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mf_newforms • Show schema
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{'Nk2': 991, 'analytic_conductor': 0.4945734275193054, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 991, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [991, 2, [6], [1]], 'cm_discs': [-991], 'conrey_index': 990, 'dim': 8, 'field_disc': 410338673, 'field_disc_factorization': [[17, 7]], 'field_poly': [1, 4, -10, -10, 15, 6, -7, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 34, 'has_non_self_twist': 0, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 68736254943, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 991, 2, -1, 2, -991]], 'is_cm': True, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '991.1.b.a', 'level': 991, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [991], 'level_radical': 991, 'minimal_twist': '991.1.b.a', 'nf_label': '8.8.410338673.1', 'prim_orbit_index': 2, 'projective_field': [1, 43, -23, 64, 36, -7, -121, 54, 50, 14, -62, 21, 14, 11, -18, 4, -1, 1], 'projective_field_label': '17.1.930227631978098127294721.1', 'projective_image': 'D17', 'projective_image_type': 'Dn', 'qexp_display': 'q+\\beta _{6}q^{2}+(1-\\beta _{5})q^{4}+\\beta _{2}q^{5}+(-\\beta _{1}+\\cdots)q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'self_twist_discs': [-991], 'self_twist_type': 1, 'space_label': '991.1.b', 'trace_display': [-1, 0, -1, 0], 'trace_hash': 1962139377194397791, 'trace_moments': [{'__RealLiteral__': 0, 'data': '-0.077', 'prec': 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mf_hecke_nf • Show schema
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1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0], [2, 0, 1, 0, 0, 0, 0, 0], [0, 3, 0, 1, 0, 0, 0, 0], [6, 0, 4, 0, 1, 0, 0, 0], [0, 10, 0, 5, 0, 1, 0, 0], [20, 0, 15, 0, 6, 0, 1, 0], [0, 35, 0, 21, 0, 7, 0, 1]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0], [-2, 0, 1, 0, 0, 0, 0, 0], [0, -3, 0, 1, 0, 0, 0, 0], [2, 0, -4, 0, 1, 0, 0, 0], [0, 5, 0, -5, 0, 1, 0, 0], [-2, 0, 9, 0, -6, 0, 1, 0], [0, -7, 0, 14, 0, -7, 0, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 8, 'label': '991.1.b.a', 'level': 991, 'maxp': 1999, 'weight': 1}
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mf_newspaces • Show schema
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{'Nk2': 991, 'a4_dim': 0, 'a5_dim': 0, 'analytic_conductor': 0.4945734275193054, 'char_conductor': 991, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [991, 2, [6], [1]], 'conrey_index': 990, 'cusp_dim': 8, 'dihedral_dim': 8, 'dim': 8, 'eis_dim': 1, 'eis_new_dim': 1, 'hecke_orbit_code': 68736254943, 'hecke_orbit_dims': [8], 'label': '991.1.b', 'level': 991, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [991], 'level_radical': 991, 'mf_dim': 9, 'mf_new_dim': 9, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 8, 's4_dim': 0, 'sturm_bound': 82, 'trace_bound': 0, 