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{'Nk2': 14112, 'analytic_conductor': 52.039684625063224, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -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': [882, 1, [785, 199], [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': [[5, [9, 1]], [11, [-57, 1]], [13, [-70, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199321850738, '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': '882.4.a.c', 'level': 882, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '14.4.c.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+4q^{4}-9q^{5}-8q^{8}+18q^{10}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '882.4.a', 'trace_display': [-2, 0, -9, 0], 'trace_hash': 215245269405830803, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.018', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.971', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.910', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [7, -1]], 7, 7], [[[2, -1], [3, 1], [7, -1]], 6, 4], [[[2, -1], [3, -1], [7, 1]], 9, 6], [[[2, 1], [3, -1], [7, -1]], 8, 6], [[[2, 1], [3, -1], [7, 1]], 7, 4], [[[2, -1], [3, 1], [7, 1]], 4, 2], [[[2, 1], [3, 1], [7, -1]], 6, 4], [[[2, 1], [3, 1], [7, 1]], 4, 2]], 'ALdims': [4, 6, 7, 8, 4, 6, 9, 7], 'Nk2': 14112, 'analytic_conductor': 52.039684625063224, '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': [882, 1, [785, 199], [1, 1]], 'conrey_index': 1, 'cusp_dim': 472, 'dim': 51, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11, 13], 'hecke_orbit_code': 67109746, 'hecke_orbit_dims': [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], 'label': '882.4.a', 'level': 882, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 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mf_twists_nf • Show schema
Hide schema
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id: 553479
{'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '882.4.a.c', 'source_level': 882, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '14.4.c.a', 'target_level': 14, 'twist_class_label': '14.4.c.a', 'twist_class_level': 14, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 4}
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id: 553480
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '882.4.a.c', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '98.4.a.d', 'target_level': 98, 'twist_class_label': '14.4.c.a', 'twist_class_level': 14, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 553481
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '882.4.a.c', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '98.4.a.f', 'target_level': 98, 'twist_class_label': '14.4.c.a', 'twist_class_level': 14, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 553482
{'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '882.4.a.c', 'source_level': 882, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '98.4.c.a', 'target_level': 98, 'twist_class_label': '14.4.c.a', 'twist_class_level': 14, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 4}
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id: 553483
{'conductor': 84, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '882.4.a.c', 'source_level': 882, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '112.4.i.a', 'target_level': 112, 'twist_class_label': '14.4.c.a', 'twist_class_level': 14, 'twisting_char_label': '84.j', 'twisting_char_orbit': 10, 'weight': 4}
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id: 553484
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '882.4.a.c', 'source_level': 882, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '126.4.g.d', 'target_level': 126, 'twist_class_label': '14.4.c.a', 'twist_class_level': 14, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 553485
{'conductor': 105, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '882.4.a.c', 'source_level': 882, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '350.4.e.e', 'target_level': 350, 'twist_class_label': '14.4.c.a', 'twist_class_level': 14, 'twisting_char_label': '105.p', 'twisting_char_orbit': 16, 'weight': 4}
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id: 553486
{'conductor': 105, 'degree': 4, 'multiplicity': 4, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '882.4.a.c', 'source_level': 882, 'target_char_orbit': 10, 'target_dim': 4, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '350.4.j.b', 'target_level': 350, 'twist_class_label': '14.4.c.a', 'twist_class_level': 14, 'twisting_char_label': '105.w', 'twisting_char_orbit': 23, 'weight': 4}
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id: 553487
{'conductor': 168, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '882.4.a.c', 'source_level': 882, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '448.4.i.b', 'target_level': 448, 'twist_class_label': '14.4.c.a', 'twist_class_level': 14, 'twisting_char_label': '168.ba', 'twisting_char_orbit': 27, 'weight': 4}
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id: 553488
{'conductor': 168, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '882.4.a.c', 'source_level': 882, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '448.4.i.e', 'target_level': 448, 'twist_class_label': '14.4.c.a', 'twist_class_level': 14, 'twisting_char_label': '168.be', 'twisting_char_orbit': 31, 'weight': 4}
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id: 553489
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '882.4.a.c', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '784.4.a.c', 'target_level': 784, 'twist_class_label': '14.4.c.a', 'twist_class_level': 14, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 553490
{'conductor': 84, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '882.4.a.c', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '784.4.a.p', 'target_level': 784, 'twist_class_label': '14.4.c.a', 'twist_class_level': 14, 'twisting_char_label': '84.h', 'twisting_char_orbit': 8, 'weight': 4}
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id: 553491
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '882.4.a.c', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '882.4.a.c', 'target_level': 882, 'twist_class_label': '14.4.c.a', 'twist_class_level': 14, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 553492
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '882.4.a.c', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '882.4.a.f', 'target_level': 882, 'twist_class_label': '14.4.c.a', 'twist_class_level': 14, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 553493
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '882.4.a.c', 'source_level': 882, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '882.4.g.u', 'target_level': 882, 'twist_class_label': '14.4.c.a', 'twist_class_level': 14, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 553494
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '882.4.a.c', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '2450.4.a.d', 'target_level': 2450, 'twist_class_label': '14.4.c.a', 'twist_class_level': 14, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 553495
{'conductor': 105, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '882.4.a.c', 'source_level': 882, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '2450.4.a.q', 'target_level': 2450, 'twist_class_label': '14.4.c.a', 'twist_class_level': 14, 'twisting_char_label': '105.g', 'twisting_char_orbit': 7, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1446950
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 9007199321850738, 'p': 2}
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id: 1446951
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199321850738, 'p': 3}
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id: 1446952
{'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 9007199321850738, 'p': 5}
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id: 1446953
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199321850738, 'p': 7}
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id: 1446954
{'charpoly_factorization': [[[-57, 1], 1]], 'hecke_orbit_code': 9007199321850738, 'p': 11}
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id: 1446955
{'charpoly_factorization': [[[-70, 1], 1]], 'hecke_orbit_code': 9007199321850738, 'p': 13}
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id: 1446956
{'charpoly_factorization': [[[-51, 1], 1]], 'hecke_orbit_code': 9007199321850738, 'p': 17}
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id: 1446957
{'charpoly_factorization': [[[5, 1], 1]], 'hecke_orbit_code': 9007199321850738, 'p': 19}
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id: 1446958
{'charpoly_factorization': [[[69, 1], 1]], 'hecke_orbit_code': 9007199321850738, 'p': 23}
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id: 1446959
{'charpoly_factorization': [[[114, 1], 1]], 'hecke_orbit_code': 9007199321850738, 'p': 29}
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id: 1446960
{'charpoly_factorization': [[[23, 1], 1]], 'hecke_orbit_code': 9007199321850738, 'p': 31}
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id: 1446961
