR6eQEYCkcpcTIKqQmA6Hp13d2JQ+hWaPreGXgE3RbN4IdqfdcNk59qguflnzgnZHoFSufwmCihBT4BiFA53maWlFVMeNpZ1l4oSBo7YNqphB4ARbUVt++vOtKDcoDrblmECEQhUCrGYLUatu8uYt26c+OO7tE/6Op77Q7Q4HthWDjd8Dr9AAeAXBCJLc9tu/23fu3NUTy2o7pmRfylW+64n/zngwHtIBRRQJCLCAJmRDyZKgVIf2TqaOFWJnQrbawGISGEBIFuAs/T+YtCpu9NpLRXAzuNGkjbOzjZTsaRtesE1RbPaPtv4+ndxtoS4vNxQGewCoDq5jtCEDV+L9F9w533pLo4XlLXeSTKXXQpkPnOgMoaTJTBgaTIRwK5sI4nd3IRda6Vhbblv9O7aMk/7xk4VJ/X33O6YQXgFQJwAFi+bAnGjj5bZx29N+YXz7rrnifOfOuKhcN/WR3Zh2I+Qj7PwCiFEBJcKIAaBxHQl1yTb0KJ1sYpKCPphDT9w5lCXEIEuJ6pzoUabiSc2FrK8VUaqYR0RlRnNMYMoB3YoxnUvaIF0pgZmF3ZAE+aeiCtHyKRNsBHomZPxrEamiqE8zlNbIBo2uf/SyB6IoO076mSszjX83QYQcLVnFQEc3HGirY//fngvJuL5Z499z68t37B+uWnG052vWIADgAtnSsAYOKv//6WrUfq6z6zYd2uaHS47eMjQ/tYFHAwQlGtCdTqApykTpQHck1RGKNgTFl9KzcyR0mRQC2m4FxgfAKox1IBQfoKg1RtV9V1g8LTmJvhl7gmt/HpdDlgc7e5VfX+e6R822Zd6oS01JJLnfdNUasryz1RE6jHwvJmECO7EkgGW60POGmzzr9rAkJcAJM1oDrBISHR0ZbD3L5+HhQ6P3np+bnPLNpymPev2HS6IdSwXlEAN+sj738L/uWmb/N3XfXOTxw+fCR46okHPnJg8PFcpTKMLTsVMgJGEUsJIdWPZ0KySmZUwA4YQRDAC/2rkePqx27RJV0vHJIYHlcpnobOmJMCkCBM5TgTmZpK2YRGEI+u+Jd5l4JYHo/UYTN5H8SV85wrQ6oOpUN3lTQHT66jVOorlMALBymGRtUUBWK/l7m6mbA9BZAWQjOkkqQQSv9OEmhnP8bB4Rit5Q6sWL2udvFF5/91e3vnJx6+7zacs/GlD7ufzHpFAhwA3nXV/0SlUgEj8uPrz72QTlZmbvj3736HjtTIhiIdCzpaQ9RjjoNHBbgAopCCSZ2XzNSlNwyUcxoG0INroUeRS4SBREuRo1yexL1bBPYejtBeAHKB1PsDIdOA1YoChbpayKY2OQW3zUQEfJTDxy4yj83zsvlb+0DXnTgY1ePVA4EwEIiiBK3FOkBjDDzcgpHREC15IAyIvaIFAUFgOs3qCA4lyqITqPfNhRJcAMNjEtVJiVJeYNWSQpLkcw9sOPcKsf7MBQ9wzj8+NjaGlpZTW4VzKtcrFuAAUC7bERUfu/Gm/0Br68by+eurX62PDb6tLb+Hbn/hCJ7ZVUQURGBUAmEa0g8DgjAEokAiCjWwA4koFMiFEoUcR0drDYvnHcbPdgn87PnZEJKiLS+Q1/zA6yzlBkyc1ZgARRqpBzClx+m+n5DpIIR0RLfzcuLSJzWAV02e5shFAvkoQUuxhrbyCL7/qMRD20roygOcC+QjgigkiAKdaxKYVFmqNHFGEHAAoTIG5aJAFE7guT3jODzUiQ1r+sXs+X3fWvWa4m/W6nsr7e1rTjc8jmu9ogHurl+/6lexa2CgQlj+d/nE3u37B+9dfe+O4hWbd+/F8tkMLYVA1XkyioARhEEK7lwoEQUCYSg1EDhKhRjFfA1ze2pY0ZdgktcxXCsgYuZSbnp+EBumbgR3alr9AAyxzzcLyviBJH3vgtpmTPn2PbXgaT/0gLogj1Eq1JALq9j+QhF7DofIzSCIJk1HK9X5lwvoWfHme6iTmDOq6B4BoqCO/pmH0TljLu7d3H/rmnXnb16xbPYXK2OTlWV98083HI57/cIAHAD6588HgMN3PbrrTzrmvGP+ytdsQ5TbdsX+5zdD8HGAKHDnDKj1fS4SyIUCUSgRhRz5iCMfJcjp8StxwsF5jMmkgBonyHGJhAGBiQQyHeEEkDXFXiYiMfN4fHA3eZnf4F47j7ZDLLQk2XDVMFOlTWjdhM4FgkAVF4RBjDCMwUKBmAATCTAZp0EZKYFQ10y65WeUEISBRJxI1GoJgrCEnjkX44y+BbdedPkZHwQqA4T0nm4InPD6hQK4WRef1Y/tg0cG3njx6muem1m4kWxc/IHdu7ZfuGPHNlBMoFAIkA8V585FAvmcQD4UCEOOkKn7IEi7MamCXKFG19m0UqI1cQ0G6SfANuRwZzIcp8oVcZcbMVUBFdhmOypEnqUq1h11uHjqdDKWjnIEUVJqLNQ0v5ir/YWU4IJoxxMAETrwpfyMzvY2LFiyGMuXLby72B5+MSgueErGyQCNXjnS34msX0iAA8DiOV0AsF1KuR3A5nvuFbOWL1/6laFD2xePHX2KVascEhRRKFGIOPI5jjDQLcW8ULeGj/6RhW5QmXX83OWqJGlwyck1NxFQR59230RmUhdtCwiSSnbcyIEgVgb1U8CcIjOStl0z3aOIicZquUdIgnoikXAg4Wq70dBrdQE5SXDWujX8rNcu316rx+9btOzcfQC2kmOdpa/w9QsLcLP0D7D10OGjW4XgvzTWk58ThWd+66EH728dG9lXCoMhlEsxCrkYUZigHocYnwjBGNON3HWghFCdOSgbLK8BkptIZSvJ3cCSU2RhjK1NxbV/Sz9P27Xium+3OTk4AZidIuK+YcNRcN7PDICV+rtJhAyIGDBeJ5iIgXwgUefqud7uVixeOG/8vPM2jgqRXDm/v3+QMTrwiw5ss37hAW5WT3cnpBQDM3q691SrY6tWvYacy6j4x2T86YQmT3Yi2V+u8xH89NFuzGjLoW8GQVsLhZASkwmFJAEYVTPTPf06G3J3+LVJfzUADxjxcmUkYIeuWocOJAW5SdM11limRcCqvtHJBLQnA7EZjymgoQa+StW2WAqGfGCm3oUo5YCZnUB3dw0/eByo1VvQ3dtZuWTjkqMXr18WhCF7b3//ggfL5ZYRIaRg7GUp9HpZ1qvnmwAgasy3GBsbH+qeMeuOQrG89KlHb140d9l7Pjmzb8PT92+d/8QT23smh8ZaMFEjCCjHM7uAb9/TipjnkQvcfuSmP0uakej/Wym4rbYcQKs3QBSq/HVCXEst7WsBtZ0LiTiWqCcCiXvjaZmZm+GoXuhMRpPEKzOLY4aA5fCr59ewel4VcV0gZAIL5rbijRs7Jt/zK21PvP5165/+1Ed/7ZNf+vq3FrW1lZfOnj3rjmp1bIgQ8qoCN/AqsuDu6u2dCSjDWa2O7gBIeB0h7Lq2tvPYlW/q+FJnub60SHacD/YMe/C5Orbt60I+lGDgKsCTqR4ykU/H1lqABzoqGOrAUhCYCChQiw1Apc59gW7hrOhGwoEkEYhj1TWKUXWiSK1NJ1TNyTEjSgzHVrneumaSEztDnnOGhEscHQmwcGYJG88UeOTpElavmsU3nLvo3nnz8ltbe4evvvmn4C2lPL5z41/LxYvnV0/37/VSrlclwN1VbF0EpMYvqY6P/Cah+Q4Rv+ZTRwd5NDK5i1905py1HW31dfc/fhRyYlw7aAyEpCF/lRcNcC4hmQQh1NKS0FhuK00KBIFEdYKiMgZMxioFINCNJwMG0EBxn6OjAhOT6sSKQmqdQsXDleyptGlpO+xKAAlXRJ8SgDOJcS5ApACLitg1vAS9beyxVf1HfhYVFrH3vfOX6wvmdv3ReLU2tKqrHQDwhY+f7l/m5VmvDk/iRaztz/wElJALRycrl//Xo/Ura+O1ZRMTVTzws21oLyQISR1CcMSJRLXGkM9RtJYoWksMpUKIQp4gH8GmARRyAq0ljq62SQwejnHHgyW0FgjyEUMuR5GPKPI5oJCTaC3G+OGjk9h/kKK7TNBSJMhHVNEdRpGL9L9XBFpbBDrKqnn8UAWo1wmikKGrg6G3K0ahdSVy+TzyBfrcEwNd3yKy/UeAvPuKN2w43Yf4tK5XvQU/1lq88lIAuPvg4aN3v7MP9yRJsmj34FHx2Jb94owVXQsWzuv5w8HBFxBziq27BrBrzwgYjdBWihAGAfKRRDGXpqoCQKmQoL11FN+4U2D3wRwWzWTK0gvlhAYMKOYl5s+ewGUbDuH6/zsDhZCiWFBUpFYXqIFDCFXSTqU6aaJgDCJow4yZCzFWBWbNmgPwg59pLQ/snLNkI2VRDw0CtuP183BHoXR6aiBfaeu/PcDNmtHdCQB3mL8PHTqEXC7XvnfvvgeKhRC1mMQXbpz7oT0HwstCGqC1COzY9nNAVDC7O0bCY+zcW0AQczBaQxgM47Ht7egOE0QBweh4gnrM0N0WIBdwjFQoJic5ls2ZwHC1iq6ogAWFCB3tBezYHwOco1hgaG1rx/pz1qC7gyAX1TB4VNzZwtjn8xMknL9wGbq6N90d1+vD7d3dp/sQviLX/wf4FKunpwcAhgHcBgBS7AAItuwZDHp5wkTAEhzYtxO1iQmUWxIkiUB1MonXrjn72s6WQ2/q7OiOX7exC51hHv2zKXbun0QhyOG1y4FCvoLnX2hBSydQaunDRWfnsGBGe7hifvm723dsvraOKCQiAQsoSqUSli5bgXIpAJecToT0ACHYuWHFqWsS/2pe/+05+KlcT//8IQCkNxC72zrKg/LrP+pERxhh7kyCLXsmUAryOGulRDE/hGd3tqGvN0BLyzC+8YMA83vayZnLZo4IKQ9cdOHG0/1VXjXr/wGn0zmcFbPL1AAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QyMDoxMDowMSswMDowMMV3NUAAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMjA6MTA6MDErMDA6MDC0Ko38AAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 148314000
{'hecke_orbit_code': 18014398543038726, 'n': 1, 'trace_an': 1}
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id: 148314001
{'hecke_orbit_code': 18014398543038726, 'n': 2, 'trace_an': -1}
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id: 148314002
{'hecke_orbit_code': 18014398543038726, 'n': 3, 'trace_an': 1}
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id: 148314003