'trace_display': [-1, 0, -1, 0], 'traces': [8, -1, 0, 7, -1, 0, 0, -2, 8, -2, 0, 0, -1, 0, 0, 6, 0, -1, -1, -3, 0, 0, 0, 0, 7, -2, 0, 0, -1, 0, -1, -3, 0, 0, 0, 7, 0, -2, 0, -4, 0, 0, -1, 0, -1, 0, 0, 0, 8, -3, 0, -3, -1, 0, 0, 0, 0, -2, -1, 0, -1, -2, 0, 5, -2, 0, -1, 0, 0, 0, -1, -2, 0, 0, 0, -3, 0, 0, -1, -5, 8, 0, 0, 0, 0, -2, 0, 0, 0, -2, 0, 0, 0, 0, -2, 0, 0, -1, 0, 4, -1, 0, 0, -4, 0, -2, -1, 0, 0, 0, 0, 0, -1, 0, 0, -3, -1, -2, 0, 0, 8, -2, 0, -3, -2, 0, -1, -4, 0, -4, 0, 0, 0, -2, 0, 0, -1, 0, -1, 0, 0, -2, 0, 6, -2, 0, 0, 0, 0, 0, 0, -4, 0, 0, -2, 0, -1, -2, 0, -6, 0, -1, -1, 0, 0, 0, -1, 0, 7, 0, -1, -3, -1, 0, 0, 0, 0, 0, -1, -3, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 7, -1, 0, -1, -6, 0, -2, 0, 0, 0, 0, 0, -5, 0, 0, -1, -3, 0, -2, -2, 0, 0, 0, 0, 0, 0, 0, -1, 0, 7, -2, -1, 0, -1, 0, 0, -4, 0, -2, 0, -3, 0, 0, -1, 0, -1, -1, 0, -3, -1, 0, -2, 13, 0, 13, -1, 0, 0, 15, 0, 4, 0, 0, 0, 11, -1, 0, -1, 0, -2, 0, 0, 14, 0, 0, 0, 0, 0, -2, 0, 0, -1, 15, -1, 0, 0, 0, -1, -3, 0, 0, 0, -3, 8, 13, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 12, -2, 0, 0, 0, 0, -4, -1, 0, -1, -2, 0, -3, -1, 0, 0, 10, 0, 0, 0, 7, -3, -2, 0, 0, 0, 0, 0, 0, 0, -2, -2, 0, 0, 14, 0, 0, 0, -2, 0, -4, 0, -2, 0, 0, -1, 0, 0, 0, -1, 0, -2, 0, 0, 15, 0, -4, 7, 0, 0, 0, 0, 0, -1, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, 0, -1, 11, 0, 0, 0, 0, 0, 0, -1, 0, -1, 0, 0, -2, 0, -2, -2, 0, 0, -2, 0, 1, 0, 0, -2, 14, -1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -6, 0, 0, -1, 0, -1, -2, 0, -4, 0, 0, 0, -3, 0, 13, -1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, -2, 0, 0, -1, -3, 0, -3, 0, -2, 0, 0, 0, 15, 0, 0, 0, 0, 0, -5, 0, 0, -1, -3, 0, 0, 0, -4, 0, 0, -3, 0, -1, -2, 0, 0, 0, -2, 0, 7, 0, 0, -1, 13, 0, -2, 0, 0, 0, -4, 0, -5, 0, 0, 0, -6, 0, -2, 0, 0, -2, 0, 0, -3, 0, 0, 0, -5, 0, 0, 0, 0, 0, 0, 0, 9, -1, -2, 0, 0, 0, -2, 0, 0, 8, -4, -1, 0, 0, 0, -2, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3, -1, 0, -2, 0, 0, 15, 0, -3, -1, -2, -2, 0, 0, 0, 0, 0, -2, -2, 0, -4, 0, 0, 0, 0, 0, 0, 0, 5, -1, -1, 0, -6, 0, 0, 0, 0, -2, 0, 0, 0, -2, 13, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1, 0, -1, 0, -1, 0, -1, -6, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, -1, -6, 0, -2, 0, 0, 6, -2, 0, 14, 0, 0, 0, -4, 0, -2, -2, 0, -1, 0, -1, -8, -1, 0, -1, 0, 0, 0, 0, -2, 0, -6, 0, -3, 0, 0, 0, 0, 0, 0, -1, 0, 0, 0, 0, 0, 0, 0, 0, 14, 0, -4, 0, 0, -1, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, -3, -2, 0, 0, -5, -2, 0, -1, -3, 0, 0, -2, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 13, -1, 0, 0, 0, 0, -3, 0, 0, -1, -5, 0, -3, 0, 0, -3, 0, 0, 0, 8, 0, 0, 0, -1, -2, 0, 0, 0, 0, -1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1, 0, 0, 13, 0, 0, 0, -2, 0, -8, -1, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, -1, -2, -3, 0, 0, -2, 0, 0, 0, 0, 0, 6, -2, 0, 0, -3, 0, -4, 0, 0, -2, 0, 0, -3, -1, 0, 0, 8, 0, 0, 0, 0, 0, -4, 0, -4, -1, -2, 0, 0, 0, 0, -2, 