{'charpoly_factorization': [[[253, 1], 1]], 'hecke_orbit_code': 9007199321850738, 'p': 37}
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id: 1446962
{'charpoly_factorization': [[[42, 1], 1]], 'hecke_orbit_code': 9007199321850738, 'p': 41}
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id: 1446963
{'charpoly_factorization': [[[124, 1], 1]], 'hecke_orbit_code': 9007199321850738, 'p': 43}
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id: 1446964
{'charpoly_factorization': [[[-201, 1], 1]], 'hecke_orbit_code': 9007199321850738, 'p': 47}
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id: 1446965
{'charpoly_factorization': [[[-393, 1], 1]], 'hecke_orbit_code': 9007199321850738, 'p': 53}
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id: 1446966
{'charpoly_factorization': [[[-219, 1], 1]], 'hecke_orbit_code': 9007199321850738, 'p': 59}
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id: 1446967
{'charpoly_factorization': [[[-709, 1], 1]], 'hecke_orbit_code': 9007199321850738, 'p': 61}
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id: 1446968
{'charpoly_factorization': [[[-419, 1], 1]], 'hecke_orbit_code': 9007199321850738, 'p': 67}
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id: 1446969
{'charpoly_factorization': [[[-96, 1], 1]], 'hecke_orbit_code': 9007199321850738, 'p': 71}
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id: 1446970
{'charpoly_factorization': [[[-313, 1], 1]], 'hecke_orbit_code': 9007199321850738, 'p': 73}
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id: 1446971
{'charpoly_factorization': [[[-461, 1], 1]], 'hecke_orbit_code': 9007199321850738, 'p': 79}
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id: 1446972
{'charpoly_factorization': [[[588, 1], 1]], 'hecke_orbit_code': 9007199321850738, 'p': 83}
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id: 1446973
{'charpoly_factorization': [[[1017, 1], 1]], 'hecke_orbit_code': 9007199321850738, 'p': 89}
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id: 1446974
{'charpoly_factorization': [[[-1834, 1], 1]], 'hecke_orbit_code': 9007199321850738, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '882.4.a.c', 'level': 882, 'portrait': 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t2Es4uaiZrHRRtjtq7rUK0MENIShoJmt8xC02eiIvCkx9l5n8NnBMfPx5xcignKXV53Q4e33AiBHOfAiTon5xTnMuZetBxesFx/+QL//j0NNo5PcOzsJOcWysw3PJaa7jx2+gn9QUK7E9OOyxDUzU9+1+xf3Hh56UfnG0nrimve+1JD4ut6/L0GeLfT5txCRLUs33/6zP5b5878nsQ2br1l15w+eXY7c40xGi2fZkfT7EiabVhuJTRaEUvNhPMNOLwomJlZ4T987xIvu7jCqblJzs5XObuomVuynF+MOb2QMN+OGZ/s8/IrO9x0CfiyTKAC5pZLnFvUnF8WdAcQx4aSb6iWEibGYgxw4nxMqwPb1nlUywOsFSB8Oj3D1vUDllY0WCdFVjowiMFiWW6GbJr1aPcUQlmEGVAveWzd0GelKzhxVpMYzVRdUisJAg/iWNAdSM4vS84tWeYaMUHQBy/m5ss63Hq5YKZeZqlR59RcwNlFmFuMmVuOObMMR5Ys11+2yC98b4P142OcOD/J3OIQ3MstQ6sd0+oltLuGlY7lRENy+vwy73oTcaU2/fBPfvc79rYbjZ+85oY3W2MSMzZWe6mh8qKPv7dB5l99+q+pVGusNJZ+6fNfvOef/eXtjwbPndGM1yT/6b2ay7c2AImSFbQMkEIjUFjrwgprAZsgsBxdGuc//Kngl35ojmt3hNTKk1TLNeqVgFrFY7yumFtSnG9o7n6oxOcfjLl4S5dLLopZbvS4dMuA73yTIYoVAstnHy4x3yxRTgYcP6fodGpctSthvhWz74DH7i2SQ2fh5j3QbENoNIEOma7CwTNlKuWIQMWM1QQrbbjx0jZHTgfs3mY4dnbA80fc7/O29DkyZxmrDVhuhXzu7gpWKJIk4bZrutxyreX8ise1O/vs3OgRR3W6vTL7jpY4vyhYaCTMN2Lmlg0nlwVznZBrdi/xs9/dYaY+wYlzE5xfKrG44rHcEjRScDc7Cc0U3OfbirlmzA2X9/jBNy3rifrgFSunPnt94t/42n6/94mZmal/d/edn+B1b3jnSw2ZNR9/Lxn8dz70SRZ6U2rL2PmfjbtL/+++A8fU80faHFuUnFix7N66wK+9d4GrdlQ4vzTBcrPCcitgpaVZbmtngzUTGq2Y5XbMYhNONQS63OeWy5f5jleF7JitstKpM79cZmHZZ7EpWG4alpqGRtvQ6hlaA0u3HzNVj9i6zgCCwLOcnvcQMmDbrGLHRsvG2S5zjQHPHKpx3cWWSrnBc4cnqVVDwtBjasLQ68OlW/t89J5x9myJGQws02OSKOlRKwU8f7xP2atyze6YZ4+GzC35bJoK2LEBtq4PUSri9CL4nkUIy7Z1MRM1SbsX0Ol6tLoeyy3F8gosNQ3LzYTFZsL5Jiz1E7Zu6vAdty1yyyWaklfn3GKdxUaJxRXNUkuw0jSsdCKa7YSVjqXRhfm25OyK4brdc7z/R5bZubHG+cUJjp6uc/TsGPWJDcmuHeO/9Lo3bfmFvY/PJ1e97Dteauhc8Ph7BfAnnnkeZLVcEQe3PvnsoXc9d2DpF9uNOZJYcG7JuRRnVxTHmglXbZ/nV9+7xJUXVZhfHmdppcJKO6DR9mi0NI0WNNuGlXZMox2z3LLMNQVnOxZEh3e8osmbX2a4aEOJMKzQaJZY6fg024pGR9DuCvoDSxhbkgSUtAQelAPLeN0yOxmhvT5HzoXsPRxg4ipvujFEeys8sW+M7RvgC4/GvOKKgPlmj5JWxEnE5ATEkYf2YpaWKrz82hZfeKjGjg3w+KEBHhXe+DJDLHrsPZJw7HQJLX3WTWgmqoJyIPB9gRIQGwgjSz+Edtey0jFOVnQNSx1LL0nYtrnLm29q8o5bQzA1llbGmF8us9T0WG5pGk1YaSc0OzErnYRmCu65tmKumXDtxXP88o8ucMmWGucWJ5hbqnF+sczpeU2312fnjikSf+PPbNxy6V++9obNJxutfm/dpiteaijlj783AH/86YNsXL/Jf2Lvsz/Qbz7zW6XwWbH3UEkuNqDTj2m0E5ZbCcttwbm25GQz4bpd83zgh5a4dleJhRUH8kY7oNn2abQ1K21Bs21pdhJW2jHNjqHRscy3BeeahonxLq+/vs3Nl8RsW6eolz1a7RKBJwFFGEuMERgL3T4gDBO1PofOWIwNufPxKoNumV2bfG65sktkVrjvyXGuudjj0PkOzUadm67scvcTAesmLftOWH7y7S32HQ9YNym560nFLZcqlrstjp6a5JrdIfft7REPKtx8mc/OLX16cYcvPaEgERw5ralXNFpAtycxVpAYSxQD0qB9Q7NjqdYitmwYcOulXV5/XcxUtcTc8hhLK2UaLXduGi1BswPNdkyrE7PSMTS7hkZXcL4tWWgn3Lhnnl/84QWu2F5hbnmCpZUqS80Siys+y01JuyeYW445vqzN933rJfZVN+z5ianZaz7Uap4Jp9bteakhBfw9AXi3F8tur/vWu+/69K5+aD5wz333eldeVKbbr9HqGjq9mHY3cUDtWla6gvMdxemVmJsumef9P7zIdTs9VtrjLDSqrHRKNNs+Kx1Ns61odqHdsbS6sXMIeoZm17LQESx0IEoGXHVxj/WTCZ2u5ZtuGrB9vSFOJFpawgjufabEyfkSGyZinjtSAlPhks2Ka/cYglKXJw51WViscvn2KvXxBg8963HDxSWWuis0GnXWr7c8uk/x3a/p8Ng+zeZZj8VOk8byJNde2uWh5xImy+NcvqvDfLPJoy+MU9ZVrt9j2b21D7LDM8cEs5MRcwsR9z3j0Y8UUkJiLNs3hLz+ppB2R7FxwnDtxRCGFSffmgErHY9WV9HsSFodaHUTWp2Edjeh1TWsdC3LPcnZlmClF3LL7gV+4YcbXLerxPmlcZZbFVZaJRptj5W2ptWVtLvQ7hqa/ZjLLuqwc9etkfbUv37969522A8qnxPCNy81tl5ygC8ut0mS5Puf2/vkf7n/gXsmPdvm7IJAKUmlJIgTQ7+f0O0ndPqGds/Q6lpW+oKFruRMy3DD7mXefssy3/maiLFKlfNLdRqtMq2OT7Pj0epq2l1JqwedrnW/q5fQGxh6A0u7D8sdQadvCWPD9ERMEFhA4CuLloJuTyHwmB7TbF8v2LnRsnVTl0HS5o7HFPsP13jDdQE3Xd3gT+4w+GKCt9/W5bMPxWwar7N5Y5d7nijzLbeE3PU07JgpsWHdMrc/UOHtr/DwgkX++PY6t15W4XU3tnjmRJ8vP6oJB1W2r/O5aKNg24aEmYkQKSM6/QSlDFpZwFIJLDPjEEYe7a5Po+3R6Wu6PUWnL+n0oNO3dLqGTi+h3Uvo9CytnqXZg4Wu5HzDUqm3+J7XL/CPbg656qIS840xmu0yzY5Ps+PT6jpwd/uCXh/iBColJ+HOLRkuvXiM669/5fK1113/z7TWfyxk9SXF10vqonS6PYQQP3zvvQ+//4H7vzLZ6bQYq/lMTzhZYA1YBJ4nCYzFWIsxAmtBCIsSBk9Knjs8zdMHKxw8O887bu1w62V9xmt1lpsVqq0S9Z5Pp6tppxe719d0B5r+wNIPDWFkiSJLnLhnGPtYA1IJPC0o+YLxmmCiBuunDZvXdZmeaPLFJ+D+pzykGeMN13lcfUmbB1+ICPt1brla0Oz1mF+qcvNuw/R4l7IO6MeKhVaEMoKrd2sqtQFPHijxymvHuOmqNk8eUGDHuO4ynx96yzJ3Px1y12NV9p0ssXVGsX6yzEStwlgNygF42qIkGAv7jgmSRBDFgjCGQYQ7xoG7mfsDQ7dv6A4MnR60BrDQkSy0oW/6vPaaZd56a5Pvep0hisY4t1il1SnR7vq0uh6dnqLXlwxCQRhBkliSxNJsu8/3FZw53aDX/cqkFPynK6++Vfd7vT8olcv/5wE87C+jVPxDRw489P7jB++fDXSX+myAFBYAYyAxEMUCgRz5b4VwWUQlLVomlLVkoVvmL+7ZzD1PtXjFFSu857UrXLGjw9R4haWVCu1eQLfnpcBW7hkKBpEkigVx7JZ6V7uV/m4NJR8qZcNkLWLTbJeYDofORPzFfSWOnqoyHpS54TLNzVe2ePRgkzsfrnPjxSW2bujy0XsESgTUaxErnQHGghIwU+/SavuYuMxbXzHPx75QYedciTff2CWMlrhv7xRRUuJll83y5htaXLylyZef7PLsqQrPHPPZPCmZrAsqgcD33E0ohbvpjQVjLFGc3qyRZRC5G7kfQi+Edl/QGAiW2yB0n6v3rPCe16/w8ssSpmtlGs0KK+0KnZ5Pu+fR6Tlwd/rCMfcA+qEligxRbEmMwaZipBcKVjornPnE3bOHT0Xvf/1rX27Pzy3/4fp1k/9nAPzDH/4IBxbbvP93/ur73vyyzgcq9sj0hsmIalAiihISI4gT65goAa0ESgqEUAgBUoAUIl2eDZ6y+NpQ0oLlvmK5OcHH763yyHMdbrlqhfe8boVrdjaZSsrEcUC3X6LT8+gNNGGkiGJJnEgSIzBWILBIYQl8Q6UUE/ghvjfgzNKA2x+XHD7tc+z0BMoE7Nzgc+kOxXWXtFDBAnuP1Ng0XuHyi2D9TIPlVp0rNkliY/niYwGDrmS8GvPGl/X53H0RJ8/X2LPL49xKn+ePemxZN8FVOxZ48Nk2Dz0vGIQ+l+yY5JItAZdsbnPk3DKHz8Bj+yscOlqlogWBllQDS8kDKZ3mtNbdrHECYQxhIugMBK2+oBVBaGKM7XP9xS3e8/oWr7giYcNkQK8/xlKzRLsb0Om7Va/T1/QGkm5f0usLeqED9yBMcoDHKZMnxn1uFFmW24s8fPArs6eXT3zg+94Sxr3mf/6TL39lM29527v/4QL8P/76R3nL1afwnt/0XXc/dvS/fSV+YvzbXgmbZqdptCzdgSYKFWHsltkoloQxeFqgFCilHOCVQasETwk8bfA9S8mzlIOE8ZKgPfBYaU3wyfvr3PNMn3UTXd51W5NLtvTp9zpcvsOyZb1iEHkkiSIxEpuBWxo8nXBiznLsvGClZ/jMgxXOLE5gQ4+JkmLjlGbbes1Fm+DynS2MXOSDn6uyvDzGjZdoLt/Z5MvPCETsMTshqVZiupGPtBKsRGmfZl8wtyy4zFa47bo2X32yzMZpnxsvn+QH37LIh77Q5rEDVTp9j6WVGjs2ltmzocvLdrf51le2Obu8zGceDFjqBpw453HmjI+nBFJKBAJjHeAiY0liw8RUxJWXdRkMIi7ZMuCdtw2YHVNM1gKiqMS5hRKdnk9v4NHta7p9RW/gJEkvFPQGgv4A+qFhECaEUSrt4my1MEQxhLGlF8JSW3G2s8jBA4enn9u8+781+ldEP/ub8Z8dfuaP2XX19//DA3jvzB9T2jgjPvJn0bc3Gvt/P4r2Vx4/aHnzjSEzEx2EsAQ9n36oCCNJGCkGkcWLBJ6SKCXQSjDI3muB5zkw+toQeJZSZKn4lrFSwkRZ0A0l7bDKsdNVfuXPJsHEiDjmuiu77FgfEsdgrMFal8SRQiCVQHs+B0767DtcolrS1HzJdEUwMyWZndRsnFFs25CwZ9sKiVjiv3+qzomT49y42+OS7Qm9uM3DewPGyx5TY5bxWkil7KSQMZJmX7HcsSw1E5qdMi+/fIXH93XZf1IxXi/xssvG+ZG3LvGbn4YnD1fp9Cwrbc3ccp310xVmJ/psm+rzL7+9S73S5NljcOCUxPMsSlmEMIB1/7MQx7B9fcItV8QkkUcUB1hboR96nF90oO4NNP1Q5fKtFwr6A+mAHcIgtPTDhEFkCNO4JYxcniCKLGHi3KZ+BO2B4HxLUqtH3LinwTP7nhnXJfH7//Gf7IrV+u+9z9rvmw8TkkD/r/c4/rcA/A8/+if8zJ/Oqm++7vA7dq0/8yd69unSjg3LaAU7t0g6HU2cWDydEAw8+qEmDA1+JBlEijC0aC3wlcTXTnP6nsL3JL4nCaKEQWgpRya9AJZ6DIPIMIghjAX9SDJIAqKkxP7DVZ7ZD4m1OGg7bexJ8JWr+agFcPkGqJdhrCqZqCmmxjWzk7B1/YANMytEdpn//qkxjhwd49qLFBdtluzc3OArz8fMLY1x3Q7JRN1Q8nsEMsAqQZxIhLXESUijU2JuyePaS8pcvbvNg0+WWDchqJRqXLvb8FPvWOK/fdrw/JkaKx3DSlux0NBMj1eZqJeZqI9Rr0TMVCO2XRsSeDGejlEqyWMZi7upokgxv6CJYkUUq5RA0tdQMogkg1DSD10Q2Y8EgxTYg9AQRiZ/zXR9GKcaP8aBOxZ0Q0EjlCxHhvmzMR/5kkDKiONnT1Ruu97/8PaLD7X645uua3d6p/53YO9/OcD/yX/8c545WVJEc+/88y8u/LEwz5VefXXEvU/VECTMTHS5dHMbKSxKGnzl42mfgafxQoUXGgZa4UWS0LP4ocT3BP1QEHiCga8IQ8nAN45J4mRk6YxiS5SQ6kST6kSBMeTgFgKUBC3B8yDQglIgqASSakUxVpFMjAlmJ2O2re9Sq67wqa+G3Ld3kpXFOlduVWzb4HHxlj6JWOGLj1WoepqZCUWt0mfvEVzH/RZLd6C46uKIK3dazp9LWGj49PoV3nRDmwee7XHojKJalgR+nSsuMvzC9y1x7/M9PnfvNEsty7bZhEZTM15XjFU9ahWPatlSCgyBbwh0glZOask0NrcWl7AygthI4kQQ5xJQEEWSQeSclzASDrShTcGcgjsqsHYG7tSpGcSCXgSdSNKMBCt9QxJ2uXbrCt/26i4Wj7sfb3PxhoeCldNdlsSml6+bqXyicfJ3komt/883NsBv3CFlu9t5992Pnf2dR546W2rGm/jL+0KaTYsJQ46ebfBtt7V4520tpsdjWt0S3iBmEPn0PU3g6QLTqJSxJYGfXpT8qZwGjKTThPHQ9osTQ5I4dyGxqVOSuiVCiNSRcbLH14LAl5QCSbUsqFcs4zXDuskBMxNtYrvCxx+QfOgLU8yWSly5VbB1g8f2jYZtGxp86mHL8nKJS9YrJupQq0TMHZfMNwL8