{'hecke_orbit_code': 18014398543038726, 'n': 4, 'trace_an': 1}
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id: 148314004
{'hecke_orbit_code': 18014398543038726, 'n': 5, 'trace_an': -1}
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id: 148314005
{'hecke_orbit_code': 18014398543038726, 'n': 6, 'trace_an': -1}
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{'hecke_orbit_code': 18014398543038726, 'n': 983, 'trace_an': 52}
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id: 148314983
{'hecke_orbit_code': 18014398543038726, 'n': 984, 'trace_an': -2}
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id: 148314984
{'hecke_orbit_code': 18014398543038726, 'n': 985, 'trace_an': -6}
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id: 148314985
{'hecke_orbit_code': 18014398543038726, 'n': 986, 'trace_an': -24}
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id: 148314986
{'hecke_orbit_code': 18014398543038726, 'n': 987, 'trace_an': -12}
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id: 148314987
{'hecke_orbit_code': 18014398543038726, 'n': 988, 'trace_an': 0}
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id: 148314988
{'hecke_orbit_code': 18014398543038726, 'n': 989, 'trace_an': -8}
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id: 148314989
{'hecke_orbit_code': 18014398543038726, 'n': 990, 'trace_an': -1}
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id: 148314990
{'hecke_orbit_code': 18014398543038726, 'n': 991, 'trace_an': 16}
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id: 148314991
{'hecke_orbit_code': 18014398543038726, 'n': 992, 'trace_an': 8}
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id: 148314992
{'hecke_orbit_code': 18014398543038726, 'n': 993, 'trace_an': -4}
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id: 148314993
{'hecke_orbit_code': 18014398543038726, 'n': 994, 'trace_an': -8}
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id: 148314994
{'hecke_orbit_code': 18014398543038726, 'n': 995, 'trace_an': 8}
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id: 148314995
{'hecke_orbit_code': 18014398543038726, 'n': 996, 'trace_an': -8}
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id: 148314996
{'hecke_orbit_code': 18014398543038726, 'n': 997, 'trace_an': -4}
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id: 148314997
{'hecke_orbit_code': 18014398543038726, 'n': 998, 'trace_an': 0}
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id: 148314998
{'hecke_orbit_code': 18014398543038726, 'n': 999, 'trace_an': -8}
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id: 148314999
{'hecke_orbit_code': 18014398543038726, 'n': 1000, 'trace_an': 1}