0, -2, 0, 0, 0, -1, 0, 0, 0, 0, 0, -1, 0, 0, 0, 0, -7, 0, 0, -2, 0, 0, -2, 0, 0, 7, -2, 0, -3, -3, 0, 0, 12, 0, 0, 0, 0, 0, 0, -2, -4, 0, 0, 0, -6, 0, -2, 0, 0, -2, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, -1, 0, 0, 0, -1, -1, -1, 0, 0, 0, 0, 0, 0, 0, 0, -3, 0, 0, -2, 0, 0, 15, -2, 4, 0, 0, 0, -4, 0, 0, 0, -3, -1, 0, 0, 0, 0, 0, 0, -3, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, -6, 0, 0, -1, 0, 0, -2, 0, -4, -1, 0, 0, 0, 0, 0, 0, -5, 0, 0, -1, 0, 0, 11, 0, 0, 0, -2, 0, -3, 0, 0, 0, 0, 7, 0, -1, -3, 0, 0, -1, -2, 0, 0, 0, 0, 0, -2, 0, -5, -1, 0, 0, -3, 0, 0, 0, 0, -2, 0, 0, -6, 0, 0, 8, 11, 0, 0, 15, 0, 0, 0, 0, 9], 'weight': 1, 'weight_parity': -1}
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mf_twists_nf • Show schema
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id: 609499
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '991.1.b.a', 'source_level': 991, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '991.1.b.a', 'target_level': 991, 'twist_class_label': '991.1.b.a', 'twist_class_level': 991, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 1}
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id: 609500
{'conductor': 991, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -991, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '991.1.b.a', 'source_level': 991, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '991.1.b.a', 'target_level': 991, 'twist_class_label': '991.1.b.a', 'twist_class_level': 991, 'twisting_char_label': '991.b', 'twisting_char_orbit': 2, 'weight': 1}
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mf_hecke_charpolys • Show schema
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id: 1578925
{'charpoly_factorization': [[[1, -4, -10, 10, 15, -6, -7, 1, 1], 1]], 'hecke_orbit_code': 68736254943, 'p': 2}
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id: 1578926
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 68736254943, 'p': 3}
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id: 1578927
{'charpoly_factorization': [[[1, -4, -10, 10, 15, -6, -7, 1, 1], 1]], 'hecke_orbit_code': 68736254943, 'p': 5}
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id: 1578928
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 68736254943, 'p': 7}
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id: 1578929
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 68736254943, 'p': 11}
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id: 1578930
{'charpoly_factorization': [[[1, -4, -10, 10, 15, -6, -7, 1, 1], 1]], 'hecke_orbit_code': 68736254943, 'p': 13}
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id: 1578931
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 68736254943, 'p': 17}
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id: 1578932
{'charpoly_factorization': [[[1, -4, -10, 10, 15, -6, -7, 1, 1], 1]], 'hecke_orbit_code': 68736254943, 'p': 19}