HTCIBDNjkvFxOHTM0mgZzi+WuHh7iddc1+b2+0tM1SDwfZQc54qdgve+eR5PzvPZByd44UyJda2I2fGYsaqiVlZUypJyoAl8CDzQ2jqQp0F5DnJE7k4liSBOSIEOUeIAG0WJI4VcYxvC2BBG5MDOGHsQCwaxoBtBO5a0Qpd1rvktvuObF/j2V7V548ssvdDythu7CFFmpXUiWFrwf//wqT06Tsb/HMcz35gAP3Hg0ySJ+b7P33Xi12zrZH3XOlfIv9AtQx06UYkvPh7w8PNlzjcW+Yl3tJgaD+kPyrS6JXztMfA8/FATRhrfUwQp2MNIEsbSgTt2IM8C0ziGKHE+bZwB27hXm/mAOOYWQuT63tMOIKUAKiVDrRwzXouZGe8xPbHCV/eH/OmdZQ4cG2f7mMfO9bB5vc/mdbBna4tu3OLRfXXKymNmQjFeg/HagImxGN/XCOFurt7AZ7kVsdK1NDsx8w2fretr3HTJPHc+1uXAmTqVIMJTPkKMsXOT4ntet8j1e+b50ztrPPrcOEsdzWw9ZrwSUylJyiVF4AkCT+J5Aq0kSpHahw7lFtfDaszQho0Tk7sgjhgMcWKcto4higs6O3auzCAWDCJBL4ZOLGnH0Okb4qjPVLnFj3/rIv/i3T3KfsDicoV+WGIwCFhpl1hqlTi/0Kg3Bmf/u6xc7P/GBz/zoZ9679u+8QC+/9g8fSF/+MT+z75/0D0/tX46ACKEcNZetS9YUZKmKtPqe/zaX/rsO7LEW1/Z4VVXt1g3M6DdKtEbBAx8jzDyUiZP7b3I1YpEKdDjxIE7ilNmSmTKVGCMdImjDNwuSZkyN2jlEia+Zyn5hnIpplaKmagP2DDdYq7Z5bc+4/HFxydZblTZNSPYOivYNOuzeVawY2Mf7a/wsfs0R09V2b1OMlGTjFUTpBxwZsESaIkUYK0gjDTbZls8RkKrq2i0LHPLZXZvLvGttzX5xJd9js8FeDpCCA9jq0Sx5LodDbZ9Z4svPtnlo1+c5InjVTZNCKarCdVSQsl3ss33JJ4WaOUsVSlFnrK2uJvMWJzTkjjAZyCPk1TSpdIuii1hAlEkGCQO3P0U2J0YuqEh6kRsnmnzqmsbvO0VHd54nUXaGovLFXoDn14/oNMLaHZ8lpoBc8uKI6dPTd1408QHfuB7v0X95I+c/QMhNn7jALzXaRME3g9+6vZ73v/s0wdmPQS+lpQDx7bGWgSgpcGXghWpaQ3G+di9Je7d2+TaPU3e/doe33xjk+kJn24/oDcICCJNFHmEsc4DpTgeetlRIohjSZIIEiOGWtsIclViyf10pZzr4CmD7xkCP6EcxNTKA6bHO/SiHl/ea/mLr4zx6HPjTPgeV2yybJiUrJvy2Tgj2bwu5KJNDZ493uMzD8wwpjQzY4J6VVCvRDS7CV94uETNtwjhgNUbaN56y4DPP+JqYpodw3xDs3m2xttv7fDo/jb7DvlUgzjNAXgYU6EfOq3/Pa9psnvDPB+7t8VDL4xzslFmfV0wVrJUfENJG3wvyyG4G9kxOWTVGSaVasYMV7g4BbojCIgSQZSI3Evvx4JuIminAXw0CKmUu7zrDQ3e/boW112cMDPh0+2WWWmV6IcBvb5Hd+C7pFHXo9t3hOR7gpWFA7N7n3rq/Tt2vcY0ltt/NDH5d9848XcK8JWVJg/vX+LQueh7e4tf+dXB0n1TgYjoDTzA5GnvOEmlggApXK2HLyUtXeZ0y+fsIxUe2dvhk1e2eedrurzxlj5T4z6DQUAY+YSxRxQNHYE4UcSxJDaSJBkC3NiUuc3QjhLCpkGlq+PQ2uB7CYEfUQ5CauUeCT3uflLyZ/eM89yxMUQUsH3CsmHcMj2umJn0WT8t2TgTsXV9i1MLbX73c1XiQZnNmwXjNU29CvVKhPBCWr0q4zWLEK7MIIolk4EiNjHtyKfdTWi0FGcWylx2UY0f/ZYVPvDnAScWqmgVpTeGJo5L9EPJ+qmA63a1uPKiDs+fOMNffKXMnU+Mc7ZZphooaj5UPYuvLZ4CLV06X4jR4iODK4cw1gXeiYU4Ec4/TwRh4oDdSwS9BAYJRHFMEoZMlbq86bUrvOu1bV5+RcxYySOMaiyvlOiHPoOBTz/0nAWZ+uqZBSwElAPNoaN9Xjh+z+w/elv0q295/ctia/d+uNvZTrVW//sJ8H6/xyuvmH7b7Xc9+pt//uk76xVvhd2bptIUuEUpgaccyG0a6Ukh0pS7IVCCjlK04zrzgxKffbTKfc91eNldHf7xt7W5dGuL2XFFXeoc6HHK5nGiUnBLEiMxVmKtkwQ2DyhBCoNSFq0MWscEfoynQlq9iIVWxH/9VIlj8xM8uW8ca3ymyoLZacv0mGCqrpga91g3JVk/FbNppsvUeIMvPmV44oVxrtwsmKhJahVJvWKolkOENyAINFq5z7cWkkTSG2h6/YjYCNo9Q7tjWW55nF+qc/OeDjddtsLH7ipRXlZoGTlAWk2c+ISRpDfwmB4vcf3ODtfv6vDYq85yYkHyp3eOM79S4fRSgK8kVU/gZzJMusAzJ/JMquCYPLaC2EBknBzpJxAmFpIY4gilBmyY6HHlti7/+Nta3HBpQr3kEcU1mu2Afug7KRk6q9e9KnqhZpAm8GLjPloqSbkEV2w9imi2p44dqPzm5PqbGnHU/czfJSb/zgBuk0dBrlP33/Nnu84cOVavEpOEdZZXQCuLpeBUpNIBXHdKBnJfQVlZKrGgoz26scdSWOHOJ8b46gs9qqUB3/+mJlumYrZt7HHz5W20UNQqGiGcXHFZSVcrbW2BubEIaVEiYRBZLDHImOePSR7fr7n90RrPn6wRxhVqWjFTtkxWLRMV63zwumZyTDM1Llg/GbNxpseGmQb3PTfgg7fPsmFcM1OHelVRrwpqlZhyMOCrBxX9UONVHaisFYSxpKQV1+zu8cjecVf41EtYaXksrgTMLU7wo2+e4/TiEo88PYMnARFhgDjWKYgknZ5molZivF7lpt1dXnVll+989QL7Txk+/2iJR/eXOXi0Siw0g4GiGymUkAghVgWeaU7AGmJjscbgiYQxP6RExE3Xdtixoc/m6Yj3vHFA2VdUSx6DsEqz7TGIfKL0ezm3y5kCg1DRT92vrObHpN6sr6FaCih5mzhyJGHvoYfqE7Nzu977A+9Wn7vv+eStr7r87w/An3l2H/sP7/C7nQd+wNdLv7Zr43FEMsZ8QxJGFmNsbsdpJTA6rRZMT7HzwJ0P7UtXlVbWll4s6CeKXlKhl5RotxN+9WMT2Dhi3Uyfy7b2mRqLeedremydDYkikeptCQXmJtWfUhqEFHzy3jLPHqkitObE2Qpn5iqUyoqxQDBetdRLhnoJamXBWEVRrykmapqpcZgej1k31WfTbIvErvDJB+r0OlUu3mypVxS1iqRWNtRKMZ4X8sVHSgy6Em8WZAqmKJZUy4o3vazH/U8ZOgNJp5fQ6mpW2przSxUu3VHjna9o8eTzFU4s11DSAFGqlz2ixIGmH0o6fU2z41MrV6iWB1y6uc+Ne/qcmm9y/NwK2kt45qjmE1+pIJRy4BajBWyuWsqAtURhwrZ1Me96TY/pesKebZZ1U5DEHoOwThRrGi2PKM5kok4BPkwiuUSSJIyy6kPnciVJVg0Kg1By8KRmYclydP4Ub3rD7K899cwj3bfcfPWHjh89EG6/6H++aeLvBODd5klkdX73wQOnfuuvv/S0fMPNfS7e6hMnVVbagn5okMIipYvss5JXcBddSotSjukjBV4CQQJl7ZbIMBGERtBPPAa+R2xhoVPnK88aLAl//WiEEElaX2vIfrkltchEVqwlkUoRRxppNJ6W1ALYMWOpeoZKYKgEUAkE1bKkVlbUK5qxmmSiDlNjMTMTAzbOtElo8F//qsSDe2fZOQUTlZS9K5JaOaZSDqlWepTLFQIlUTLV4Dg5EEUe/Z6gN0hoD1Re695sKxpVn9NzY7z8sgE/9e1z/JdPaE6uBAhhsDbCJJYo9ggjSX/gKv1qPU215FMpl6gEFUpBRK0cct3FIb4XccPFMe95bRet4jQJZBDCjoryVNIZIxFCEngKcKn8pWXl6naSNOZJn1GsiBKZBvsu4M+crSi1cTP2ThJnTTrN7+paWp2Iw+dipmYG1KKH5cmj9d+am4sfMEnvub8LbP5PA/xf/8qf8aG7ovL2iX3v2FQ9KC7dIYhjg7WJ01oSpHRWlZYCq+yodBAg4yyT6IKiKIvkDWlEb4mNIDY214hRIImMJDGayAQkqe1VfORZSgFaCJepVFAqW0raUlIJgQeBhpJvKQeCsi+plCWVknYArwrGa4bJeszU+IDZyQ4bZ5f44O2Gj965ji3jiumaoV5V1CqKagUq5YRaOeLckuHIuYCS78pvIav0E/RDzY71hvXTfVp9n17fpiwuWWlrauUStco473ntPEfPnef3P7MJLTUWQ2ISYmOJYicDeqFyFX8lSaWvKQce5SCh2XYxhu8leDrB8xK0dI0SUrp0vkifrnRFACIFuaBp0ipLo/LYJskDeedcZU8HcukSR4nMLdsozVM4+1akmWR3k2e2rRECzxMcOCl59MBD4vvfceodt33TpiPtM7/Xq2360ZcW4G++YcI/M9f6N3c/tPBvnu63pfYErY7P/EKQJxMc0F1CxVqJxRRkQ6rNU/81MeClAE+Ma/iN0zLMxIJJBElaKee8XJEHSsUbB7LSWhdYaWnQ0q0SniKtRLTON9aCUiAp+ZJyoCiXFLWypFaxjFUTxmsxk/UB0xNdtq5b4tGDAz5270YmSgHraoZ6RThwlyXVkqFaiqlVBjx6AJ7ZX2HXjE117zBt3hsobthjuXhrj8eeG6c7sPT6CZ2eTkHuUSmVKZfG+Y5XLvPMwXke2bcerMKYxJXDxpY4snk9SW+gqfQt5ZKi5BsC3yPwEwJt0DrB067EWCnjtmCRTh4iLIKhnhsG5yI9v47VE+MkhjHOqYqNKAA9BXBu14rha+zcGZd8I68dl1JQKWmuv1gyPiFZP9lFyp5MBvWf/dId2/ww2fZLQPiSAnxp/ohv+oMfKZkV/+xy3S2zVcnWdYrxugsgXVLFnTClACFT4DkfWiVp57oRaZeIa6Yt3u1ZJtJYB/TM3rLWUsi8j6y4Wao6S+gomWYslSvBdUVbLvsX+IpSoCgHgkpZUCtb6pWEsWrMeG3A1FiPjTMNHjnQ4+f/eB0nT49z0bRhvAL1sqJaVlRLUC0llEsRvten2bcoqfCUk2fZw9W8S6LYp16O6MaG7sDtz9PtJ7S7kmZZUWkHlIIa29dH/MIPNPm5P5E8vG8dFoWxhiQxxEmcptKdDdcLJOWBouRLAt8S+IpAGzzP+f1aWQdw5QCuUpkihL2gf9GkcYyxApvnFRzgi7mG7L0DuEjBnlqOqZ+epN66S7y5G10piadhoq7YsaHGRN0NQXr0qbbvVc//6+/4jjd6i0v9n5meKv0Pp/P/hwF+8FQba81/PPrCb9802z803dszznhN0GrHLkr2HQCzVLEUgJLuRBqbanJLYixKWhJl0camDGHTk+mybEnapZJ1uJu0DDR7sgrgqewerhDCgdvpfNK0vMDTrqbF9xSlwI1kKAeWaslQqyTUKxFjtZDJeo+NMys8sr/Lz31omgMnJ9k26RyWWllSrUjH3mVLpZRQKUVESchH7qohlcKTFiWGNqGxImU9j+95Q4MvPRHSDgO6g6xfVNHuKJqBpuQHBF6dPVtifvGHlvj3HxI89Nw6jJUkxqR12K7QbBAaBiVX7hoEgpInCHyX2fS1zTO2WhmkcoG9FBaRvRYZwmYgJ2f04flP36eFa1ltS/G9W4FT3Z2uwhlR2SyrnBLfIITj53yOn/dptg3HzoQcnT9Umtr4+X/6vd/+JmHt0r8VYup/L8DPnDyCMebmP//c8us82rz6ap/p8TpCSBKTWX/OORECrABpBUYKpLEkwiKtRRmLUcOOEKMd6E1iU+bIGDtjE9eWlZY7Y1d9rwzgUoCQbn6ILLC31lndiXS9nikISoGbeVIJEqplB+56NWS83mNmvMmj+7v8/B9N8vyJaTZPCKaqBWlS0lRLrn6lXIopByGeN+DM0gSeEihpUltuGGQmaWC2YcISxxGtqERvYOkPDL1+QrsvKXcVJd/D90p4eoxLNsf84g8u8O/+EB55YZbESAfwxBLFScrkhkFgKIWSvq9yCeZ54Gkn0VydikVLF+A7IrB5YdYqjOe5BJMBPcuAWlGoaxHpKivyEoni6jusBSK/fgiIsWAFUeRugkYroRsO+NbXzjOrHymfO33pTWK14/O/GuAnD3+czZvOVn7vD5/yTTfkhbMTKDQ71oHvDf3nDNwZc2WMYIxIG2WHLG1U1lTsgG6zJmObvU/lSMH+s2t8NymGRVRZgJuBW0k3a3soT6DkQeAbyiVLOXD6uVKOqFdCxqs9pieaPHGoz7//gwn2nphh47hipmoYKwtqJUmlpKiUBeWSuzlcqj/kkX2CTt+npEjT5U6DZ00IiRFEsaZaUtx8eZtHn6/TjZxM6Q0Suj1FO1AEvsL3/FQ/j3PpFsMv/8g87/s9eGjfLJGRRMakzdLDHsyBLwl8k9fMZ8esVfYklSlDGSfTLO9aj2LSbFjLMryeGdCHK+5qaTkEuE3ZSYj0vxUZNixSSm69Cq7aPsmxM4oP/9mX/HWXvLzyOx/5TPf/ec/fvijrbw3wR546zordNv7sVz78uxum51950QYoeyVKStHpO5eiKBFg+JrLitQqzNLoWbd88UQMAT2sm7DW5sxN0TFJ11aBs3edJBI5uJXMLqirGPQ0+B74nqHkpwVWQUI5lRe18oCxWo+JWounDw/4938wwTPHZ1k/rpmpGMbKUC0JqmVFpayo5OydUApiapU+9z3js9IsMTExTJNnN6VJdWuUKGanFK+9usN9jxvXRROaAsglJU9S8jSe9tG6jJSGS7dY3v8j87zv9ywPHZglMpooqwBMbM7kQSTz6kJfS7ROi7CkQOns3JB/v/wm5MK0vmVUFhaBnte0jLymxGVtXsGYx0u2+BlZDCAQCColySAcZ+9hy+m5mPnu4isvveLYH779u7/7x37s24+uiOCi/7UAH3TOIOL5933s9jPv9uPzTNVmqFc91zeZniyphgEeYnTJW31ysqUuL8q3Q42WnbisAm6EudMfsoxcdkGcnhzWeCs1rBjUClefoS2e5xqLS76h5CeUSzGVUkS1NKBW6TM51uTJgwP+ze9N8/TRdcyOe8xWEsYqNgV3yt4lSTlw7F8KYipBSGwGtMMAoSRexuD5SiZSH9jZalHkUfX7rlwgLDGRgbyf0PUdgwe+xNMaT2cb0Fqu2G75wI/N8a9+x/DQ/nVERjNIBGGSddwISpFr5fM9ga9NunrJtK/VrWju/Ihc0smvQU7Dcz8K7hESKq68RWAXr2uBl7LVVgiLks6h6facrVirStbPzrNj4si7Dx986og14b/72+L1bwXwI8dOs27dpm2f+sTvXllO5mi0pih7knrVlWl6ngNRVsEm1ghcHMjFBQwwwgYFzV3898UTna1xFwSV2XKbZkZVGkxpbfGUA7avbV49WPKSVDdHlEsDJupdxqptHtkX828/OM1TR9cxM6aZKSeMlSy1FNzlkrMTM3CXg4SSH1Ovhuw7brn3ySq+lHjKpOdiyIdZoiNKFLHR3HZdxK6LOhw5WWam4rrW+6GbZ9LtpyysFVp7KGnTpJHl8m3wy+9d5N/9nuGB52foR2UGiSSMLZW0jjvwcCDX2eplUokikSrJVzglRQHgYgTkWd2KyEiqAPKclUdWXXsh8Asr74jjJUAiEBKMLBAcgrGqYrY+zRN7e1TGn7zy3d/5w9saS+dOTEx9/dsdft0AX1k+x1i9vn3vc4/++rm53tuwCds2+qkdJdLyTNJ2KUaYwA7PUXpispOSdZqMgr54QorMnTMImSBZA9zCIlVmCzowaJWytnYjJjzPEHiGwI8p+TGlIKRSGjA51qXR7nL/c/DLf7aeZw9PM52Ce7xsqZUF1ZLIvXLnvBjH3r4DeDkYECYJ/V6JknI3mcwAkx1D6kK4QFM7La8HDEJLLxIFgBt8P8H3NJ4n0UqhpJcDHAFX7RD88o81+NU/j3lo/xRnm3X6Vcl4YqnFbtpAkD69XKLZ1C6kAPAhg+ffN/3SggsDT1ItPbxGNi/eyhorRq+nza//yCO1KKUQuW3sDAdBYiT9gaIUROig/baHH3402XPJ5f/05Mmzx7du/frqx79ugHebx4kHpRt7K/veUeYoF28rAyIHktY295uzYCVf5i44MRmg7ej7VcDO9XbhbBTSEcPlDZsHtC6BkYJbpeBOy2I9bfDz8lgH7sBPwT3ZYaHR4/0fqfCZh2dY7EwwMyaZKaXgLjndXUkDy3IgqQQ2ZXCnvUtBCITc87RPI/KZChipx0YUVyunw8NIUw80r7m2yyMHQtpRwFhk0i52gz9wteq+dgDXyqKkh5AuQYOFS7ZI/ss/bvH5R3r80h+t4/TiBL1xzbgvqMWGSgxB5EYv+8oNNPKyQFOKPAjOXouBei791gg+R+SKu3NHmDqvNyqAfvQuSQGOSEGeOl/SoiLo9wUt6a75U/sOMN+afEdoSh/p9XrHv17cfl0AD8MWnle7eOncXT/tJQ+xY7Og2YkJo3RYTq5/LZKihitIlAJYsyVoKDsycIuRIMSuvtvJdDf5qxCZp07uratUmmjpgK2VA7enE3wvwfdiSn5E4EfUyj207nLfMwl/+IU6tz84S2jqzNYF0yUnS5wFmPnkKn2KlLmL7B2h9YCvvjBON9RsqNj0hlvN4JmdJoliRclT3HRpj9g4gPciQT9zQ0I3cs3TmcWpUiC67KNIz/L0uODdr+5QC87yR1/ocf8LU5yPynRLknpsqWrrQK7TOETZfMVVKahczmBo7Qrp5ANfD8gzgK+6frbwmtcIrbquWY1+BvTsxsr+bRRbllrwybueZctFu376O77lFU+12t1D9Vrlfx7g7ZWTfOqzX6FWm9i4uHD4VRW7zI51NTxPEIaKKBEjGjnD8/DN8K7Nc2UjBy5Gfh7eCGLkpihqeVFYIYQYAlumjQwO4Cat+U7BrVwtRuBF+H5EyQupVPr4fpc/u1PzKx+e5cjCJF5QYn1NMBkk1ANLNYBq2mFfDly2s5QmhFz9SpKuBE6eLLYSOqGPrxS+tHmAWTj0vLzAJUQkYexR9vqsH++x0q3Ri