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id: 1578933
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 68736254943, 'p': 23}
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id: 1578934
{'charpoly_factorization': [[[1, -4, -10, 10, 15, -6, -7, 1, 1], 1]], 'hecke_orbit_code': 68736254943, 'p': 29}
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id: 1578935
{'charpoly_factorization': [[[1, -4, -10, 10, 15, -6, -7, 1, 1], 1]], 'hecke_orbit_code': 68736254943, 'p': 31}
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id: 1578936
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 68736254943, 'p': 37}
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id: 1578937
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 68736254943, 'p': 41}
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id: 1578938
{'charpoly_factorization': [[[1, -4, -10, 10, 15, -6, -7, 1, 1], 1]], 'hecke_orbit_code': 68736254943, 'p': 43}
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id: 1578939
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 68736254943, 'p': 47}
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id: 1578940
{'charpoly_factorization': [[[1, -4, -10, 10, 15, -6, -7, 1, 1], 1]], 'hecke_orbit_code': 68736254943, 'p': 53}
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id: 1578941
{'charpoly_factorization': [[[1, -4, -10, 10, 15, -6, -7, 1, 1], 1]], 'hecke_orbit_code': 68736254943, 'p': 59}
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id: 1578942
{'charpoly_factorization': [[[1, -4, -10, 10, 15, -6, -7, 1, 1], 1]], 'hecke_orbit_code': 68736254943, 'p': 61}
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id: 1578943
{'charpoly_factorization': [[[1, -4, -10, 10, 15, -6, -7, 1, 1], 1]], 'hecke_orbit_code': 68736254943, 'p': 67}
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id: 1578944
{'charpoly_factorization': [[[1, -4, -10, 10, 15, -6, -7, 1, 1], 1]], 'hecke_orbit_code': 68736254943, 'p': 71}
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id: 1578945
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 68736254943, 'p': 73}
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id: 1578946
{'charpoly_factorization': [[[1, -4, -10, 10, 15, -6, -7, 1, 1], 1]], 'hecke_orbit_code': 68736254943, 'p': 79}
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id: 1578947
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 68736254943, 'p': 83}
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id: 1578948
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 68736254943, 'p': 89}
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id: 1578949
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 68736254943, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '991.1.b.a', 'level': 991, 'portrait': 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x4/AkdOJ5xfGtPt5YzSkEYUsb5j2LohRYic4Thg56aUUBlSLUjziIUVyXAcEgUCYTTrZzTrpnMWV2JWhoJRFrI0EGya1ix0NcfOKhphxKY52LY+YeP8iA3zYzbNj9m20bB9k+LqS0Kaqs3hY1N8/cmIh5/JePxoSq56fPtLurz1RYammueZozMcPhVw8lzOGQfuAxcMN197nn//fUtcsm6aU+dmOLfUZKEbsNiVLPdyVgaawQgOHLnAvuPdqx/Ze/alh4+f3Xnk5LkvvPDV35ncfdtfPNuQ+Bvd/l4z+NJyl9HIEAS8+2sPH3jRz/7GR+Q7X3LkRT/5naeCc4ubWFieZmGlyUI3YrEbsNCFxW7OYjdlYTnnzDIcXBCsX7fML/7AAs+/osXxs3OcOtfm1IWAswuGMxcyTpzPOdfLmJkb8eLr+7zgKohkk1jFnF1scPpCwJlFwWAMWaZpRJp2I2d2OkMDR89krPRhx8aQdnOMMQJERH+o2b5pzMJyAMZKkeU+jDMwGBa7CVs3hPSGCqEMQo+ZaoRs3zxieSA4eiog1wHzU5JOQxCHkGWCwVhyZlFyesFwdikjjkcQZrzwmj4vulawfqrJwtIUx8/GnLoAZy9knF3MOLkIBxcMz7vmAr/0A0tsmpni2Jk5ziw0Ob8UcaErWVzOWVpJWerlLPUMF3pwfEWwtLDCb/zkKPv+N4T3qLl/oYPmtfdIoX8u1yGN5tSzDZWL3v7eMviHPvxxXnDLTfzUz/yfv/znn/jqT77vT79y2ZNHV3YePDmQL7puyKVbNFkeYLQEIzEIMBKQCARCGAJhiCScWmhy/wHJ9bsXueqSEa0GhIEkChVRFNBuSlqhZNAP2XekwZcejjh6bsxKlrLv+JiN84u86cVLXH9Zj+dd1eXIhYwLA0ErHnHolKG70ua6SyXLo5w9RxSdVsBTR+HyLYZRkjPKI4IgZbYDe4/HqCAnlBlBCMOx5PlXDRgOJNdflrMyzDl6qsOuTYp2K2F5bNgwM2Cpv8JHvwqPHs55/PCIHVsWuOHKFWbnEt74wh7f9TLD7k0d8nSGwyenOXgi5PgZzYlzKSfO5Rw8Jzi2nPKcK87ziz/QY+PMDMfPzHF2ocX55YiFrmSpm9PtpSz3c5YHhqU+nOkrFlcybr76Au/6J+dkHIidp0+e3NXr57c0O7uarc7sl++/+5O87/1/+mxDZs3b30sG/9CffZztOzarfU8f/g/HTpz5+YefPKJOnE84P1Sc6huu23GWX//x89y4u8WZhVkWuy0Wuw0WuyGLKwFLPVjq5iytZCz2Mi504fiSIGiOuPXaRd75soRdG9os96c4t9jk/GLEha5gsWslwlJPszLUrIwNg1HG/FTK9o0aEMSh4cS5ECFjdmxQ7Npi2LJhwNmlMY/t7/Dcyw2t5hJPHpij005IkpD5Wc1wBFdvH/Hhr85w5SUZ47Fh3bQkzYd0GjFPHRnRDNvceEXG44cSzi5EbJ2P2bUZtm9KUCrlxAWIQoMQhh0bM2Y7kt4wpj8IWRmELK4oFpdhoatZ7OZc6Oac6cLCKGf71j7vfPkFbr0qoBFOcfrCFBeWGlxYDlhYESx3Ncs9y9zLfcNiH870FGeWM55/5Rne8+MLXLa1zcLyFAvLTZYHM6jG7rzV2fTLM7M7fqnfO5Pf+rJ/8mxDZ9Xt7xXAn9n3DI1mo3ny5IntDz785DsOHz31nw8ePkGSSVaGsDQQnB1ITq1kPPfSc/zajy9ww6VNzi3NsrDUYqnXYHElZGklYGkFuj3Nci9jqZexuGI42xWc6hsQfd76ki5vfL7m0s0NkqTFUrfBcj+i21Ms9QW9gWA0NiSZIc9BSUMcQjM2zEwZNsylBOGIg6cTnjgQo7M2r78lIQiXeWjPNDs3w+fuz3jJdTHnukMagSLLU+ZmIUtDgjBjYaHFi29a4XP3dti1GR7cPyakxeuer8nEkCcO5hw+0SCQERtnA2bbgmYsiCKBEpBpSFLDKIHewLDc1/QGmuWBZqFvGOY5O7YNeOMLurz1RQnoDgvL05xbbLJQkEEXlns53X7GsgP30gBOrSjOr+Q874qzvOfHz3HNjibnl2ZZWmmx3Ivp9kK6fWhPbaXZ2fTvNm656s+3bt16bDwaDS+74spnG0rl7e8NwI8f3c+G9eui/fsP/tDeZw789n0PPCIWl/pynMJgpOmPNCtDWB4Kzg4Up3spz7/sHL/6IwvcdFmDC8szXFhus7wSs9yLWOoFLPcE3Z6h289Z7mV0+5qlvuFcT3C6q5mdGfCa5/V44VUZOzYqppohK70GcSgBRZJJtBZoA4MRIDSznRH7Txq0SbjtwTbjQZPLtkbcev2AVC9z58Mz3Hh5yP4zfbpLU7zg+gFffihm45xhz1HD//aWFfYcidk4J/nSw4pbr1YsDlY4dHyOG69IuPOJIdm4xQuvidh9yYhh1ueLDynIBQdPBEy1AgIBg6FEG0GuDWkGSE0Qabp9Q7uTcsnmMS+6esBrnpsx325wdnGaheUmSyv22CytCLp96PYyuv2Mbj+nOzAsDiRneoILvYxbrjzPL//IeW7Y1eD80jTLvRbdfoOVfsjKIGAwUvRHkOmG3rn7OrNz5+537bz0sj9auHA+uebqvx8g/3sB8CzLZJIM3vToA5+7rNfL33PfAw+F/SGMEsNwlJUAH4wMK0PoDiXnhpJT3YwXXn2Od//IeZ67O2J5ZZrzSx26/QbLvYjlfkC3p+gOoNc3rAwyVvo5/aGmOzCc7wvO9yHNx9xw+ZBNczn9geENLxizc5MmyyWBNCQp3PFYg2PnGmyezXjyYAN0i6u2KW66UhM3Bjy0f8D5C22u3dlmamaJex8PufnyBguDZZaWpti0yXD/HsX3vrLPA3sCtm0IudDvsrQ4x01XD7j3yZy55gzXXtbnXLfL/U/P0AzaPO9KwxXbRyD7PHZYsGEu5ez5lDsfCxmlCikh14admxNe84KEXl+xZVZz0+WQJC0n32KW+yErA0W3L1npw8ogZ6Wf0xtYx2R5YFgcSk6uCLrDMbdecZ7/9MNLPPfymLOLM3R7TVYGMSuDkN4goDdUDIaS/kjY39FPec6Nz0u1CX76nW9/04FOq/XpMAr1s42tZz2TORoNGY+HP3Bo/8O/fvrE/rnz55doNSW4QNHecgAEGjAIoZHSIGXAA89s5OfeH/CWWxf57lcusmtrwpmFKeKoSTOOaMUh7WZArynpDEOm2wGDUU5/mLNxrBmODb1RzOL5BieOG5JMc/JMRhwbQBApQyAFg6FCEJINAp6zU7B7i2H71gHjvMfnH1DsPTDLa58bc9PVS3zw84ZItNi5dcDj9yq2zijWTQ1oqCZJGnKuB+1GwLaNgkf3Jtx0RZOX3XiBD3xmSBR2ePUthjAe8JX7Ez53X5unDze5dEuLnZtz1s8m7FqXct3OHKU0gTKAoRXHrJ+JSdKQ3iDiyf0h/VHAYKjojyT9IfRHhv7A/u29YU5/aFgZGpaHcH6gOLtkaE13+YnXn+ef3Drm+ktbnL4wRbffpOfA3R8q+kPFYCQZjAXDsWGcGLIcvnbPA+H0zPyv33Pv5sWXvOj5//ugP/hAq916VvH1rAI8GQ9A8MNH93/93fueuH2u3+sSBiHNyHraBoFv9AgBQthOGiUNgcyJpOTx/et55Jk2+0+d4y0v6vOia0bMdKZY7LZorzSYGkb0Hev0R5LhKGAwDhiNDaNEk6SGNDVkub0nWYTRIJUgDASNSDDTEcx2YNM6zbaNA9bNdvnCQ3DXIyFST/Pa54Y856oedz+dkoymuPU5gu5wyLmFNi+8QrNuZkAziBllivMrKUoLnnNFQKsz5uF9DV560zQvuKHHw/sUmGmee03EP//2Rb78aMKXHmiz51iD7esVm+aazHZaTHegGUMYGJQEbWDPYUGeC9JMkGQwTrF/4zhnONaMxprBSDMYa/pDWBnD+b7kXA/GesSrblzkTS/q8k9frcmyKc5caLPSb9AbRvSGPrgFg5EF93Cky2OYpIZjx8/w53/5+bnBKP+/v+11Lw16/cH7O88iyJ81gCejRaTM//mZo3e9+/SRr2yIZB/RDhkndlWz3F1YfgohBFKClBolQSlDoAyh0jRDwYVBk498dRtfeWSFl1y3zPe9apnrdvWZn2mxsNyiN4wZDEMHbGXviWCcStJMkGV2qTdu0VDSEATQiKDV1Mx1UrZuGJDRZ//JlI/e2eDQ8TYzcZObrwl44fUr3P9Ml9u+PsUtlzfYvnnAh78qUCJmqpOy3B+jDSgB66cGrPQidNbkTS85x0c+12L32QZvvGVAki5w5xPzpHmD51+zgTfevMLll3T5ysMDHj/e4rHDEdvmJHNTglYsiEJ7EUp38WsDWhvSzF2sqWGc2gt5lMAwgd5IsDQWLPZABCNuvHKZ73vNMi+5Jmd+qsnSSotuz7J2f2hXgoq1JcMRDNyFMxpr+5gYxilkRnHsVJc//uhtG3pD8+5/8m0vNmfOLf3Bpg2z/+8AuOn/B/LRFuT4Az/Y7+XvGZw/uK6hBtCJGY0FSirH1MVdIoVAComSAVLmKCnc8qwJlSEKDM1AsDRSLHRn+dgdbe57ss+tNyzzfa9e5sbdXebzJlkWMxg16A9DhuOAJFWkmSTLJbkWaCMQGKQwxJGm1ciIo4QoHHNyYcxnHpQcOBFx+MQsSsfs3hxx9S7Fc69aQcXneeJgh60zLa69FDatX2JxZYrrtkoybfjCAzHjgWSmnfG654/49J0px850uPKykNPLI546FHLJxllu2HWeux/vce9TgnEScdWuOa66JOaqbT0Onl7kwEl4YG+L/YfatAJBHEjasaERgpQ2qDLGXqxZDkkGSS7ojwUrI8FKConO0GbE8y5f4ftes8JLrsvZPBczGk2z0G3Q68f0RxGDYUB/pBiMFMOxYDiSDMe2b9SC2gE8MYxSzTixjs4wVZw50eW3Pnz7hq89deI9nSbZv/uND39w38GzfPS9/+YfL8B/6t2/Ba1fZ3n5+//pTL7vvaZ/eqYRzDDVbhOMBUpYcAkBUhikxLK1FEglUEqhlCBQmkDlhIEgCjVRaIhDQyvKmWkIeuOQpZVZPn7XFF99bMTG2QHveHmXqy4ZMRr2uXaX4ZJNinEakueKXFtJJDBIqQmDnKNnDYfPCJaHmk/e3eLkhVlMEjLbUGyZD9ixKeDSrXDt7hW0vMD7Pt1mcXGaW64KuHZ3l688JhBZyIZZSbuVMUgjpLFJKRVEdEeCs4uCa0yLlz+3xz0PN9myLuKWa+f4Z99+gT/6XI8H9rXpj0IWljvs2tLkys0Dnn9Fj+98aY9Ti4t88u6YhUHM0dMhJ09GhEogpV31tDHkGlJtyDPN7HzK9dcMGI9TrrpkzNtePmbDtGKuE5OmDU6fbzAYRgzGIYNRwHCkXBWmtOAeC0Zj7Eowzhkn2gI8sRp8lBbgthnfXhZy6ESXxw/cue66S2fe+8Kbt6cffa/408Vjv8Lc9p/9xwfwxx55DzfciPi597zr7STP/P47Xr6/dd2lEc10jDYKUQBbGqQyKBmglJUKUkqUlARKECj3GAjCICcKBFGgaYSGZmpoJYbpRs5sUzBIJL2kzeETbX71T+dAZ4gs47nXD9i1KSHLQBuNMTaJI4W9kIIwYt+xiD0HGrQbAZ1Isq4lWD8v2TAXsGW9YsfmnCt3LJOLBX7zE1McPTbDLVeEXLUzZ5j1+PoTMTPNkPlpw0wnodW0UkhrSXekWOwbFro53X6TF1+7zIN7Buw9ppiZavD8a2b4kTct8Ft/BQ8faNMfGpZ7AWcXp9i0rsWG2RE75kf8n28fMNXq8vhh2HdcEoYGpWwQDsb+z0CWwc5NObdel5GnIWkWY0yLURJy5kLEcGxXtFGiSvk2TASjsWCUWNa27GyBPR5rj7EtuMcO3MMUeolkMREMshw9TklH+2a+4wXd3/+5vTuyue0/8rHffH/T/Msf/tf/eAD+o7/4J/zo/7hcve2me9467