0Q6bs3FCp6XpDZfOvhIqty/HgaurvLxba/ocMNlC/zyn/b56BdnWI6rdAOPqiepa1eDE2hXsZk1Q+gs6SPJb8jMJBiCrwjwTCDaETJeDey/6c8uwEsm9AumQmwsgwgW24rJ8UXk4PlXHXqeja1249C+g6e4dPeW/zmAW5vwrW+9ZfuZkwc++MzyIWbGfHwvZLxmGYSaKJaYROZOSPFAVoN0VEuvAjbDWpILmbvI2rZgB9qh7k71tpIGWWRulTiQezG+dpIk8AcEXo/jczG///kqn35giqNzE9QrHpMlmAgSaoFNU+8ZuGUKbpknhUqp9g58d+PUqwM+9VXNoRNlSkq4jGEWjxSU7NAxSms3Ys0l2+AtN7T5wzum6FQ09cjSjyxBmMYNyqC1G3rktHMGcq9wUt2qsHVa8m+/u8uVO07ze7dPcvT8GMtxma6nqSpBJQW6L627cWRmDmQsbgveeLY6FyzEHIirwbIWmO2FMdSL5DGKMVfmsEUJbkZLDI1mmU/efoj6xJUfvOLyl39Ts9n6G6XK1wT4UjOiVtc8+/xXN4fNh3Zesf0ASvkkRqJUQuC5wvY4ka6xt2D5ZQAugrl4gEWJUgT36gPPA3kxlCe5XhO2wN7DGgvXjpYWGKnYde54MUEwwNcD2knIb33c548+v54zS+MYVWZyTDHpW8Z8QyVl7kqevpdpnUoqTVLvPAe377KXgyjk0OmAThgwEaQuTqFUIUv0FJM9cSKJIk29qtmxOUQFfdphjZ4vKKfzSfxUXnmpRNFydF7jhcGrYmasy4++rcs7bjvPH32+xe9/corFXpWeLlHSiooWlJUliF2jiSedVNFyaGtmq+JqJh8hnDWu2YVkVvi5CH5G/2zooom8R3QQC3qxoBMJkp7g5BPLXHn1kzs3rLObr7nq5cet7SHEi0+v/ZoAP3tujm67NnNusfzxD/zuXu+SrZI337DCbVdL2t0K3b6Pr13xfd4qZjItnQI41dU5qEcO8sUZu/gQDE9wVvmWa+6cvdMqOZU4gOsErRJ8L6Lkh/heSLMf8tVnJX92Z51PPjBFP6nh+z5TvmDcN1R9N2e74g/BXQokQSAJUmniEkOpM5EC3Pdc5vPYOcv9T1QII4+gai8IMLNHlv1z9TZuTJ3naV57Q5uP3d3hwOkqvZIbzTDwLH4MXmTwQoNSMi2BEEghh8N9MoBnHruRVALNuvEe/+o7uly6dcBH76zx+L4xFnpV+srH8zQlLShLCGRqo2b2qsycDUaeZCuoWJvER0C+CsDu2otRgBdW/Swz6sDtekI7iWRlANEg5LXXLvG663tcvfXL3vZNN33cmObV0aC58LW+w9cE+MVbp+Uzzx248Z677xtbOFvm0ecqPLh3iV/8wXO84ooYKatuymis857IrPLMpCAf+qXFFilxgac6hHJhCUz9xSzjJdLCoJy5hZMjUprUDkwcwFWSyxGtI5qdiAefE/zxHXXufHKM5WYNWS5RKyvGPUvdN1Q8N9ew7JOytmPuciAp+YqSLyj5pBV6JgW3cSuDH6P0gIOn4Uyz5BIrqb5dnTjJjtn1QaZVeEYShpp1dcHFW3rsPRnTjTwG6eQoP8SBTyWpRMkSNSBX1WkMU+dZ6aqrD3/Xa3u88WUNvvxUmz/5Yp3H99VZaldoSp+Or/GVwJeCIO2q0tKi004rVSg7FsXcA6OB54hbtgrEw2s/Cv6iq2SsS/PHRjAwgm4CnQhs1OMN18zxs9/fYce6cY6dmeC5Jx8Z27yzdOPU7MV38DWGB31tibJ0Nhiv8jslFqrXXOQmJz19dJL3f7jPb/7zBS7eJGgJg1LZlFaFSbIaYpkzuCneuauCzRd95M2x7l8Xi/NFJkukSTW3QckEJRP8zM2QEQvtmPue0HzhwRqfuX+M+VYVUSrh1TzqGsY818lT9khlB5R9kT5l6vGnutsXBBl7ZwDXMb4fU/JDrI2458mAE+fKTE8KPGnSZV4MG32LjJaBMJUUvYHHtnWC117b5dMPh3Qij14kKHkWP3YsPohsYZVSuV+NkCMyxT1lWsMt06ypphwMeNere7z+hiX++oE2n3+wwn3P1phvVugJn56v0Z5CC4EnJZ5MGV04Xa5E2oFVDPIp+OSrEG4L+mXUQRt1X4x1Hf2JdY3PAwODRNBPLKY/4Mqty/zb721w6ZYx9h6eZd+xCsvt89XXT9nfGcTnLgV6f2uAL7UMSdz/ru7Zr46/6pqzbF1XpmcSnj5pOT7nsdAxXFHqE8UCJRMSox2DG/e0VmAQ+QnPDo5ce7/4ApfXJ+R1CjZnbZEzt0k75J0c8XVEqRTRHyQcOAPHzyr+4q4x7ni8znyjCl4JXfeoKEnNs9S0oexZyh6UPAfukudmEroyU1l4ivTvbQpyk4Pc91x72pGzhr3HAvC8dJm3hRS9GKG6jMkyJ8W5KW6c8xU7Bly2ucP+MxV6JUElFgSRZaBIrT2TsnfmpmQW5FCrDHWsSGWjSqcPePRDj3J5wPe9acBbb17hS090+Mu7Kxw/W2L/mQrhSkAcaPpaI5V06XxAS+nKjgVIUscqvUayAPTVJDW87qOWoWVY+pxYQULG3hBZS2ISSEIIe6yr9di+LkEIy9FzcM9TcPj0ErV1TzE5/rV3j3hRgLdaKyKKop/6q7ueHx8vtdk60+D6yyP+4u4ashIhPItSEb4GKb0U4CpnDmOL4C5aiaKgzVafEjv0zwuvQpgha4sU2DIhCNwk1ThJOL8Ed31Fc+R0mXsfLXOmUebI2SoEAaqiKWlFVVuq2jgXwbME2g2ODzxSEGdPmT5VCnBSzZ2C20sIPMfe7sYKObYA+45X8OSoPSjF6HI+UpaQOSlGprNdPC7b1uPi2S7PHY3pxh61SDDQ4MfOLlMFgEspEFKOMDkUq/wKMiiRwz7KxGPg+dTLId/zhgGvuLLFmUaLex7zOXoq4EtPVji7VCLpeRipiXyFkK5PUxS68h2bi0LKfQTXq65s4WmHMm1YomGx2Shrm4CJwISQhJjIYP2I2sQSTxz2aYYVrroUJktPTr/ldT/+0732qQ+Ua1vW1AMvCvCv3n8ncZyw/4U2861JLtq6wPWXNPjRt3c4s6AwocDohFJ1QDKISaxO+/XcbsOusTjT4YX3GcuscSpyp4QsFZ0FlJn95/S1FyREieXoKcHeo4q7Hq3w3DGfF46VaA1KDMIAPB9V9wiUoKKgog3lgg8c6KxOIyubdXXhQSpLfF/h+zK9AexQe3uJyyx6TueX/AhrQuaWJQMboLXElxYtRsuFi1o1A3mSt4K5Hscw9hBoZiZDpOrTiTy6WjinIxoWjGllRjKQUhSN9nTYEQJr5JDJ09ayJJF4icrHT3QHPusnQraui7juogG9sMf3H2vy3HGfux4psfdYiaMnS0SxwgYqPSjFSDYoDZRE4XqKgl4ZXussXZ+LFFev4TSbA3aSpACPIYoRSYIMDM8c0nzhIUUnbPLmm2H77BStDtWvPvT0u6VUH/hbMfi5o7ez0uyqx544Ka692Kc30Fy6s8IrrpF855ua/NEXSvzqn1b5y7tLfNNNA15zTYg1EZ5nKVcBqxxzG9eEaq0csrngAomSh595hO58bCEtSEMcWrp9x+bHT0v+/M6AbqR4+oUSh08FLHZ8BokP2gfloeoKXwrKCirKUlK4cWYqLTxSjrV9T7ikRxHcnsRPZUngQ+CTuiYuZe52lIjTjGhEuRQy30i46yE3/GZiTKBlFvwOcXABo6XXNA8IjWQwUExPKd54c58vPd7jZLNKz5NOpmjwYosXZZ516rHLxNmFFGedyPwzjNWFz3BA9xNFohWxp4gSNw7PWakRFT/iFVfE3HTpgLe/qs/BU5Jn9nn0QsVH76pw7LwHQtLtaZJQpelOidXCLch5Y8fX4HE7fBWRReTMbShXXEJO2ITXXNvnTTcO2LY54c4Hynzo9jHKY2WWFytcsqlKL5TUTx4W67deov7go1+Kf/i73/j1AVwIy8R4+bd2bZ67arrWRUvYOGuYqnv0I8kz+3y+8GAVXwn+6h7DzGSMNZZrd4e863V9kthNdp0ZN1xzRUylZBEmYxmLsC+iv9OUe7MreOYpzVLLVe09us/jcw+U6EeKfqQ5d97DCE1kPYzwQGtEoNFS4itBWVpKyhIoCJQlUNbVgOvU89VD5vazvswc3Crt0RQ5e/uewfezAq0kZ2/fj1Aq5CtPKT79cA3la2e3jejvF2fwzAtP8mZdRb/v8dZbenzmqy0+es8YnbhENdXhXqbDoywpY/NuISFkDi73UbKg9QsAN2mTsHZM7mlFrDU6ThzQVUJXuUH6E6WYm/fE3LQnAjHgna/u0o/cOLfPPhDw2D6fciBYbGmeed6j1ZEIuaYavwDo1lqqgeGa60OmxxM3BDQxvOt1fa652OFpZsIwOWUIlGVuQSK/JDnXqPPEYZ+FxRghDOVa86pvvbj6W9ayZvv9BQA/s9jGq1brp174yB4hz6rdW7toLalVeqx0+/zax6p87M4x0B6hUsw1Ya7prtbBk5bPfcUNkLGJZWwi4carQmolgylW3qyN7rxHb6WjeHyvT6upkFoyMJKB1Y6ZhAalQWqEVEgp8aSgpJyXG0jjhgfpYQIjm9HnQC6GDQ/aNQJkjcdFcDuGT8tqvYzBk8IzJtAR1oacWfQJByWCMYmvitaaGM1iFmpysvT6EOSSxCjCyGOiptgyHeKLPr04oBcLytoNwcxqSLKElpLF8laZf5b7jDTYN2aYPTUm7Z8cSqM4TtK8gXIJMhUTxQkqysZMuOemaedUCWG4dGuf0PaQ2tJsCh7fq1npOtk00gSwJr5dIVY1MNx4Vcz4hMXG7pyUlWszdJLWg9CSqITvfH2fhdYy//mjAWdWxljuS6Qw7N7eUUKt7Pnhd397/Ye/c6Ul1PjXBvj58wt4XuMDP/fBuVc/u9/wQ28aUA1c0uSpI1X++I4xQhO4YSKZ/kqXnNhamjYNH5SltWI59xVTAHW2PK0F7kIqW0pMVtBN+ircciiEREqJEm7mXiBdytlPLS0/7TX01JDxMnB72nXUu633yMHt2rrS4fq+wNfkJaaOwVMW1wZfJ3g6xvMigiDi1KLhT79UBe3jSTEMMHN5Ii5g8GKJQjYkNItfksSB/D1v7PHX9/V4Ya5GJ/GoxG5TWlcFaIedOOmePPlnuSWYvEzCgjWyUOCVPU1eC6O1wkvcvBRPJyil0mxw4ixY5YDtgnuTDw5SwiCNYbpi+OZbDUh3rbNYCrH6WluwQ9/eGok1HiYaWptRIgkLRXeZyeDrhJ98e5d66QxPHllGSkXFh+9+/YB1s+Ov7rdv/oC18Y//jQx+++fuRinhx8vz9DpT/MKfTBBGoSt1VArrSYRWrm0nA2d6xWwWLGTrMG5HhaEPvxbAc8PbgTm7OGkAI9OIXQiBFuCJlJWFHfq0MgW1zJpqh4VEnk7f57XQIt/nxxsBuMxlS+DbvKXN901hcE6Ml7K3ryOkDDlxXrDQKiG0JpCMyBM5et+OJLfycQxF4KVORxh7TNUHbFvfY//5Ab1E008gSAReYvHiVIfH5M7SsFZHjXQqZIumm7RrC43BmTQy6MSQKInS2fblKp2dkqSuzSiwhzZt9tk2d7qGIyiy0orR623zfEgxEVg0I2SeN8nWeyFcr6mSCd/3ppgfVB2slYRhibMLU5w80We+8WV/rXzPBQBfXz+FFLBrY49TcxaLR9f4RAUiHrZfZbAtDt9Ruf0zzFzZvNF0TfLO37pfLPOEggO0FsOsmhYOzFoMvWZXEeeIXhdAno2I0MptLqX1cB6KA7d0r34G9Cz4TMGddf9ok0sUTzt96vsRMRGf/2qZuYUy3pjCz6SJtKMOCqtW7IIGH45gGCZ9+gM3wfbNt3b46rN9WnGJrtaUY0OYptOVHC2IkjnIsk/KAs1hR7yzDtOZKhYS5T5TG0GsBDqRaCULw4FUDm4lh1ljVx5h8kxyEeCZSZCBe83sZtEuTqXa0EoetZPddAnB6HAit6lBFHs02mUe3WdY7p4d+fs1Af7bf3oXVldefub0l2443+3RTzzqnqGGSEejrUq12nTfl2ItQfaaZjDzbp01P354KUQK6CxTliUVFNnFzACetqOJrGMn2/FY5KMQisDO56AoXD/iWgDPAs5Md+tMlthUb4/WkvtehO+FnG8anjxcBu2nM85tnp7PGZxRFs8IodiAmxWp5VnHRBFFHtfuGjA13qPZqNCNFRUFXuyORSVuYJKKigBPcwb5B8mR2nubjuEwVrqbShkSI/CMIFGSRBkSJYiVRMth4ZrMQZ5tbjUslRByNAk3HCC0ukPf5ifBZu8LhXl21fsL/i4HncjLEUASeBHV2hzTs8EN737b617+0z/4mQenNg+770cAbuMQKe03P/iMvObZ/ZaJssAP3KJaZIHRNjM7ZIecucWwFy8FfPEwC+Sdv+a13el7lafoyUs4hzNOsmE+dth7mQ3wlAVgS4HKu1eGwM6abx17p5pbk+vtzBJ0jD0Et5fqb60jBBG3PxDw1edqyEDjS+Hmb+cVhMM2umFh0upsZnE0WuaJu5KHXt/j5st7vOUVbX7/9hphEtBJJKXEbQKVrVb5iiFMmowxq26oF2NyMFqmM2gEiTaOxVMGj5VEJ8bFOzIbFFQc+ebAXbyxZJ6cG4J7zdLaQqCdZbadby/yPy+OjrtglJwZZsd9L+bWS1qUatE1yyuDb7YmeXBNBj945DQTY7U3fvSTd313f2WJbRMa3zP5kpKdlCSLxu1wCM9Is7BNwU1BpqxC9/BeZqRbJK9rKBT3yDSXkKeJxbA1Lu/iF+l2HSprNBYpk6dgT7thPDUKbjdOYRVzpz2bftre5ums4SAuPCNCIv7ynjqJDVB59rIYYA77GjNnY0SDZySQD9CRDmhJFmxqBB7vek2Xj3x+wIqJ6CUleonAi8lZXEqLjEUuG5xduFqLSobWpCiAXJBoN4smNgJPGRJlSdJANpYylSgSmaSv0uYgz0A9WkqxqrR5jXW7WFU4yuCjYB5WR6aj47LzlMo5ByQfJQP8Th9d6Xz35p1vvLfbOvWlSn3LKMCtiQmjcJemt3Ms6BLUvXTkli2M3xruVpakYC9WgmWgv6C3svC6+pHFl0WAZ/pVilGwZwwui8DOMnpq+F6pDPCrht2kwNZKDJ2U3A50HfeuMdmmzD0MMHWBvQMv5MnDkkNnS1jloaTElyYvShpKlOFBrXZRsudwOpQo+NUO5FHssXNjxGUXdXj4YJlI+fRiQUm6AaU6FunKlnbhxKkWRuIqgYofKQosLgrSyL3qNA5Qxu0nGqf7F+lEpOOtZc7cQ4CrvFx5WAiXZaLJE3drPUYCzKJ1akaHfo4UpaWBcbbXZ5IU5iHGIaqW7JzZHO8KQ/OlCxhc2QbEfdZPxOzaUkq3yUg3Ao1tvjVfceprBvAkHxkwZPELAP4iB5rLFLFKqghbAHghmMqX5cIclsIMFJ3PQhmOaXPL7hDgxeE/rtueHNh5tjJn7gRfu8SOp517Yon4xD0VlpbKiEDjSxcMq9X6e3WAOeKDD4dQFuu4c2/aKKJIMz0p+fbXtnnycJ1BUqKrfMqJ0+I6i1UkKbiztcKknnjRwZJ5Jedw1qBdNX4NtIFEKbQxbihqCnSZZJIwBbosFL/lW6MMGTyrJVo9F2dY9VgAef6dSAv1hsVitjDoM043GXPjmYWbjx4KegNBo2mgMqA2vchgMLhQorTOfoSugqlSxO5tivNLmlYnodtP0i2cLTrOZncLElVgcsMqje7g7Ib2FBn8xWpPRqXKCEBGAC7Svssik2esPXzVcrj3pdKjAPd1OgDIy7YOTJNC2uJ5mSRJnzoZeWrlOndeOAEfv7PGQPooqdLs5ehMlgume621TFNcAYduikkZPE40QaL59jf0+eM7ujx7tEykPLpS4icmtUcFMik6KjZtLyuKw0xqju5bVGTyDNwZi5tsKJAxyCSVXsqtFkLaXPuPAHy1RGEVixcslRGZUtDew66wwk55CY61s5njsdtqvD8QdPqCVsdwdiHh6eN7+ev7j1HcC1UD2PAseBsqf/kX/2UH/YPMjLvdsYxVgECKOD0Qkw+rj9PZFSodz5XPpiswlJWjdb9r8fjqUWHiAnCLCxg8A3s+7qAw/qA4tUnrDOip9larwJ2l7zNgK5MyegZuk8qTOH1GKC/k0BlNO/RB6VSe2FXlsReuSCMuSkEP52ArptJNMfGjqXqCPZv6PHsoJDEBPeNTSgSeFM61SaVKzuI5qAzDGr+MyYe1QSZNW+jMLEhnDCoDiXKAl+nuFEqSAj2dCpyPBxl2V4lVLD5k7wtzH0NcFHt5h1Nr855VM5QicSLzna37oaA7gHbX7RKx2DTUJyNec8v0jh/7wZ+sPPevfrx75SXrHcD3HTmN7y++YWpq8/uOHzhBteQGuYeRWy6tVVibpKWSJgdaPhE2v/PSAqJVQeZaFniR0YpMVxy3nP25kkUmT1lcZWyeafAhc8uCLCnuYuwpUi/cgdsBeDgUKGdwvYq9s75OP2S5bfiNv6qx1CshAs/JE2lH5NJwcM7fmLEeMpgZalCT7aKQ1nHXK5qf+NY2X36yztLAJ5SanpT4eQ9l8eayrvAqr6U3eRmtxaTgNlgko86K+13GWpQVTqpIB/ZsrISSkEiRB/p503dhQm3mg+fHXnRTRlYwMSLXhlNrM+1NQXNn8sTtFjGIBP0Q+gM3/avXd00rKoyZrE+/79DhZx9MBr2/zhn8q48/RWICpoJDXLt7jlZ3kiiWdPpuWGOkJZ6x2JQRhLCIOAVckjK4SE+ULGjwHOCj4wVGLvoa49e+JovL4dzBDOhZbbSSw3auofZOLcMU4EPNbfKgMpclGbBVks5SGbK3pyJ8P+Qv7vF4/kgZpIeUkiBbrlc5P3nNUWHGx5rgXh2oF2RKbFzLWRx7XLGzy9te0eKP7yhhdEBP+gRSDJM+q4C3msmFLTC5HbXjcqmiSMFt3ZhrBdpCIlzg7mampJ+V92zadCKWzYnpwr7NVH0XxXgG8jUAnpcwmOGc8WzHiDCCKMK9xpYoMvRDw/kVwdnlHldcuY9LL2rRbEVDidLq+lgCel1YanTYPO3hez6gcwsuUVlD8dCCEok7CGPACFJPPF3uKFRFZl31qw4wz8qPADydcoQgK5DLO9MLk5dyUCtGwS3lUH9nKfsc4AVwZ7MKM4CrC5lbK8fennZTqxpNw2e/UmOxGUDJWyVPXlyiZDdxgb4uvLCZTCl24qQSJYo1E3XFt7y6y2e+2mepExAqTS+RqT2ZuSkilwpSrJIHKWtnf2RyNh8aA8qmOjwbTZHqcyXT75Z+Vg5uOdw9r2gRjvZtpgUla7gMRYDnFnO6kmUlBXE+UH/VVijG2ZsA/VggSgMu391k26aNzE4GlAL3GfqRpw6xcd3k9r/6wiM/9eef6xCGs9x8iWTnBkkck1f4SSVQeTPxkImFcKxtCoHmMGgYDaaKadvi8iXXBHk28XQNBh+ZHjtkbydTZL6TQxHgns5GlhVliVlTnmhdTOrEaOUyl8eOCw6eKGEIENK5J1npgCowtywcQy6/xRBuq+3TzMIzJrPFhr2UxkjiRIPVXLItZOeGPkv7y9jEdyyeiLx0QUlbcG9SqZLLv8xRybLK0ulJKwrBJ1hZGHAvHdiNBJMyd1KYFKDkcOSaFKNTqYZOyugKVsSAXeNGtwXJm9hsh4gi0IfboAB4nmTTrOTWLTEv2+MxOzVPKbj+p6Y3vvzpTuNVx7Ukod/vrx8rmTcGUYsNEzXCnqTR0pSDgg4WgiQFkvtmItdbxgqMsMMvKckHvqylwVc7C2KVZhWrgC0KAaUQQ8YuAjsDu8598OIz3dJardLcRfbOhgSpIXur9GetI5SK+PzDNQ4tlsEfypOieyJWsfffVBo9Ol13NFNX7IxPjCIMNRdNh7z55i6PvVAB4xEnTot7STrkMxmVSkM2taugRdoeNkym5O8ziSmdZMlkp5HZCmrzAN+k7/MVY6T+JnNyRo2E7C4fAXla8pHtu5RrcJttjcLoDm2F8yalYKIsqega84tlVla6lKf8N/pj0fowFMd1vSKoBLBxWnPdnhL1mk8pnRYLEMaFhEsKMotAFXSVMO7fGOsqJg12JFMFrKnBi0DPmHu0SUAU6p0LLVqZDhcpuPMm3AK40/mEw207uBDYejggKB/xpk0K8tjJExVRroQ8fEDx11+p0uv7UNFoKfDEqDRZHWAW5deaAM9BXkyUrUr4pAFnFGvGapq339bnjq92efSAj6169JIAX7hKSpUS0YWWXQbu4WsxKnLBZ+roKMfmiXR63IE7/bkwpDMxThKJwqhsacQFN/lIoL0q2VUkv3wupSnItWxPzUQw3C0iVQvGkhhDFFvCyNAbSM7MKSQB09s09RlBtyPR9ZJrVdowlXDtHovnJ25TKCPo9CSNliJML5bE6S5rReo+uWVQpiwuLRhhkSMjIlbDe3i0F1hprAb5EMzZjg25k5LLk9EM5hDkWdmsm3yr1RrPAqi9nK3dUykXYPp+SBQm3PFQhRdOVsDzEFKloLIj5QMXstiFiaz84masSTY4/kIvPHtmdmEYai7dGvOmWzs8c7zMIPZJpEfPKPwkA3hhfkkW7OGYnCQDuRntj7WAyuqGjNPgmVEgBVbhrq1xYDbp9TASpLUpwRWmd6XnxFnMwxt9rRt8KFEym7BYgFYAuhnK4Oy/jROb5mqyzcwEYRhx+bUh6zeHtFoh+vzxv0AITRw12bOjkW93F8Wasws1lpol4mSYmRSIfJpSdlMai5vka9PdfFN0D2d7r07wFKRJ+tdDsA9B7KSKcEwhiuw9OvK3uIuDHCmXHYI5m4ntNLYtsLcpADtlb+WSOlpFBH7IcycEX/pqhW7Ph6qHFFnlYLEeZo0spigcY4HCsloUspXOFgfGr96bcliAFUYetVrIm24Z8Jn7+jxzNADt0zcSP9PiJpMqw+9DgrtAFzD5ENgW55jYlMCsFBgl81UlL48oAF2aomwcHXIk04s8tAtfpEtzJKNZyKWMlDEMk4kZVpxNLGh0Ek41LGGS/j4Df/75R7jzoecJ4wT9h3ecRUrJYNCn3eqk1XwCoQKqKqCU1lrkS64EaTIGT1m84KeK4tLzYvn5/MDFCLhHCpSywKXI3gU2z4ut1LA2ZdjKlYI7dUryWeEjIC9IlPzpgK2US+p4XkRsE25/sMz9z5WhpEG6hma/UNI7UhpbfBZ/eLGLO1K3I/LdyIeOihwB+qDv8aorurz55V2eP1Eijj2sVPSExkuG30cYEElBB498jVGQ51JSOQ88+1lag1VOukjjdsjLvX47/JzMZRlqcTuyMmdB9ouFI2tZpsUCv2FJg/uyWca6WlZs3xyhKssoHbldIozBmhaCAItF3/nwFFJJur0BS40SQki0tIyVBDtmBDs3xtSrGq0yV0CAtDnIs8YHa1KgY3PW/hsBngcjqwJNIYbBi1wtU4ZFV7kkSfX2kMlXS5Hs/RDUnhpOn82cE+eYpO6JivC9iKePSz5+Tw3wQXoIoVwTRmYPrqqZKR5LBqnhQIWCV2qHzDnCVulUMGONmxKm0tEP+T7xGms173pNj7se6vP4ETdJIBKKbiLSgq/U5SDdiDcTJKLw+QWQD2Mlt5qo9GeV3XzpnksqlVUZqDNZNtwPNQP9GqaB+BpgyG7uIsiLTG6GNwEpt2oN4zW4eIvPtg0BtYob3WcSRWQ0Fh9I0Ndsdo2rvb6lMSYR0gG8EghqFVd1V5QM+ZeR7nzlQ1uEyH8uBhAXIrsYeI2CughumcqToeYuFFsVKgqHw+6zisLhzg5fE9x6+Koz/a0y/R3jeTFREnPvo2X2Hi6D54HUhcaG0Yta/L5rd/KM8qctvMkbIEaYqxBsJhKjsj3iNYPQ4/KdfV51o2PxXuJhhWIgfPoGVwGYbgsiUt0thIUkyyiOgtxai1XFm82dV5sxuhX5TtXSuutj05grXy3EEPCrk3aZ9CS/7qvRPcrgIyOUC+9z/Z3ebGEkODVXotmZoRwkeMpgrAVRARmANejZCdeZ3h8oKr5000tVcZtrhZfOpR4uZzaPdvOSR5P2aRQ0+PAkjrJZHnSsliMjTsooqIt1KMO0uM11t5LDbnOd7u6g1gC3TuWJLkygVbpgCaoYrVzV4KFzgj+5o8Yg8qDipfKEvDVNjWQOC85JfnAXaIMLL2r2viBTsmzei2txTTWQfO+butx+f5UDZ9zNlxhFL1HO3Ulc8icPNhPBcFrJKMiLo41JEzxF0KmMxIzIcyKyAHaRluta6xJ+bmeI1RLlQnt41elYE+BFqeK6oNK6+vT8RLGi3ZX4nrvWCIP2ApTysdagfvM3fn1dueT9p/nzZy6pVxRjVTerulbRVEpu8KTniVzrFu/G7IoWbb4iQFc/pZApy2WBokyzcAWNvcryy6SIVqM6W+tRn1spRt2SC8A9ulePV7QGVVYOG+XPRIb88ecqfORL41AKQJZQSlNRlrJye934xfqWQmucUsLtcKwuzLBmA+xHAtT8WIe2Y/azlKQtY1m7mHsvrGXL+pAzi4In9vrEQoFQWKlwDdpplrEoCVclXXKoiVU/isLNt3rVSQkuk6CWwvuU7C5g5Bd7/2JPRoGd7bfpgk23SVUcG8LI7UjXG0CnJ2j3BN2eZBAJdl58zfrLrrz1bn3y5Mnxfq/zTWMVw1hd58yYf8l0K+3h/uMukwSZ+ComKv4maVKIrNPbWhZYfKQ0Vg6XPSWK8mS4i5rMnAxlUzYf/qzTYfgZuLUyqML7EVmSJ3Wc9vZ0yMGzko99uQJSg3DsnXfuFxouRp6sYqzisYpR5BT1N2kGr5h4ySrqiplNY9P0vXIzBq1RfMdru3z63gr7TvsgFSZRDITGE1kZrfsiMkmDzUQUoTpEdQpWB9C0a8oNKEkDzqEml9IlijKpYkzK4CmbO/l6oQ4vLmovVj88Gmxmrym4E5MDPEnscMPg9FdktUmBDtnebH2Tf+70uJ4eCynLEC8OqZRcZ3RWixvHrjRxEEkGkdM8UTy6nBY1nftv1xZaI5q7KE8Y1W7Fbp7V20wX2U7l2wXaXHdn8iTbOlBrk+rz1U5Jkk+l1TrOwS1TByVRMZ97sMq+Q0PtLYV03nfaQbO6q311BjMHdy7NLriW6fs0MC+w1ognXmjTMokikUk+MTYMNZfuGvDWl3c48rGAMJEgNJFR9DK7NasVT3V4lKNr2HUzYgik7KwK30kV2DUHunCWosn1ucuBCCFS+zDNCSAulCrF19U4X+2omIy53XblcbqLcxi5fUCj2Kal2w6PUgA2ZnZTl27UQe/e1mbQXWG5Mo9UzuNNjKIfenR62VMhe2pYtyyHkTOIPG1gWWUFFVfAkQMrWEoFUBcDtmLiZLg14BDoxSVdF63ADODZXpAyY26DlkkK+uxnN/sjtwbTHSGOnlP89qfq9KUD9+rgcnTuyeiGWOJrCc3VF7IYw9jMEx99XjBWwjpwJ0YTJx5BEvPj7+jwV/dWOHJWg4og0YTCQyHQDMccZ+ydyUyR6W81JClbYHKVfyeLouDXG3f+rXXXJ6v9z8eJZIt7GnyKgrRdnbb/+vR41m/gAD0IDd2BpdO3dPrQCQXdEEIDQlnCgWViq6VlLbpcWeHYmSa/8fEuCJ8339znml2W2arPZL3KQqOKEC7ZM4iGe8IUiGCUsMUab4vVZQUgwxr9l6tYOw8sRQbookwZArv46sBt0q1MTKrRi46JKQSVw8DS0yGt0PD7n6lzZj5IR8Q5a1DLjL3XliYXJHgKF/RrYX0oVYYAGpaNrrYOC554okikIok1m2YG/Mjb2vzyn/g0I1dhZoykj3K2YTIEdFYrPlxX1pArBSa3pODGZQotllRm5364A3RWYTgKdCHcIlG8xgjy+ZQvWsaQ6/vhmXJAd8zd6VuW2nC2JeibmGq5xzV7+rz55h79fsjp1lY6UQX9p7ev48gJxf1PzhMLjweeN4xX+7z55hXecuMKGyYMSSLpdDUU/MmibTMC6PzOLOjtVeBeDfTV2jtjxqHXWuykz96bgv+9WqaYoUxJtzbJJEo2kszJlDidu+e0tw4iPnl7wAc/UWdgPCdPhHaZS5HVe4zWnowwd+6iDCe9fi06H60oXMtFSIFt7DCFn1qG2YiJ2GhKOuZH39nh4AmfP/qcBzIEFImQ9IzzxmWSVRcOnZURloKhVEqFpxXOEy+uMsqm6fvM1sw1dypbUjYXq2944f7tULLYPIdSjM8uuPtzZ81JIQREMTQ6cLolmJlp8rabVnjzjZaxskfJK9PrlYiDAKEVeuusj2d8XnWZR3cg6Qwk7X6dj36+xlMH5/mdf7pMueQTJRV6oWAQpeWKqwC+2ucsai5Z/LNVBz70kNdgbjF0EkZ2MM6Ze5TFs8DSgdvkTK1S7Z1tTpXN2lM5yN2sweUG/NWXKzQGGbg9kNLNPExnfhfT8sUbM9ffFPX3hfguAjkH+UhQVewqd3p8pNMnqxOXCcoojNHEiWbMT3jH67p8+sEKS20FMgKjiPByPS4K33v0qxWZfMje+c0nh8mfvLRgNZunN3d2fEIOGTyvR8mAjRgJQp0KsCMSNvtawmbuncumGwNaG9qRYWC6/Nx7Frli6wSn5uocX/bo9hULy4bJdWNUahX07GSMjSyb1/mEscIYtxRcFQvOd30++3DMC0cT6spZVFmgSOFCsgrURT9YUni/FnOPBGlrs7YsBJSyCPAM8GuAW+UyxOQ/5+DOak/kUKJ4lZjbv1Li0b1lTEF7q0JwubreZNiHuOpciCF6ijf6hQQlyBfiQsInH6BkhkDPs5vWpfBVwRePEw9tYm66POQtL+vyp5/3QYUgJBZJX6g80JSp8CiWs675EJn+zjDvJIr7voUiMTkEvBHWBadp0s+m58mOrHSjN4OTLxdaKs7idAASAAp8oaiUJOunDTdeM8++0026/Qqff3AdYaRyc2SlHRF6MfUkQh844abAaiWYndIEvqHkW2bGQ7Tf4X2/P81So87NO2M2TlvKJYVWMq/FXm2Hfb1yZBTcttB3WdDd0o44KDnAVRHcpvBnQ3CPAFtm8iRlcZkxeIySbs7JkZOSP7m9xvm27/a7lm7QuxKOvfNRcmJUb1+QuSve6PwNjxf1hot12qQuil1lGyqUMSSJQkq3/cm6WsL3vaXDg3sDjsxJEBEIt9tGPz2WPPBLpQpr6fH0+zvmzoKlTMS44LMI7nQiRW46ZCtF9udZOXUGbFM4XzmFpx88QgaFFTJrXqmUYPMs3HBZwnKvz7/4nXWUY8vsWETgCzxPUvYN29YL1s0K9ETNJxAaP05YNzWgXo0Yr/XZtqHB40cHNHszbBhXWGvphSbPaGqku7h2NIpafZeOLN+rGbs4R2RVUDm0BTMwZzsa2BcPLnPmHj6HMqUgVfKiqgTfjxgkht/9izr3P1l2WRupnfaW0k2MFQXvuzAy4UJwj9qgqwPuIuBH8rwjIB+Owxt2mY9mNKWxKYNLVCpZYqlRseZV14W8910tfv53fQaxBKEASSI8+kKgyM5/avHatYPOojIfkSvWae7cVZFOr8uCbBky9LCFLh036Eo+sE56FG4CmemRwjfJ8K+kA3fgWSolR2jzy3XG6n2SqMtXD5TZPKOZrljGKlArGeaXBdrX6BsubRP2V+g35iiXLXES0hr0+eAdPp99eJay9BkLTNrJUyx8sYXTIka+0JpSZIS1h32DawFbFsDkHBST3sVDcMts0GUR3LIAajnK4iqVIzlzp+zt+TH3PO7x6fsrDEIPylliZ8jeWg7T8qpwPEO/e7SmZuQCXZA9LLB3AeTDJLrNgW7SCr5crpgs6DS5THGzxRUq7cAvV2Le8aoed97f467HlbMNhcQaSSi0yxqbVKZYkcuBURZ175Udgtxal122hQOwxf9OFGSLEFjpOkCdTEnlUFqZlQe5CIR1csl1jA5DTZtaLyMKIE3LJomg3fMpBWP8++9pcvsjZ/jco2McXK5g5jTaJlRnY7a2YvTJpTbNZpOTJxsY4fHFR8s8c3icbr9MWSjW1yy1shsaL1VRfxeEeLas5ctOAcxyNcjt2lZgIaAssveaAaYqsrgZvq4Ct5Kj7J0Flg7oLrBc6Vhuf7DMgXMlJ02E098i1d7FcWzFsWwX3MCQOhMiPwdfh0gZDdxGAs0XqRHPPPJC0CmFTKWKJhxo9qyPeMsrOjy6P6A5SDMuSKwQDIQaanHhmNSNMhwFeeaoZFPg1Ugl4jD4JEvTS5uyMDkTF9lcpOC2YpTVJRlwU+cm9Z1FMRBPn9mcwkEkaXV9lKyxcUryY2/t8L1vXOSZo4t88dES3X7CRds2sW5Goz/7wBQnzxjuenAr5cAH3G63m6tQS/dsL5fc9nq+Hjb55rUnBVlyQbp9FYMXl/Vhf18292QNUGfbdK8ZYGbgTgE+Auohc2dbDuqCayKly2AaEj78+TIf/FQdm22NItzOFVqkO/5murt4PMV6Z1m8qYdjNnMofA32Xt3Otxrsa9mGRWC7OYIKKQzSKGQacCpl+NG3dzl81uODn1ZEcbrGG0WCpO88iQs771eBfMRZkcN/l1WTFpncFt9LV+KRA16CNBYjXEeYIauRsXkNvJAO3AaRe+sjx542HYeRpSclAre51iBUVMslyqWQG3bF3LDLAAPq0wo/UOhN4wI1kFy5UaK1u4+kzGaIZBs1uYIrN3q4uFf6sIx2dWr9wrR7IbVd7ICRL6a7U0CLIosXGdwM3+dZySF7y1SOuIpBM7QEZYKSEb4fcfic5NP3Vul0PKik4JYaIWW+k0Tu1qxxA4+k5gsrV4b+vynJkzPhmsGmWJO5cz2euilyVWubFJooSqhVE95+W5c7Hihz+Jx0rkpawJ8YTV+4JoZhUGwLN2cR5MUboCAfRgKM1FmxTka65n2Rs7FNgS9dT2MqV5zuNmk9E8axvIShx47NGykSIMpWF+vGSPQjSaen8Fo+nq6glDuGKIpYF05QqdbRl11UYaraY3nOJ4oVSeIWhHzWSFp0M9LJrobG+4jmhguX7hHpsUpnp3vPX2AFCjsK8rywyuaVdaowoD0b1i5HWN0U3he8b+m6dQaR4c5Hq3z5qXK635BKrUGnvYMiexcswgtdoVRzr3JOviaDfy2wF15HUvfFElqT7oFpLEaafNcGYxTGJBijifoJr70m5HU39Tj1Bc3ApK6KcdZhJBR90hvXZLFCoQrMrD6IYcippNMLedwgcHu6yRSJMpUsxgWOCuecZMa2kytAKmsya1Qa0okM2QYBzkmiMJIksW4uSj8U6fV3w51kankmRtBsK9pUGBuvoC+/ZPNKoMM7Tm2s/qNWOyHJDnBEYq9ySkiXY8mLyhIpVjH3BbJklMFzSzBn7XSqqWAE0FnVYBHMMv/7oWuiR/S3A7aSLmOp/Jj7H/f5lQ+NkVidOicuaykKvrcWwxWk6H2vCXRGWXzENlyrsmgNCTIEt8hnr48U/6dB5wXNydK4DKdwAac0hjjR+Crh3/xAiwOnNfc9pjC+zFncGkFIugdSDt006ES4PUpN8euKVFKQ2R7DUllROKj0hpc2/b/UnJCkv08K57ikUiebwCBJJUr6+0W6Q0jWZ2CE6ySK4lStr8Jj9rlxbOmHmvWmfEd1fMOK2rVza2d+fvGIVuK9no6plgXViqBaEpQDSRCk2rvQ8Js3Bq8hTYZDYVYlblaDe8QCHA0iR33tYQpepgkduVp/ZxJFJwX3ZGgLZq1oWkVoHXG6IfiVPxnjwaeqblMe6bun0njSbSAbpDXbnsw2tCruAZR64uk4s2Hjs0yPp9hDOqxxH2m/W9WZ5M6LYDTwtoWxDEUCcRNesx0WsrggnxGYzeq2lumpmEBbHn3WZ6VXYCQkVkhMKkpS6BduRjGyGuXQXw2skX95IeBG/mVxRcg+QxTtVffdRv/Z0KJ0pdquFqU/MPT6hm4/ods3hWeC5/usrCx/35FD+w/osUoEQmCSCFNK0t7LId1H2bDDgSuZjQtThWCNREceeBV3Gxuy+AXJG1Vk8pQxV9mBQ9dkCG4tVwE9S8UXWTu3A1NpomKSIOFPPjPGX3+lii2pXHcjFUKk2jtl7uHEqlEWH+pWkR/vakvrQmXyYlolTZbwYgkfW5Ap6RCeYpWhdNuQSCMLLC6RiSYRBtk1vOPVPV446vGBP9SEIqtjlWAECZp+CvJRSOa9MyPfNsYN4szY3aZ0nU0zy/R0prvzf1WQJcWR5RgB0uaMLXNpYpEXxCWWOHHlsoPQMIhcqWyGR3fPWGLjEQQJxlh0KUg9zsBQ9gZ42oHKAVwyCBXNrmaFbJTt6M35YrUlsgD2F81M5uA2FwaXXy+4i9vd5R0vWday8FQxUiV8+fGAD32hSj9Jp+DLLLGjVvneawBb2gtv5lXaewS6F/zh6B9kqz3pcp3plKIOzxoKrBzOzc51uMh0eOqsSJkGnYpEGITRSOF2Z/6Bb+7w0DM+dz0lsVK4OyWVK7HR9En96rREVuTDJUdBnqeBVm8PmHfvixzk6aCctUFuBSI9rmzbGynIC7hEdkPnGVcH8CRx7N3sGNp962qjUoCrDEvabZyVJBa9aaaJtRKlBlSDNiXfsZ8QLoLt9T3OLdVoderEyTB9XMzYZU7C6hoNWQDJ3wTufHOjgg0o1wD36vejz1ErMAO3lG7GYHcAv/QHYxw9E2BXgVsKMcxajqw+a9y0q96PFBIJSbHueRTTq0tSuTBdz6juLqbuR8AtZarTUyYXKchFCnKhXEJIKmSouWhjxM/8UJOH/nVAuy/SzXVFyqCC2LigUwzFSArUUZBnvngxxZ4xt/PT0+AzO8wM5IJhE0GaaDJyeFOTuiVZLbplDSJNDQ5j4XzTcnpF0B64n4Vwm4CVJfSwVHspwM+u1IkTn4nqPErN0+hZPC9BacFCU/Hbn6iB0VyxpYoq6O9sY6gM5Ky6+LnmHslcDncKGLUILwR37oqMADpj9lUuSVoI5oLLZDTBI12vZZQYfvOTdZ7aX3Ke98gzzVoWZEm+q1uxoYEi0IsWWyFrOcLXFy79a7bzFfFuh1lNstR4Idkz9IXTLGfG5NKmxVhOoggpEUYhEoMUGmkM114S8RPf1uLX/2I87f4ZKm8rBaGVQ0elYBsWA9D8kcmLQmo/Z+4L3tt0BvMQ5NkGFMLi2vWka2gQKj1GMfzU/HxLV2syXhO89dVniWWX3/hkmcWmQCmJ5ylWuh4X7Zzksu1jdPsx+qqXfRuT43XueegJ/sn751lq1fF8icp6jiLBlnHL2SBicgwCL/XCAauGxzu0CIuBDhcEVEM/fFSOrPa51wa3A/Iw/V60BJMh0GWCTl0TpWJ0OebuRwL+6BM1mj0P/Ex7ezl7Z+WwOgf26kysXTPecPJ7DZ1SFOKr/MMR14RR1s4yHDmDZ1nFHAQpW6e6d8RVSSRGWIxw9SnuvRtrJmJDvRTyw+/s8MTzPnc+rKASj7CTtR6hEcPeUjMKbiHE6J6QBZDnWc80yQMM7cAU5CKbpWNtus9ltlIMh0cNK3XT35G6ddnuHYEPM+OCdWOTrJvW/O5PR0jpVuxSkHBiLkRNfBOTszcTR030SruKUBUaK3W8ZJyt436+B6WWUPKhXna1uEliSLSzebItjljjohdrB0Z2A1ijpntoB36d4JartHZWPCWLNd5JmuiJkV7E/uOa3/54ncNLvrME0yZihHJZy2JB1UhQbEfiijWrBlfr8BcNMr8Wba/B4hcEm6NSZaSdLQN5XlKbVR9KjBB5AiiODBdNxvz4t7c5fl5z6IzAesLdVMYdgZGagUknIRRTimkVopUvDvKi+zHy95mvnt4sIgN8qr3FSDA9rMUZnpfh8FWt3Gp2brFKt+9TCuLcWZPCYsOQjRNVpqc9otBH++nWH1UfNk9YapXsog1ncPtaEHhOWxZ7CYdL8xpB5iqJUpxlstZzlMUzyTHU4CPJGzXcNz3fZlolqe6OkSl7+0HM+Zbgl/5gjE/fU3W6WznHBOlALiWp7z3K3jmLZ0skawOdVce/FpGPrnOrwP2ioM4kSo6v0YymLYA6TYNnOnzI3BIhFEK4lL4QGi0Mb391j2Zf8L5fV8ytCAhGriSJVPSNGJUnWXLHpszMizP58JgLGdFUoxfLXpwcSiW6dcye72q86qxl59daGISCRlvT7Su0svnqKhXYpM/Mds9JtUShLQKpvPNayy9dsmvdG23cQcps8v/Q2C9ubrr6MRJQFrV10YmQBZYWqySJ+JvBnbG5XM3eeTBZ/NkFlSGGz321wt2PldNaE1XQ3W5+iJdq7+Kk2NXDNC+QJxQzuKKQBxsWWq1mcZFdcCtGLv2FFYVZQ8GwwGh1bYpr6HW62eaSpdCBL1yGUxiJkc5VMdK6oDPWKG14w40D3nprl4/coQiTDD0yDwgToxlQ1ONF5oW8szg7tgLIE1kgwRE7Mb2TsxKBlMWFSTuDCru+ScEFQM+88EHktjPJYpTheAnD+pkZQH6pWvHO20Sifue3/zvf/c6bVmYnWZmdiL/LxsvUawHViqTkKzztNCpiWHsyTN0Xh18W+iazcQ5q6JisVeK6dkC5FrhHA8oimEdLYN17T0ckIuGzD5T4/z44xrFzpTQd7znmVtmcE0FZurS8lz5VMZkjC8/CkE8pRWFb8dEtVbJzNNyJopDkEaOJntXzX9aSRaMFa8WSgcLGqympZExHKglzTpYumhuyoGWqnnDprohTc4pDJzUmq+sv6CyLzHZlKgScRWJb/fPwVh75VdnNX1jDisF3NvOyKP3c+D4XWLrzLcgGTxnr9uhp9ywrbcNKK6HRNpyd66Or2xiY8X/+5DNHH7n11le6PXrmlwdIaUiSAVvXD0CkW7UNFItNxVJTEg+SkaW1cCxrVgyOZC+L3vbfGtx27YCyAH5ZTMerGM+POb0g+aNPVTlwpATVVG+vsgX9Vc7Ji7H3SFFVdiFXS5U0MHIbsK6tSNZ6XNB4nAWVa0qXYQubLHT9yDRln+22IY1wgSYWIzN5YklEuhOy0EQDyyUXRfzAO9o89pzP8YXCwaR63EpBbCV9s9pNYViQVbALBW4RKLorReYWuV2YnlebzrMs/CzzY07txlU0nt1TYWRZaUU0WjH90GU3u72QnRf3mah16aoQSDeh2rHjCpBVTLdP2HiaJInwlCU2lr2HA46drSCszZn7QmmylvZeq7z1f4S5i/p8CG4pi3UmQ/2tVcRyS/DfPlrn3qfKUCrKkgzgzhb0RAHYq45hJKagCGYxAvbsPIxobzHy8nU8UkBcoL1FLlNkKhll3vEj0k0HbK7PZcETFyKVKta4YM5IhJAkQjvJIQyia3j1tQP+8Xta/OIfShq9wkGngadFE0npZIkZBXlaZDICaEXqPq62ECG3C4UaeuakRV7CukYMk16PoTTLBLtj+Gw19T3LgbOG508YbOJWyTgRTM1s4uorrmKl1SW7t9ixfQOXX7b7zn53+Vc87bNl/Xk68Xl+7442H77bcm4hpD9wxnk+KmvESSj62cOlXIkXCyLXBnex5HWYxbxQpmRWoEyTOKpgCQ6k5Xc/XeUPPlmjHaWFVKs97zywHJbCrsXewwzmizlFq+omivXgWZXh1wF1S47vIatnM/6KQSeFHYoLm6XaQq/mBYFoYb64qzaUGOu68ZNYU9Xw3ne2+dFvbVG2MSQRmNg9bQw2wVpDaKBvITSCyEBsBFG6+0Js0z0t00H1Sba/zqo/cxtL2ZGfi5sIJ7Ywji1n8Ww4qFtJlbJUAsPmdTHveVODH/xHp/FqKxxaDPHKNU6fa/7Klm2X3FmubhgyeLW+kff9f/+2K1DHkiSgG1a478kK5xbLbB6T1KYsUWLw3V6Bo5nLYipecSFjF0YaZxr8xcA9ZH6zBrgzpl4jDZ+yNzrhhcM+f35nlVak0w6dgjSRhcBS2nzOyZqFY0V5UgwuYTTgLAK9aEZkTCdeHNzDcWmrwL1amkAh+BqWkuZTfoUDsyiyuBQII50swel1k2ZaE6FyFo8jTS2I+M7Xd/nSQyWePigwIrrgprRSEJq0gvTFmLwQeOpVTJ4dn85v6eEyl++OjKtHyV2hkcH37hwr6fZaCjzDhgnNVTslr7h8kTse9Rirx2yePXjsYx/9Z93vfM+vFz4PeMsb3kWtUuLjtz/Apz7/BL722DpmmKy6jvvialr0uUfGN6x6X2xUkIILwF2s6c6BPcLcScrkBackr+0eAl3KGOUn7D3i8RO/PMHeQwHWG9XcTp4MpYknCgGlXEt7j7J3sbZmTXtQjOL7wuE/Lw7ynMGzxE5aTpqVbTDihRf94kymZDssZPLEzRR338Om+yalCR+hUpltSIxyzBhartwV8Vvva/De90+y95AAP0rvrKImVznIi3JlxBcq+OT2/2/vzePtqso04WettacznzvnZp5JQhIgDAGZRVFEbVtARaXbbi0HtEutKq2yrWppv8KpvnIoy7KtVqGkLbVERFAUGUTCEMKMQCBknpN7b+54pr33Wqv/WGvtvfY5NyGoELRr53d+55x9zrk5w7Pf/aznfd73hfGOZ2VFA3KzsORES4ZENXolQhVHcAEwLU0KqwYYAOKYYmwygJTdqBSbeNPpTZDCCRicdz543ADQBvBTj68iV8jhmedc9FVi5ClDJS9VVY+jbbIZZSCbpUwtnyLbbUqDx/QtaQc3tcDtUKELGkRKZ6zI3e4vUZ6TGI4boyaA//WTD1iH9wAAPetJREFUAh5/JgBnrA3YCtyUaMUkGT8isxGcIqtYtJXdZVf5JvrYsa5jx9FtVlYTFsjNbaE1YqrpickEEgLNr3UfEalmXqrnqx4qRHNyTlTGRWj1hRMNbgCcSDixxInLQrz/jVP4q684mIqJqviA/rDaNCUoQ0vokrUkYqcla8orbgFaAklznDaQc5KascygLHXwKXBTQnTCSkAKpmmZoj5hTDDVcBBGanZRM4rQaBRAe2YhjmptBxOAoXEXZeFvaTRKW1fOqSx0SYRWJNGKhKYZ9phsa5KZkQEz3VytVmpUZsDtMGFFaqtYgViekoSDZyM3ZULzbg1yohSTBgeuuamI6+8soEVtE5XboXm7RKpay8Rz0p69nM4WmwW2LXulmW7Sudi0Iry5nURtiYxAYPPwlKaQ5I6tqmTqNjWATRRX1IRAQO/XjkNoyiWSrKQGuomckPBIhEvPr+OZnQzX3FhCLYJarJiZTHqhKShDmKTgSaJtA1CFyMJSgwis90/goP2Dy4R+ZMrm9G8Sc8UCYi7VzHo93jvmBFFEMVUj2LXfQXfXHCxfVd46b5BsCVvpn0/cJF/+0pfw+otetXWgu9DXU5w8Z+HgQewbBcYnVeFDEFD4HkPgUT35QblNXVfCc0xj+enG9ZmILtJuryyV/hyrGodOE7lTxSRdWDos1iaqGLVI4ts/K+Az36rg4JiXVudY3alAGFytd6eat0zsCJkRhJnqInNWSosR0jOXmuVutG9C2qbBEbs4JNXB0ylybZZiq0IqUXEy9Ih0cP+sjCk7zjLEOtqMTm44byoSyPTAA1ApcaxZEWKyTvH0NgdhRKwInP5RVSyRkhQDTHsjsI5u+yzXdpPYR78VGFI6nM0vOAzwXKCY4xieDPGL9TGC/Gz09y/+2vbtu7+5cuVJyd+h9h+tll0Ui8Wfn7x8/HHpTWL7UAQuAMch8BwKz6XwdCGyGn+tx/M5Qk1PaJuskHZybat4tyvgDbitdmtZndtq+UBVZU5CTwKBm+7J4bPfKuPAmKtKbxJQp6oJ1ZzbIzIdeU2tdPxhytAOZ5G1M5XtYDoK2v28W9Z/Ms1FpGasTtWkvae4pi1WcbLpUiuSVszmMTWLc0ZF4pPvnsAbz64DIQcEV4qKiAERATICBFcJFwE0BRBKglAAkSCIpI60QhXIJLe1ehIb9YUj3c9l+nyu+34nFz3wNRaIIokwUr3rHUdi7uAE/OIkHtsWPu44/s9bcfYHYPadr3/jWiw4Pr9ry/7WqT++i540PupioEpRLjAUAoZcQBH4gO9J+K6Ep6O3mR6sxvapOZSGrjC7lbGJ3G29TFQkzboCO8BtVec4LIbjc2zZ6+Bz15bx2DM5VWNm0xNTY0lJErk9YqajpddJ6ZkVvbNldlbEToBOMvvNvjRaI1mvHE0E72iib0XudA5lehB1jA1vi+Im4FLTpwXTRPokmlsHp36eFEClwpELJNY/4WJ0jGqBuyPsJpFcFdK3t/u3wCbbj/xpIoGRQjH9U02kp4TogWPAQBfHioUxvJy4Zc/+p772X975wcxLnfa/dWhyFSghKHub0TUwie6yi1LBQSFHkfOBwJPwvRTYafQWaQP6pPi3zSzFLLWESGtBKXRVvaEkmo6QrCRodG/H49i6z8H/+HoFdz2ikzkJqFPeDaKGo6aat9Wlqi16H7agASkn7FRM0p8zSwmsTl9HHbHbfmhTB6A90+kCE22LTq06EJPp1M/T8qFyuCrJMDkYRPqeOdH/CRjUZBr1n9OGxHkntfDpD4zjb75exbb9AFwgqcoBEs93wsmlmmnvWb1SlJxvutBqnp74R9K1RPqxUy8OEh2cQgqhnyshJYMEg5QOwqiE2YM9eMNZ8yGlxF+0fbcdAH/v2y4Ec1h4000/wfbtW1DMO8j5RAHbBTxXZOa9Oxl+bfPudHBSRjEhFucm9mAlo5JkEznqvqnQUeP9dgwxfOobZVx/ex4h1dOoiKV5T5PQcbQokHEKHqZivqMNRiZikk5KYvESG9AdkWgaYGcwLTuvM1lNaXWilSQBv9LItQphgC0liKQgQqj9WlFRVgLzXKo9K/paSBDd7j4mQOBEuOxVDXBJ8Ddfq2DnMPSXCAvkSkmRlCGE0a5V6zYFcGLWpknSRtC0gWfaPVdNyTMmPzV1meiEkdQXAq6nPISRRLOlWkR4xflYM/cNIee84zvuAPjsmT1w/fzHV62Yv9wR+8+FqMN1FLHP8utss3lbMUltrNkyM6WHHw7c+kKspA5JU/DGIbhzmOGv/rGCG+4oZMFta95UtQv2Seo1cSyNnrYpKOQwkTxZ2Nh8G8jwbwAd0do+EA6PbiTKWdKKwYDbTuaY1gxGTUk81FBFEEbE0NGdaM+HAbu6NmYmqkBMaFI2RghVKpOw379SWKJYwkWMt766DocBn/hqBTuHzarVBrlWTihDrLtecaGTNkR1q3K0T8ahCsCcqPEqpj2G0J9LUDM5GeBUghleTqHGl0REYa/JwQhQrRRRqs75dXfvzI+PjdefH+BeUMCWjbdOzh5km/hkdFZtqsWELt2x2z6QjoqcNErbRcEGyMkYPGIndYS1z1xS5YRSDkY093Zi7B9j+OQ/lRW4Wfti0rbBaqWEZH3eaRka0pYMFsgzkRqdtzM2WJKlLZgW1NPohkgYyDRRniR72o1WwviniWUrtehLsvgkxnKqPR4G7Jq2mEbyKqlCE08IN++KyCQBBKhFngOJSy9oIOYEf/nVKvaPWp9JWG8dEpIwxIKCayYTEwJPqsykQ1Uix6FqhqeAarvhSJOyJxrgVv2ASIOP3TteQvVAqcWS10J30/dvuG3y8ksufH6AJxFIjF25cE506uho7cSpmodYpJmx9Ec3ZWk2HUmBnUbmdnBLfZunkZykAFd/J04AThkHd4Bv3lzA9b8sIGRMFy1ME72JGtnhkWyFPMuoJlmfSXIfndE7A/R2UMPm5yTz/bXD9vm26YodMhX2dpYzo6ikicIExASAbusmiVBgB1UGK5lSE4VPlYnp5Ocy+VuESzjguOzCOjZtd/D5a8qIbfQkFfT6aFNDxBEKgpgAkXZuulIFHDPPx5Eq6HAJMKEOAKZvs2ThLdsCjmLysQDGmxR9ueJv9o9MXTnQU5z2e50W4AuXvQb7tnydc2e+PLRrCJUgggRJtFRzSoQ2w9seEpueUKLkP9OIxga5KiKYJoITno3eDgdc4Lb7c/jBbXm0TEWOFbHTi+bdWudOaiytNLw9oThT0NDmIDzibbQtLBMkKz6bBffh4S0Pc61ua3qi2yggA+6Uf5trkoBepml7vQCFOQgNVQEUNYHOJiZnB9PuXqozof5M5p15hOOtr67joWcc/PL+vBJGjA6XWh71G2KQhIJr+4BKjBJFGaUKQo7QCTehAhAXxj4hdeRWgcNuPko0g+AC6OrmWHPSfLmvFvGPvu/Cab/jaQEOADXnYoSi+YMdw8NLl8/YW+jvriEfhIg5Qa3hIYwdSO3vTWlI6vqjNoCpMvYoWpACnlgANwcAI3EKcIeDOsBP7w3w8a9WsHF7oAqGbWpCs3q3R9ISNKardBKKYvtNaHZhaWvfJlkznaFKgYO0RXFLVSHTgf/wME8WkjpT2NlR1gavsdB2RnGTNSc6lZ8eBARE9xRPeLgJ+2ahmXyulKYQIZWqkmoaAAdWLojwxY+M42MUuOXePJJq4wy4hb6oKhEpLaBDrWkcvfh3E7BLOJTAEQA3FhBzlpEEzZhgogVEHCj5BDPLAheeXKn9yRVrfhDkcvjCn03//bLDfO/4hy9/Ce/7z697ZLCv+m4SPV1pinHc8VgMQkIM9gJx7ADEeE90F1eHw3U4XBYn7dKYkw5ezTTDbCsepm1SIGMC1ANuuifAJ75WwdPbfT1ahGWBrSvjjd4dUKknomXpidPG7Zj1WJKtNMA3Wcvkflq5YzRuWw8nlOgGR22tpa0LzezLWgGmO0sk120HlJ32Tzh/x1ogVZPtsw0yB2l6cCJzn3ScpRLZk6iDaaCb44SlMXYdoNi03ZleDzUHiy0F6QNaQNlpY0kQSp0YSka26IabSWmfcjEeagKL5o3hrNWjODgBxBHDuWtP379//9QVp558WnQ4HB82ggPA4sWLUK+P4eYnPXz/V1Vs3xPg7FUtvO8NMfK+Cjlmclkymi8BaRq5k/Ip/aGJLr1Sp3QdwW16wgSIA9x0Tw7//WsVPLXV14kcG9yWoYpatZXEmgNPbKfgdBertQU6QdbhErTuT5fVTH5bjZaj4d7qR7RxoGSR5D6xfChIXYRKI5cJ906rYuxIbgdVSxPXPBzW5zLdoRT3NlKi/gPQ8qFp6RdKrFwQ4jMfnIAE8LN78uodMuOBFIAwVQ2W74Dra+064YSAgyImBC1KwIQOUhIIDECZmhQxs4vjivMEzl0lsem0CdzxaIAlxy1BtVI54nd7RIDnKv2tPUMT79+46/gfNsa2FJbNcFB0S9i9P8Ks/iZyfgjGBFxH+UIcK9tIqQG2SL6YFAAp0BOqQiQI0a9zgFvuy+ETXzWRu80dmOHfJGlW7xpQW6qJAbPtL5nOXJWCm3Tuy9AVkkTD9ghI0BkRj4Ry20EI0sbFOxaV+jZJveGEZZMlCS0RSYtufQBoQ1NS0p6mqIx0CFgiApASfPN3rH6UBBI8BFYtCPH5D01ASODn9+X0kW/0Tt3V3swTNGsTYn0pRO2XesSKIA44ZYiong4B5b4o+wIzeygak33YtAMo5Zu44qLFtaBK3u/kZ7ZwhO2IAN+xsy7K1SUPvv1N/kRe7C9QItFdBgCBKKbIBzIZf+25LXhuBFdbWCnlGZ+wGahkS2HqM4okylMqIBjFL9YH+NhXyti43VPIpUx/WdaikrYtKk0yh1qLSUtWmk7jzlzTFNzTZi1tHt7Ozc2Pll1xtuE7i3TT/s4qtE9BbyK3dZ0uKpX8Z/NxYUdxqLaDxCR/kLJoYYGa605CROh5C+0KSzs3p6pbLRIJEUAosWJBhL/70wlISXDb/YGSG4nUkVovEDp0UvW3jFFLvS3VykMwFy3mAWBghCCQKqlIJLBlNzAyzhD4FfynKy6cmDt37oO12qjAEbYjAnze3D4AzvDUGL/07FesvGvn1ofdQo4iF8SKazscnhsiHzThuQ1M1GPsGQKoo05FxPrFZvZzVMtCaZ4inb+YRHEKCEpx50M+/uyLZTy709OR24DbVkvUopKQ1ESlxo2kw1rT6C2n4dntC81pqAnSiE6OAPokJrYtLjsC1fNsGYmQ2ItLo6a0LTihfeAsTf7AJHakTHisUVhShCu5UEVss/AkupUDTX8TKAmRJD5ZQ1mQ0BciGNDiWDEvwpc+Oo4PxcBdDwVKmUkWmyQ9coWEIyXKFY5Z/bE+s0j9xVEQyrB3KMChqRxCnscUXASMIOQEjZbE8FiM0YkmzjvrtGhoNLp00ZLysMMLR/xejwhwQlwcGtqJeXPm7Zmcqm194unHjqsUQxSCGDk/RDHXRLFQw3iziQ0PE3z/zgp+tr4AwiiSSC05HMFx4ekNXHJBHeed2sJAQa/PDe+jKn172wMBPvL3ZWzaYSI3bQO1oSqqCZFHVbbSFA8nQCbZxeR0qkl7vWX7nPUjJXzsqJ1RS2xU29Epu9tqTzZNOl9mozsswNsFx8SkvYXqQJUBPSEaiNlBDYSm3hVC9GtheDE0nSTgwtAJmRwciSZOASEZiBAJfEgYY+ncCP/4F+P48BeBOx7wwanFu/R76S9ynHtqE5e+qoELT22BCJpMcgZRmfJb1nv43p1FPPibCvbVyhiFj4BR5BwBz41x8gqKk09atHXW7IV7Nm3eieOWzDsiwJ83toyN7Mb3b34IhWLp7Li27e4qeRDzZ4Xo7ZpE4E9gx4EWrv6XIu5+qoxD42YcCNU8kit7JQ9BohilYohXndzAf3l9HaevCtFbUZ+cS4I7Nvj4078rY9NOD9KlyFTj6NNX2nJNtVsLKOATCY+lBcQOtaK4UU2s+3ZGzFZJKCGdB4OlnCS3DSen9kFhzSuye6MYxaStZwqxDkZinV2S+4ZWUUva1Aei3aXXnhtqZLXsPt1sidnZ5GyTpbRbQVvBd6Y9B7fqYrXCRc1aS10TwkFc4NndLv7078q4c4OvcyVAb1Vg7eoQ77q4jlevaaFYAOKWi1i44NyBEFQHCwEvUK0g7nvaxf+8tgdb93XDYTnMLgsMliP86bvW4MzTFpwzMTGxjvtrsXjh7N8+ggNAtWc2eFQHdXL7Rvb+et3wjg1ndxUOIeR1XHsLwb+t68Ojz1YBL0BQpnCJIoBCEoRcIhIckjQhSRMTNeCG2wnueMDDh95Sx5+9s4ZaRHDfoy6u+kYJm3a4GtztF2bdJll/N01T8EnrNZpq4CkXn4aWJLen596Zivq26J3wUyvCZ+ynyVnw8N+tFcgTvk2sqJ1wb+1NIUhL1hK/iqExwmpHbJiBrp8UIsN2rWuzj7YtH0RizDKRHMa8JZlerJrCZVUxRKkAiSWWzYvwD38xgU99o4T7H/VQiwg+8o4aPnhZDdUih2hShC0PUeQjjH2EkQvOGYRU3J81OAI/xGtPbWKwOozr1zVw3W0D2DyUB/OrqDur1nXPPH2fU2qhUg7wfNvRKlmYGv41HKdw6fD+e394z4ZbcOsjAX5ydxfGG0UUCgxFFwiYhKdX0VwQ1GKCsYigEUWQcR3gDRXRQ45KnuMDb6lj/wjFz+7xMTLGIBwL0JlkjpvcJ1RRk4BIXZ0jk9EiSRuIjsito1oCfhvobZo3MZEy9XxnPdx2VG67rw+A1MNNOh63I3hqCcA0+9oOSNoWxZMzS1rcTUwLvOT5VhbXuDtNRG+L7NmGpmkkVwUm2Whut8gzvdgpjcEIV2KJSzE0xvCzezwcGGG48i11VPIcoiURcxdR5KMZ5tBs5dBo+QgjRxVJEySqnO+FqBYbqIctXH+3ix+tq+D4FRfhNWeffNlUvXH95RefdlS4fd4InmzeMvil7geHdkzd+JOHRt/04zv3IZ8LMLMLKDgCeVO6pn+EmBPkQgCEocXVfEabePZWBGbM4JBMIm6SdBBAwgnbo7eSBJOqeIqEiiTDWtvAnRlP2AZgG9wd1TyUWNXz1iKz3RduRWmib2QSMUeIIoZnS/u2UdiIjspGLTH3ZZrZMxw8kQyh3rdINEZtndUtHYigEBCpC1AJJ0lkTxeYsPwoQtMHCUqoUmy0O5ES1fhTqS5CWwp0H0MJeIHAgYMMB4YohscJKoVU2zeNMRstD5O1HOpNF7EGuMMEPJfD9zw0mgECL8IlZzZx5smz0XTn3rho9pIHG83Ro4btUQO8WB7Az+/dtqN/4PQPLx58lr1y5eQbtu9vwWdA3pMIXDUN2XNSu+N4HRiuAbKlpxxKDkQSC2fFuOoDU7j0dQ1MjFLc94iPdY96qa0vkdxsmqLAaPu7ExpCO3XvjN5tJ3raaElHNytqZRqnoS62azClK6kkmFIUkgDmcOfJZDEJi6KYx8w+aJqCdHFqnqtG7OnhqlYLY1V4bCgLEuUDVi/j9G3ZzYssa62hLUT5CETiL5eQuniZSKGLEbSWLYUCOJV44hkPX/xeHlNjFCM1iqveP4FFgzFkS8BhMfIBR63OcGgih7FJD0Iq3HiOGrkS+C7yfoRaw8HwxADKPYtvPn3tqg8DW3YScvxRA5wd9TMBfPfbX8F7rrhw/ITlM1dt3b3v7F17RlHNM5RzBMU8QSlPUSpQlAsOKiUXM3ooTlw2hv7uEezcFSMKOeb3h/j0hyZw2asbCCSQDyQWzOTYsNHDyJhtnrLLz1TbB4fo0jOd1MmUnpn2FFb0ZjQrEaZFxGkZmHksQyMS/k06b09zAGTS8wmlSW+T6Q4KS32xZUZYIKd6ZwJGi/9n0+4kuTaxITMRbZrMqvobMnvg2nDPvJ82R5+5Jmaym/IYMSJAHImnt7v42D9UsHG7h5gQPLvVwdAow5qVEbpLHK1Y4Gf3ubjrsRJGRiuYqLmoNRlaIUUUM8Rc1YhKSQE0QfP9qA6cd8OBAwduGBg45YVA9gVQFL0NzOjH3NkzP7/gnm0LD+6rvbVZm0AxR5ELKHIBQz5gyAcUhRwwsy/EScc1USqNYP35Eld/p4CPvr2Gt1xQh8tVephQ4Mw1LVx0VgtbdnsIk1/cfLs6eiOthk+id5sFNquCyI7o3HGbWJQlA9x2IJI2IGUBawVAPG+hw2G2TAMgYkVspBI2lVCyGjXNcAgSTy1gNd9Wn1/J3sQK/TBeKqWb8/aOr0obN5FcaH3ctJ5IiicISZp/Kp2eaIqiihN+fm+A+x71kzlALQH8220FEAp85PIarv6XItY92Y2cW8bpC2IMdEsUcg4KAUE+oMjn1Dz6VkjQ3T0Hc2cc94OeuUs/36rtfcHf6wuK4ADw5S/9I+YuPrM1OGPmLYeGdp3LSGtuzqcoFlxUig66SwS9FYkZPTFm9TXQ111HpVTDA08r78FH31GDLwni2IGUDiQU5VgwKHDdL/NohO2GKpXscYiSBRMrLM0WEE9nosoAPonspG3xhiTapqBPwc1MRLYWm4lhqm0ftaP3dAeJfQB00B60Rc02Xm/vs+hPyvWt00H2hmWgyrw6E9IzQLcOUpr5f7LDxYynyLhEGeUYr1Fc+fcVDE96uk21+j05CLZvpzjpuBCjkw4efroCQXPwICC5AOdCV92bLgBALBy4Xtc9q1efeNn40HNTs+ad+YIB/oIjOAC8+4rX4+FHH6+/821vCK//0Y2oTY2jXGToKgLVEkdXOUJPpYmZfRPIB+P4zi88fPKbXejKx3jwsSbOOxFoRa7mxxEoiVAucKyYH+Le33hp8kNnFkz0zmYq06SOnaU0nJweDbgT+jE9uBMw03awGjdg2vzH5t2d2/T702xupoItLXRIArS6kURyw8N1RBdU6rWjIuaEphOEExIPAnusn0zgK7LHRFL5o/5xHcVVck21gDPzOamk1kQGdWp4eruL8SkGmUzRcNUHjDhOObGBV54c4Y1nxSBkGN+73cP2kRyEEAhjruZexgJSuCAAiqUyVpx0Ubh/lNQXL33h4P6tAQ4A8+cvgBBiw8pVJ5zx5BMP5CoFid6uGN3lEL3VJnqrE5hqjeOG9Qxf+N4stEQOQjYxMt5EsyHRaDpwWAzXUV9cd1eIt72qiQceKyByzLdt695SFw2nfQ6dxMpqg1l20JXDgptmqUkHuGknuO2ImjoJs83b2+2jHfCW1gMWy5DmYLE8KObp5iAwB4bJWoJC9QNvAzmjJNG/k/EjbSCHBfL07aQFEaZ+kxJVDqfGpFDthREJRYEufuEM+N7tOYwectUEaRaAMB+MMgjOUS41IHgVRDD85eUtuGw/fvlQL7aOldCKJaJIIObqU1aKOaxatboxb+7cDYke/1ICvKerjKla7ZMXXXiOZPHej8rms8FgX4zeah29XeN4ansDn/1+CQ8/14Oy52HWgERPtYBmcxb2HGyCORFyvjKCUcZBRKSmcyUkV6snINocj+l9JsSK3G1y4JFpSVYxSfRqA1pb105AfwTKYdGABCgWC7AhZSd4MpwbKbghEzVPBWFBlMWY2l0b2kCuFSMDcqor3lM6om6b9mrWclZxb0B/50K/REmAnJhCCZn0KE/GGOoonvTepEAyA4l58F0HFRfw8wwu6cVTm7vQ3yVQKdbx8beN48K1e3H1v/bi6a1dqEUUA5FEs9XE0iULm0uWn/llCf+vPT/3WwP8tz80ABQLBbHl2Q1XLVnY84WVywrh7IEDGOg9gGf3TOFT/6eK9U/1oz/nYVGPwKJ+YNVcF1Gzir3DZdQaAcLIRcwdCMF0SYv+DZCCu71RvV2dkyZx0oRHZvZ7G7hTJYW0KSadC0yaAbkFbqQgbjditUduBZgs1832AGlDvW24su8bkMMu30JaICCQKRZI2jEIc512veK62xUXer/exyVNn6u7YnFBk+fxZH96kbofuZRUm1vNF6Scn4y6KDpAjy+woEsgTzw8tbWKbXtK2H2wirHJXqxdmsOnrxjGcXMPYtdEE5tHIsj8YOjker9w2x33XOUHuSO6BZ9v+60juNkWz9kbds2ofu7BB7rCH9/lf3podJKu3zSArbu7sKgXGCgJdJcIuisOqiUHgEAzpAgjB1HsgGvDDYyrjZgvSpU7sYSepBU6dno+28LZAjdTFdudXo+s39vuWJWptmkDd4rXNDOZSQDBPr1nZUD1wum/Pyk7H7cVFED3BbePf7NfX9uRnAilZpiuVgCU6qI7wlIh04NOtJu9Up08XbTS5LOo6W1m4JVq/SZl2gqO6sb85nUOBXJUInBUTx0JibEJgf2eq8fCE4Qhw/I5Y/j/3zuO9ZtGUW8Nipj1fnrH5Mwv7p4YDn9XfP7OAO+e82789Bc3NXLByTfOn1f8n7c/cDue2VTBkpkEAyWOapGiWlK6eDFH4Llp4XIyyUDviE3FhzZUqfHMbYUMJjPZrphYi0YDbruBZruGnQW2FY0zyki6H8im5VMAk2mid0pM2gJ4B7jtDKZ5nuy4k4JcubdTWGZBbrTpVEKUAqBSc28TYfUoEUmzR1eb7pIc9GZEISdUyY9C6mr9tMehlBSQqmdJ5rgm6fohiiWmGhxjkxSUOJCSIOYUMadYvSBGI5yEzJ0hB/qX3RiGk43TT7/kd4Xn7w5wADj/lLnI9ww89/Dj3pWvOMP7+vjEY3RWVaCrxFAqMJQLLipFikJOIPAEHMdqJaG9DyNjBN+5NY+YpX5vldixoncboBPfCUnph+ozSNo4eCrjJZTETtGjU/bDYcBt906xwZ1GbzuyH2GzspJJyt5+LMVaCnKZ6h4UqoKeak4uZXrmgZCZBXGmKp/aLdXS/y5TTaSre5ScosrXTF9FrheflDB1LSiYBjpihisubOLf7oxwYIpDSIlYmkabEq1QoN7kmJhS8zu5YIhiH2FEwFgPFi48X0xh5ZVbDp71XG9x8+8Dmr8fgBd6T8RP79kcXnzmWd/65V0782et7v1SszaCSslDzqco5ilKeakA7nPd/s10no3BnBDX/yrAxm05SKZ6C1JCdaWOVTBM0uvUFmpJgRa4M4YqE60pkhbHGa7dcbsdqAbcnZE7s6C0X2vACSSBcxp8p4KKtajMPGDfN0OaqCERqT8F0PsEIEm6IDXvDzpRk5TIUatcTr8bbsmWPPGmCAhQ3Udc0xRBwYkAFaY7rQAXDnjsYsWCJt5y/hT+6cYCuBBocTWHsxVLNEOg3hRwaAwA4JyhFTKMTzE4/kIUe3v//KQTz/rWSfETnLgnvHwADgCvP2sx9uzdz997xcVbnt34+ORDG+4qTU1NwXUoCjmJYk6gkIuRD2IEXgTfjeC5EYIgxIFDEtfflUcr9gDfA5gDhxIEVGb6CnZUxdsXDe5sat4kX6YzVpFOekIOD9bpaEn2+WRacE/Hw21q0k5RnhfksDg5sTpYmYPNUG8rkmfkTagnSEhNXXTnBxv01n9KuPalcOj/h4JwCUopuI7glDPE1AGNHeRzDJecX8MN99SxZzRA3cmhHhMEEUE9VP0HKRGQiMG5wNikRKlUwqkzz5lcsPzELWNjB3lX1+8H3DDf5e9rKxZyKPr1m0895cQPnn/e2Yf6uovIeTGKeY5iPtYAj5DzI/heiMBvgnlN/PgeH09sKkK4AUA9MEIRMNPueJpMJWsDuwXuVFkhlqpCsvtJGuUTW2zbQWAGkWa9JkcPbrPYtHCdQY+taWd08EQdsQxX09w3k8nSLq22mmImm6mFnLCnn3FiXZPkOZwjuR9zYj1OrefRdB+n+jHlDOQxQ8xdtEIfq5YIvPnMCbhhHa0wxnhEUAsJ6i2g1pKoNQVqDY7JegTPL+D0M845tGz5CR/csWviZtf97SXB6bbfWwQHgIou4Z+YmLhuyfLTnYkp+fmdW9b15ZxRlPIcuSBSAA9aKBYayAU13HIvw1d/1I1xUQTcHBhjyDGJgAIu0yO222ywGU5+BHAn03Hb9Ww7edMesTU6UzWkE9A4HLhtQNu0REffzFAqmU3gEIkOheRI0cdQHJOmIUlhhOLcinvrvy/M4lpCUu1nIencTWYpNCwTwnXdJklbu1FBIYhqWE/NkFmox8yHzfkSH3xzDbuHRnDzeoopUoav7RYUAkJIcC7R3V3FxRedP3TGGa/4yyiKrlu65MjVOccc4GYrl8toNSauOe20tdTBwc9ODv+6r1xowXMlcn6IUr6OfDCFn65n+MT/7sXW/VWQIIDrMOSobt5DZTIJLVud0zaLU4Pb0eJLdrT29MCmCX1oWxBaWrdKANq+kTbHHtKFq31QtAPbdudNC1RbyJApcCGTDLkyWcE66GT651Jwq9coh6wuNm4Hut4vieriSgnJnCFochqxNkI0PVHJHsq16Yrq20nNvpNMmZCSYF4/xWfeOwVKCH5yP8MoLcHVs7ibnEMAWHbc8qE1a9Z+otGIrunqKr8YUHzhZquj3f726s/ijRef9Sih7lC9OXTOjn1TuYEugq5SA+XiOH66geCT35yBLfu64RcCFFyKEpPIUcBj7WYq1SU5uTiqX4YajKUXoYyo1l/6drLg1FFeTYajVn0kzXSjUvet+eiZyJyN0snClZLsGSAxbunXI43qCaAt919GvUgNOMlVJuN5uE3ai8VsIsmk0NOG8gbM+qg1Y1L0/2I1aVNvwTpA7bUKTWy2Zr4PSfRwLow64qC/Cpy0tIG9QzGe2eFBEg8lT2LJnAhLlwwcWjJ/3se2bttxzSknr36xYPjiARwA/ve3vov/cMmZT7R4eVezWb2wp3DQL5XG8MtHgb+5ZhBb93ejWnRR9STKrkTO0dPZMlKgWpi4ZqqbAbee9uZkbhMwRpNpcCq6E1Cq9nUWBlMkg6Joe5QnlmpCMvSEZkBv//jtGVF0ANzCZUe0tO9KPXlsWpBbGrls+3sZs5ZNe6RqEiFNNhRWHiIBNumUK62zWzZvIJNmrArgBFwwxNzRnm4HYeyir0Jx4pImDoxE2HrAR9EleMM58yZXruj/IHMb333rmy9vP2f8XrcXhaLYW96ZLUKUfjC4aF88Xp/4zhf/15R/78YqDo4XMKtMUPQEfB2xJVRzxYiT1EJhIqYpSSMWLbGjOCPpgtGql7TtrRmebNOUNuBkVJB2+mGDGyZyWxlMG4BtW2ZigwGQjSXjS9H0wujdh+Pj5rm2KzEBpUi/v8yCV38GYXRzoloWU53mZ3pCA6RIwp/xpMTa4iD06HBpdSzinCLmqlhBSgJGVelZs+VhRpeLv313Exc8vhcbd69t+vk57+nOdf1oZLzxO6Xhj2Z70QH+ygvfhOHRYV4urr3vuW37Jlv4EWrNXf7MItCX53q+j4rKXACTTYJWrFpJEGnmJtreEiTgTmd2KnrCqB7tZ3lN2heCyY8MZEFstjZwZvg0saiLBRaaOQA68W3/ilk1RCb7ksVmmy0rSeq0f7Gkc2dmzo8Gf3K77XOnZxqiZUedNKK6iZCkkMZlqM98TPtS7DODekwdgmHTwWTdAxdEDSNjAq7rIeYMjFKcu2ZZc968gXf+4y39N7boQf7x97/zxYbfiw9wAMgVe+A62NfVt3jV5Rf2nL10ZnTtvQ/sz/dXgEYL8ByCnK9AWT8ocGhCLfCKruLjyWlRLyoNNVFUhVpgT0vF7OhtaIX5QRIMTMMfsgOj7a1tlImO3LavZTpKInX2kXeA0QxUSp9n3p/hvlS/I5HcRoaeWFedm/VA9mBGCvDkcyg3ogK4hGRm2UgBKRIKxqg2XUlTf6mq4AMvAiExDk142HMwAGNAPuBwmUCtSdBdJqiRRfWQzH3XW9983g0r5q+XC45/8cEN/J518MNtBZeAEML3bPzW/ssu7/vhnIGF73nHxXPGT1wWIfA58gFFX5eLlYt8vOt1LZy9ehiHpjhCQRIOyjKR2/BuquYHOfqaETgOgeuk+x2HwrF4ebKo7LhY1T0Zc4m6kAQZsKI5MgpNdnBsZ4lcgj1tO1W6tUyGLIn2S0JnZLZR5zSR29bH+fNdOBDHmg7GQBTp6xiIYoIwIsntiFNEsdLGo9ho46YKTg3s7SrXsG5jiG/fQvGbzcD+EYZag6HWEnhoc4yn9ywa7+te/J63vrn2w3+45n654Pi3vyTgBl6iCG62U1/xHnzjm9/F294ovjc8Mtu986EZXyzs3tTjYQrdFQfzZ3Isn9/C1n118KgMLtVwRuVZSaO3ywhcJ704jGQWljaVmC5NbnCSJQMkAxaDItkGppSaIHNm6Wg/gRRwhFocO0nSKCOUsKI4salDQr5JRia0qYH9/oS033v6Gc17Tu7bkd2iLnZvFsaUzVYmDYNo8hljLuEam6wyCyDwQ2w7mMcDz7g4fmYE11GTsBfNq+CiVy4YeWxb+c9u/Q2+F8c9+PB/fenADbzEAAeA973nHXgfgLHRse+8/T86Tl/1vs+tv29dXynXQF9XE+XiFEJJwJijXYRphU5KTXSUdtNozRIZ0ErktP26GZXCesjOJEqpgdfm8zAAtVPwBO0lcSlQzIsEVRHTNH5XxQs6YnOZAaUBmipgSC3ymX4Sh6FB5sBpnzuZPYhhUZvUH0AM/dJnMkdHeeGkU96oXuNwbrKjNPGOx7EDn8QYb3AMT1D0TYaYO6sbcxefPbRwyel/tXZt/J1SuYy/fanBhmMAcLNVu6qYnKp9+4LzzyKVovPZoV139vV37cKTu0Pc90wfqgUHeUcoSkJtgBO4LlE9WFwKN6EhtnqSUoIO2ewwPz5gUtyqMibVjNM4KInU/VbVKxNKQkxG1eyTyaJR6CyihKo4V/+Hml7GdRQ3i0y71hK6SzERRHWQ1R4S+8xhfzZzVjBnhIyyYqyzMtXhzRgU9Wi6CKcU4FSdFY0NAACoblXtOlKbq1TqPowcHBov4bSlDSybN4atO0tYPKcPJ5x0ztCy49d+QgLf9rwXJ4lzNNsxAzgAlIoF1Ov1b5122inxobnxl7ZuGe76+o8LGB8qYE5VpXTTlhBKKVGRm8JzKXyPWTTFLkVLDUum+kVqn4YQ2VO3HQ1NLUAMNXDUcGUYlcM00kGWnhhwq9mhSrs31Ejo+khA8VohBKJYIIwEOJdt0VsNSGVWuKZETXQg1kGQnCWknlQsUy5vQG4+HwhJVO5kSJXm/ybaZx2TAKMUMSNwuFZN9N9ijMBNIri6hJGDA4dK6CnmceUbmvjBvWWcf8EFo8evXvOxMJL/Uigcub3xi70dU4ADQD6fh5T167y5Jx56YvPmReefVvxCiax3t+8naOqOSoD2oDgqcgceReAzBB6F56rMpqPtswnwgMw0hJgTxHoQrmkTkhY16P3Qp2YDBE0lINOKGkrTH5wQWPRJwnWQjDM3GjNAtG+DIozU7WZLoBUK9bdhgZsiUTAU/ZE6gkqYfut26Z058NSBqyrSY54SdjvpZD6f8YFwrs8g+nfIZGmJ1At5ZapSjTEJHAfwXQJuorqWFhsNhqe2+Fi56pzojV748TPPWLMlkrmfVQvesYbXsQc4ABCSFzu3Pnvza8++3Bvo2VTvKdN/2rzlfvLI1hrdtK2IgsdBqAKy56nIXQgoAh/wXAUsqnvwpQs93cZMu+MAmdQpmuiaVP9YB0ccK5VACIlWJCC47gXCCBxQUCG1OckqqjAZVkfCcaTW9lVzS2NCKnKVzt6xj+PQBM+Am5m/wWgS0SkxPFwv9DpyAAqIRtXgXKIZcnBuOLM660HnBcw5QejiA3MGEfYZJGMh1o0wXQouGQgYHEYQuKrEkFCJSjHEk9ub2L6/X6xZdZr0y8s+dMHildfWJveFfTO7jjWsALxMAA4Acxceh0efeDrMl/uu6x+Qd52+cstl+XtG//aZ7Q00Igc9FPBdipzHUMhRFAsShUDCcyWYnnxrKIYxaBF9eg8jpd22IpJQFBMFHaaA6ekx5UYC3HswRr3JQYiKZK4ECBFgVgbPli9dpkZteK5QF0fAdVSyw3EEirkYrh/hpxsC7D/oohTIjJ7vOgTC0WNFEiqihqWaIQjmbOE6UEUjTE3GcCjB/uEY45McIHqd4ihwJzaEJNsqEXOJRksiipQASQhJDnKzSan+f89V0Z4AcByGwCOIBYHvcjRadQzV+3CgOfd/LFqw6IfV3u5dzebWcMnSo+8d+GJvLxuAA8BJq1cAQGN415c39cyufe7up1Z6p6+Z+OS2zbsYoxECnyIfUJRyEtWiQLkQI/DULKBGyBBGqmbQYRKuq8DFqETMKVqhj2ZLLfQSrg4VOX1XIucL5HyOciFCT7WOG+/NI+8AhQAIPEBFRQrBZGJzTTmrmk7guQKBK+D7HL4bw/c4fC9G4MXoq9bQEDUMTfVi20g3BioEBVcgcADflfCF5toQyjtDAUemFAIkPSA9RyLwJPI+RyEfw5/RwM8edBE1KEp5IOepswUhAIMqUnAYTdyX4zWOkQlFkcwZwU3OCkAYA80QACQCDyjlhT7QCTyHoFyQ8DyCYtcKvnLpjKs/8Knq5wrFJ/lVH3nFsYZQx/ayArjZeud8BN+47vv8A//5bZ/atnvY+fmt6/5817YnfI/U4XsS5aJEbyXEQE8d+VwDQ2Mu6s0yAArGJAKfI/A4cn6EYqGFmIfYsLGKvQdyKOYpcj6DoxHOmAJmLohRKUQY6J7CVDSC7WOz0O+5gFQeO8OzhbAWhlrGdJiiJZ6jwJ3zY+T8CPkgRC4IUco3UK1Mwh9rgUQBxqfyCImPrhxDxRMoaj0cuvaRaW+OWTQC6YLWYVLbjgWKeY7eagOl4gj2TpQQ1suYpUvlKRFwGNW3FTBzAVAuCDA3xANbBETsohJI1R3YAwIQ0+cUk5HA0ARB0SWYUZVglMN1CCj10N3djcrA8tbCZWf9/RJvxqeeePg6rD75vccaNtNuL0uAA8D7rngbDgxPoBTIT779klfSg/sXnHHfPb+g9UZ0Rjm/35k/OAVOxnHvMwT3PdaFeT0uFs0iyGlwF/IhukoN5INx/MvtDm5eLzGrEmEmYerU6yknESMKNIErkA9CFAsNxI0GWjHHhPQSGuRxK4MHixczdZAYeuJ7qrCjoIs6SoUpbN8X4tdPABMND6uOq2HunL14dncJz+2popVzIXSvBaob2DsMiBmBK5BJ3FAL5L4rkPNVhZTnttCKfYw2CCo+gedI+C5J+DWjgOcBxbzEYG+MNcsnUJcNfOeX/WjFHnrzHID6f/MOxXGzKV47cwzrnm5g/cYSpg4EgIgwe7ArZl7u/jVrLxKzFi64f2ySfVLEo6DOy4NvT7e9bAEOAAO9iX76iXV3/RyLlpxaInLyn2nkvGXn6G/oj9Yx3LGhD8sGfMyuqB/UcwUCP0Yx10JPZRKPbG3hX+/oRn3Sw0BRoBkKBIFQzYagAKPAyRH4MXw3hBMJxBJo6fR0rFUHoaVDwHY5ahsvE5qixMj7EYr5JnoqE3hyR4hPfKMHv36kG2tXNPD3HzqE05c3cdfjDXzyn0M8vLUPBB4oERk1xhPp/5cMIiOpSuM4Aq7L4ToxKBEQPEYjFmhGBGGseLaJ/pSqIdE5T60LesoEV7yyhoefGcGDmwbgMgqHcfiumQ7hYlZPGX99eQM3bziAOx8bxIKBxWL5ikXX9/WU3rtz567JNSedcKzhcVTbyxrg9nb2eRehPr5tMlfI/7fN2wY33/CjYOW+ifBNA/ltmNsPVMsUlUKIge4GfE/Rg5A3cetDAXYNFTCvmtYqGuAQqObxzADG4XCcCHc+7KHVYsj7qX9julS4WvRp+qJf73sxAr+FYq6GRzeHuOrafjz8XB+WzKGY3eVj154Syn4DqxeM4v97zxg+fS3w4LYB+IzBZxK+o9YJmf8T6UGlqEp2mFQukLjg5Aauu02gyZ3s62GrIuosMVl3MavPxWtOm8Sj28uYaBVAQVEPgcCVGJ8U2LLLg8dKuOyV8/GqMws3huycJ/OFRV/hvDZ54sr5xxoOR739wQAcAPKVBQAwfM+je//m7W9+z7ytzz2FfTsH3zRyYDOqhTEM9Ezgie0xZnR5WL2QY/NegVs2VMDgwmfcyk4i0YqTRp5MJrNnfvGAj2aLAL5tZLIMT0ilSCUTiuQs4Hsx8kELIHVc/d0q7nu6F/N7KOZ3C/SXXBwczaFy0AEgccrSGH/5jkN429UFjIcVlFyCXCx1AXCamWx3Bqb6tnog7wMXndbA/7lVIBREA9xyKyb+GPX8OKYQIsBrTxnDTffW8NyuPGbNEejtbuK5bR4Cj2Owvxe5nhNR6J9/47zBxR+BqO0grO9YQ+AFb39QADfbWSfNxMjQ8I5Fr1j2sW0zc9dF0XEf9sWT59z14Abc9GuGS87OY95ADT++t4Ste8uYUZRJMx972KrhvJSpIUtpnxYvKbQ90kZIOpPTYer077kRysU6frSOYcPGblSLDN05gWKOwHVVsmey7mCi5mN0oohTj2viTWccwg/vKqDmuyhwqSmRNjy1eWgym35cCAoeSwjBEQkgFkQ7FJEY0G0rr5QEk3Uf8wcCvP7MOq65OcSCfhcXvSLEA4MeCoVTccH5y++ulItfKVTmPTE5Ee8oV2Yc65/9t9r+IAEOAD19vQCwWUq5GcCTh/ZMDs4bX/KNN7Cti3vzj7PfbBe474kyFvY4EBDgJgprhKcuQKlpho7gTgzmqKm7TlsBgzHPAlnXn3m963Dkgwj7RmJ8944iGjyHAU8i50l4rvFTA62Qot5yUWv6KBVyuPxVdfz6qRomal3o8gnijFUWbXVp+qY0DThN2wYKGccINbBNW4nU2pqm+AmVaLQIdu7vxZnLx3H/E3VM1HrRN3A+/8jZ8zbfvsF53ymnrt0HYBN5vqP8Zb79wQLcbPoH2LRxy9imxQv5axYOlmYN9q2+/tZf/6zcXagV3njqIew81MQTzxQQxRRhbBI9RCVhqEoUMSbguzGGx4FDkz4opXCISHoemsKJTNWOoSn69YwK5PwQm3ZLbN5WQsGlKHgCvqM0ZNXCQWVLw5Ci2VJ9RJbPm8K8/gYeebaCSJAEoB39UABNs3S3WKkMT7FwUCkC1a4WamFJR3CzfpC6K5WSMV0m0AqB9U/H2LGngDeeOwcXnjtYO/H4iya6iuLSgdmDe/7TPLbjDx3YZvuDB7jZli+qQkqxA+jeBTl6/IrlF53+mePYP+/Zt6W4485nqyctPoi94zHGJjgGuhyVXHFVil3ZXQWKuQg33udg43N5BLq4WWUBLe80spSBQEVEA3KHxahHEhHxkXcIfEdlKR1dwCygMoFRTBFGDK3IA6Uein4EITlCwZLo3c5NzP+tzGPKqso5RRQ5OGGJxAUn1fDju3oQl7X5igNhpIxdghMU802MTLZwaE8Za5Z3Ty5avOrQwKLVzuuOE38SlOevnztQHg8jCMf54wA38BJV9LxUm+LNROzb1xwd7J97a3joqflnnnnxn//1R9/71LvesvbRxQuqj5VLpWZfTwHd5QilfASHxQhjJb9NNSI8uc1HQwbIM6SeErvuEoDdfQpIjVGuwxHGHNfeWsRQzUXOVfq4w3TDXL0GiDn02YSh2XJQyjO88zU1wIlVwXWb4zFjmEqqdlRn1ogzhJEDCg+r5jdRKDQQCQKXAa1IYnyKY+hQiFgGKJXyTT9ffAz5tU8tX/O+q391+7cWOV5l6WD/vFuLrDVKCBG+98cDbuCPKILb28xZMwFATNVjEEq/7Yeta1yXYdnik9ipJ5T/abC7udSXm88aGt7P9g01kXc9LJzZwL/e6eDan/cihKd6WjtWCluPM0m916Z1mq5sIcawxTFac8HA4DsSHlM1p64ul0soSkQQRRRh7EBKF9VCCAKuazfTKn27S4CK3mlD+iimaEUMrchBUbq44rV1bBs+hJ/8ykHPfB9BiaAV+ujtm8mXrlh4z4x5/qZqc/TKfY9RzlgOH//Ed+TAjLn1Y/17vZjbHyXAzVbMJx/PBMQ4ao28lzl+V7O++jO/WvdL77GH9vCL1xbXNIhz8vqNo1g+P8Lu0TE4YQGlAHAZhYSq9aRUuf04F8p+K0jClQGVHqeUgzIKhyl64uviDDWLSHVwDWOCZkTRChmiiKk+IjGFlDzRrlPvCUkaGVGi7LwRV1E2jAjGJ1Xf9a27Q+wdKuM1awoYr83A7K7iw2uPH35ktLWAveLMi8OZg73/vdlojS7trwAArnzPsf51Xprtjxrg022u3wMAowA+AAAju2+Hw8g5m3bXLjzv9PjS5XMmj7v/6VH8at1eLJ4lsHuohpHxGIPdAQp5isma4g+uQxGGKdiINVaPENVhy2cSgUeQDxhygQPXoYhjiVpTvb6RY2hFDJwzNS1YCFWMoDOXDiPwXAbfpQg8lZ4fGReo1QUGuydRbwkcrPWir4fCLS9DY2wuzljtPZvry12/b7jyyykq7/6Tt597rL/yY7r9Pwfw9q1n9qsA4O7xsdG7ly7BOkAsKvQcEM8+c4NYvap3wUJe/KutW/bijOMLCNhz+MW6SYRxDsMTTczpz6FcUK0VKBEgRHk6olhFW9cFcj5FpehgZj+BlDE27RDaNchQLqjoDRB4joCQQMhNml1Ro2Jeoq86iUaToBXH2HaoglOXzUXvwDi6envwxMb4cwIHtq1YcTGdvXg2DQJnyxmzcGtXtXKsv9qXxfb/PMDNVql2AcCt5v5jm/bC9/3qzl177y/4ARYt9KNZM/o/Wuz3Xx1zFwdGQ+zZ8iQoraNQEPB9D67rwWEOzjq+hme3tRCFasZndznG7P469o01MNJ0MDLiQsoA3SUKwWOMTca4/RFH9e7Lu/ADCupK5PMuZg1WcfaZSzE64UEQgspucVuZ4UvFao87b9EiLF09eDcQjhGy4Fh/hS/L7d8BfpjtxKUzAWAMwE0AMDWxAwCeOaFIB4QkYmishbH920BZCN9zwBwXlERR5F1y1cXnjL1+pJaPAsIwt59hxUIK6kxh+yTFW1/H8dRWBgcB5s5nGBhsgdAplLp997+9pe+nP/j5g1e5bsFVNl4XhWIJc+Ydj66mD0iHDs7BAUKwbcGc33+r4T/G7d8BfpRbsTwPALbpy7Tb/p33IgJ9b7XyXGX+TCohHPT2UHR3A5MtH5L6WDq3hamQoFYLUK4w5AohIlFAX2+enDIwd/zcNQsP/MeLf7upvv++dW7/F0YaMwh8PCi4AAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE5OjE4OjMxKzAwOjAwo9tdZAAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxOToxODozMSswMDowMNKG5dgAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
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id: 110424000
{'hecke_orbit_code': 9007199321850738, 'n': 1, 'trace_an': 1}
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id: 110424001
{'hecke_orbit_code': 9007199321850738, 'n': 2, 'trace_an': -2}
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id: 110424002
{'hecke_orbit_code': 9007199321850738, 'n': 3, 'trace_an': 0}
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id: 110424003
{'hecke_orbit_code': 9007199321850738, 'n': 4, 'trace_an': 4}
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id: 110424004
{'hecke_orbit_code': 9007199321850738, 'n': 5, 'trace_an': -9}
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id: 110424005
{'hecke_orbit_code': 9007199321850738, 'n': 6, 'trace_an': 0}
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id: 110424006
{'hecke_orbit_code': 9007199321850738, 'n': 7, 'trace_an': 0}
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id: 110424007
{'hecke_orbit_code': 9007199321850738, 'n': 8, 'trace_an': -8}
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id: 110424008
{'hecke_orbit_code': 9007199321850738, 'n': 9, 'trace_an': 0}
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id: 110424009
{'hecke_orbit_code': 9007199321850738, 'n': 10, 'trace_an': 18}
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id: 110424010
{'hecke_orbit_code': 9007199321850738, 'n': 11, 'trace_an': 57}
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id: 110424011
{'hecke_orbit_code': 9007199321850738, 'n': 12, 'trace_an': 0}
-
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id: 110424995
{'hecke_orbit_code': 9007199321850738, 'n': 996, 'trace_an': 0}
-
id: 110424996
{'hecke_orbit_code': 9007199321850738, 'n': 997, 'trace_an': -23039}
-
id: 110424997
{'hecke_orbit_code': 9007199321850738, 'n': 998, 'trace_an': -6802}
-
id: 110424998
{'hecke_orbit_code': 9007199321850738, 'n': 999, 'trace_an': 0}
-
id: 110424999
{'hecke_orbit_code': 9007199321850738, 'n': 1000, 'trace_an': -12168}