h/+4G9+5ETj4SfX8Z6f6HLlJQPAsqeQBikjp7MNSmmUVCilnN6WhIFwzK0Yh5JxoomTnHFqaKaacapJEsNUBuNUM84gyQSjVDLOY9K8wd4DbR7bC7kxWGhbbRxKiJSt+ejEcO1mmGrCdFsy21HMzwRsmIPtm8ZsXr9Mahb5zU9Mc/DQNDddqrh0m2T3tiVufyrj7MI0z90lmZ3SNKIhsYwxSpDlEmEMWZ6w1G9wdiHkpquaPOeKHnc/3GDjrKDV6HDTFZqfeOsC7/0rzVMnOyz3Ncs9xfmlgHUzbWanmsxOTTPVSlnfTtlxU0IcZoRBhlI50jlQBntRpani3PmANFOkmSJJFePUPSaScSoZJ5JRIhknwgaoiWCcGAvqVDNONEkB7LR43/67YWoB3ksFi4mkP87QowHPubTHr/5El5defar1wAE+eP89H9TPv3X3J37kO/5b3tz0dw/yv3OA/6f/+mesm26ottjzto9/pf+B+x5cauhwns/fnxD+ruCXfqzL1dt6KJkjpUFJTSAjlDIoFRBIQ6gMYaAIA0OYSKJQ2JMQCsaRIkkt0NPUkGS5dUUy755DlhvyXJNrrN7WlOAWwkqhQEIYQhwIGrGgFUvaLcV0SzI7Ldgwl7Fj04BOe5lP3JNw5xNzLF+Y4vrtih2bQy6/ZEQulvnCAy3aYcD6WUWnNeKJg/D0oYDrLjEMxoobLk+5frfhzOmc80sRw1GL19/c42uPD9l/UtFuSuJoiusu1fzSDy5wx1NDPn3HOhZWDDs25Cx1A2amFNPtkE4rpN00NGJNHGniICdQVmpJ11ppDDZhpQWZlmS5IMsEaSZJMkGaSsapdV6SVFhHJIFxmpOkDtSOOMapf4eRY+1BKuilkuUUBuMUmfa5adcSv/ijC7z+5pxxMsUtu/c1Etn+0KlnZv6XJN/xF8f2fjDfftUP/sMGeCPUcmFp+btPHT/1Pw4dPNlozc4xzDS5TPnUvQFJonjbK3q8/ZV9ZqdyeoMmSuaoICdQIaHSRKEiTALiQDEKLdOMQ0kSCZJU2JOTKtIMklRaByGrbL8s1+S5dRdy45wS55YU7oySVvZEgSCOJI1Y0m4KplqGmY5m49yY9bM9MrPMx74m+aPPzbOh0eD67YLtm0N2btHs2LzEJ75uWFxscNUmxewUdFopZ49Izi3FRLtgnArWT0tmZmD/YcPSiubMhQaX72zwyuf2+MxdDeY7EEcRSs5w3W7Bj77xHKE8x6funuXpkw02rqRsmMmYbis6TUWrKWnGAXEEcQhBYB0mKUAKD+TYCzvXkOeCLMcBHdLckGSQprklhVSTFI+pdrZj4co4CzITjDLL2iuppJdqklHCdLzCO1+/wNtf3uc1zzWs9DuMk4hxGjMcnW5kcv73ZdwKhIz+DMsz/zAB/sEP/xV5rn/wa/cf+rVDh45PbeoE9BJDV0p6MmasFF94MOTrTzU5vbTA//bWAbNTGY3YZhxtIJmTpAFhmJOEAVFipUmS2lS6ZRxhmcixUpZBmkOeWydBaxtwaW2KHk4HbgtwG7gKwsACpBFDq6HpNDNmOhnrZ4asm13mnr0JH7qtyb7DM+ycDtm9CbZtiti2Ea7cvsIgW+H+PVM0Vcj6WcVMB2Y6Y2anM6IoQAh7cQ3HEYsrKcsDQ7efcW4pYvumDi+46hy3PTBg38kpWnFKqCKEmGb3VsX3v/oCz7vyHB+6rcP9T86w0A/YMJUx08poNSTNhiIOBXEoCUMbqyiFsw8tyg22h1VrSqBnuXarm7MWM02WW3BnKSSZqe6pdWVGmSWVQSboZYJeBsNhhs6GzDd7vOu7Fvg/vmdAKw7p9pqMkpgkjRglEcNRRG9wYipoRr85NX9d9MRDn/qj65/3Hf/wAN5d7iKV/OEP/Mkn3n3qxMn5diyQ0qVuJEQSVmTAQLVZHgX82p+H7Dm4xJteOuDlN/bYuG5Mr9dkOI4ZJyFxFjIOA+LI2nsFwNNUkmR22U0z52nnOOsPx9wSbajAbZOUpUsTKJswiUJDI9I0GxmdRsbs1JjN61Y42x3w258M+cKDcywutblsvWD7BsHWDRHbNgh2bRkRRMt85M6AQ8fbXLFRMtuRTLdzpBxz8rwhDiRSgDGCJA3YsWGFB8hZGSiWVgxnF5tcsa3Bd768y198JeLI2ZgwSBEiRJs2aSZ57q4ldnzPCl94eMCHvzDHQ0fabJ0VrGvntBs5jUgQh4IotLFKoLCBsxRlTYbBXmTaYJ2W3AK+AHmWW0lnwQ5JbmtdkiJ5lAmGGfQyST+DYaLJBgnb1q3wspuWePPLBrzhuZpAtFhcbpCkEUkSMUoDxuOQURIyTgMWV87My3j3e55zy5tVv7/y/nb776am/O8E4ItLXWQQ/rOv3n7Xu5948ukNQQCxERinC2yttrBBXSboiwYrScBHbm9wx+M9brpqhe95la2Cm5+JGY5ihuOIOAxJspAkDcpAKcsUaS7JMkmaC7JMkueCXItKa2tBqUoMzobE6XzjZJAmjnKacUanOWbdTJ9hOuQrTxg+evs09z85w2wUct1Ww+Y5ycb5iC3rJds2Jly6dYnHjwz55NfWM60C1k8LptqCqVZKd5Dzua836ETWJdIGhuOAN9065rP32ZqYbl9zbilg24YOb3lRn/v39tizP6IdZygpLMh1i1Fitf73v7LLFZvP8ZE7Vrj36RmOLTXZNCWYbhhakaYRaKIQAiVQ0l7I0uUVivIj7aSa1tUKlzmgW4KANBekuQN2buXIIBP0c2zMkyS0mwPe+dpFvvvVKzz3ipyNcyHDYZtuz7J2klpAJ2nAOAkYjQuCkhw9tHdDo7Xx3dfecKse9Lt/2Gp/68fKfUsBvri4zFK3D4Yf+MJtd/2Xz3z+S/PLy10CJdEaTGhhJoUN6JSEUBoaUtBTIYNQcWIl5tR9Le57os9fXN/jba8c8rpbR8zNRCTjmHEWkqQhaRqWjkCWK7LcJWzyCuDaOObWVU1ZYUcqaes4gkAThTlxlNKMEzrNITlDvvyw5E+/OsOTh6cRaczOWcPmGcO6GcX6uYhN6yRb1qds37TC8fM9fvfTbbJxk23bBDOdgKk2TLVSRJiwMmwz0zEIITAG0kwyFysyndFLI3qDnKUVxcnzTa65tMOPfccy7/mzmKPn2wQqdRdGQJY1GCWSTfMxz71shesv7fPU0ZN89PYmtz00w6luk3as6ETQDm0CLFQQSJvOF6JeXacBo+1Fl2tBbiDLhfXPc0GS2yTRMBcMcxhmhizL0OmY+caQ179qmXe8qsdLrsuYbgYkaZul5ZixA7YlosABXJEkirFbcbUWjMZLPPP07RsasfkvOy+7JVtePPHHQTxFu/WtA/q3FOCDwZC56fab7/76A7/1mc9/acqCW5FrKwGsQKmCHymNdS4kRLmmoQQDFTHIAs6NG3zqvjZ3Pjng+V/q8y+/q8fV21fYMKOYagWWHbKQLAtKkOcFwHXRo2klgSkDSmwdizI2WRRkxFFGqBJWhinnV1L+2ycaHD43y8N7ZjA6Yr4p2LDOsG5aMD+lmJ8J2Tgv2TSfsXX9gPmZJb7wiOahp2e4fptgtiPptCRTLU27mSDCMXEcECj7+cZAnkuG44DhKCXTgt5Q0+sbFldCzixM8cIr+7zgmmU+8qUGzUVFIFMLSBOQ5RFJans81800eN7uPs+7rM8DLzvF0fOSD902w7nlFicWYiIlaYeCqJBh0h77ksgLqYJl8swIMg2pFoxzGGWQaAN5BlmKVGO2zA65foc9HzdfnTPVDMiyNt1exDiNSLPAEZCqVlq32hZyMk1t5lhKyaDf5fFHbp/XJvytnZfdtJSMh5/8VmLyWwbwPXufYevWTeoPPvBnlz399L6pQa9LqxGgdcGawhVKiRLcKoNACgJliDJDnAtaSjAMBIMgZpiHLCQtbntomnueHtKOx/wvb+hyyXzGji1DXnhtj0DYFjEhrFyxWUlbK22Mx9zOZ1fCeuaGDGTGU4clD+4N+Mz9HZ461iHJWnQCxfqmYa5tmG0Z64NPBcxNB8zPCDbNZWxZP2Tz+iXufHLM+z6zgc0zAeunYKqtmGoLOq2MZjzmnmcUoyQgbFtQGSNIMkkjUNx4xZD7npixhU/DnOWVkAvLMWcvzPJjbzzLiQsL3PfoekIJiBQNZA5A40TSHwbMdhrMTLV5wRUDXnb9gO95xXn2Htd89v4G9+9t8syhNpkIGI8Vg1ShhHTnwg88XU7AaDJtMFoTipzpKKFBygtu6rNr84ht61K+73VjmpGi3QhI0hbdnmXrLFOOcByYs+Iuy3uSKdJUuNXW2bUmYGGhx2OP3D11/tyZy1726rerE8cO5tu2f2s6978lAN+752k2b5yP7n/ggR+SZL/WW1mk3QoBW5Avc1C6qgZUElQmbDInNwQ5pEoQ5oY4NzRyQStwLJIHDPOAQd6g18v5Lx+ZxWQpG9ePuGb7iPnpjLe9csj2DQlpKpzeluAxN05/SqkRUvDxO5o8frCNCAKOnmpx8myLRlMxHQtm2oaphmaqAZ2mYLqlmOooZjsB8zOwbiZj4/yIrRtWyM0yH//aFMN+m8u3GaZaik5L0mlqOo2MMEz4wn0NxgNJuAGkA1OaSdpNxeufP+SuRzT9saQ/zFkZBCz3As4stLh6V4e3vWSFh59qcXSxg5IaSJ1eDklzu9yPEkl/FNDtR3SaLdrNMVdvG3HLlSOOn+ty5PQyQZjz2KGAv7i9hVC2cI3J+YNGAxqMIU1ydmzMeMcrh6ybyrlyh2HjPORZyDjpkGUhS72QLFWkebWCpql9TDJlY6LMxUaZmIiT7EpRSkktOXt2kZm5/NeeePzhwcbNO/7omWf2JFdccfXfD4CfOnmCxYULVxw/ceK3H330IRlHCmMMuTbkuUBLQ6ar2pJMOgbPBYELasK8SMgIYm1o5IYsFyTakOSCRAtGeUiiQ1IN5/tT3P64xpDz1/fbkQ0Y7e5FFs9ZZKKoSJRIpcjSAKkDwkDSiWHXekM71LRiTSuGVixoNyWdppVD0x3J7BTMT2esnx2zZX2PnCX+2182uPuJDeyeh9mWY++WpNPMaDUT2q0hzWaLWEmUdBocKwfSNGQ0FAzHOb2xoj/S9Ibatsy1I06cnebF14z5ibef5df/IuDYcowQGmNSdG5Is5AklYzGtoy1MwxoNyJazQatuEUjTuk0E557eUIUptx8ecb3vWpAoDKXBNK23t4X5U7SaS0RQhKHCogYjQMWlgJbt5MXMY+7Z7KMgdJMkmfSgjmvgv4sE87lso/FvfDjcwN5Zrjv/gflMJG/3V0ZfG08Hj35rcDm/2OA3/GVv2Z6OmgePnzgrQf3HxCdZkimhUuuaHLXcSJzQy6NZW1pUAqCDDJlI/Y8N4Q5ZEVEnwsybcrIPteCtHitBYmWZEaS64BUx+TO9vJvZZZSQCCE1fsKGk1DIzA0VE4cQhxAIzI0Y0EzkrSaklYjsABvC2Y6mrmpjPmZMRvm+mzZsMD7PqP58G0buWRGsa6jmWorOi1FuwWtZk6nmXJ6QXPwdEwjsjU1UFT6CUZJwK5Nmk3rRqyMIoYj41hcstwL6DQbdFozfN+rznHo9Bl+/5NbCWSAQZPrnEwbG8AlimFii6IGDUlrFNCMQ5pxTrdnY4wotPmEMMwJpG2UkDJ3hW32bktXBCAcyAVdLUuGzbWNb7S2gC5eW7AWAX71vMiW+oC279nzl+cFi9t7mgvGCTzw0KNi567eWy/ZvuPgR/7848Pvfsd3PbsAbzdVtLJ87md73bM/KxnJZkOSZKDKP9j6q7k05FqTS2GDvNyQSUOgHcCLP1Y7kOfGpdWLu6nS7K5Sznq5ogyUfM0NLpAVhWujCSSupgVCJQgDY33jQNCIJY1I0owVzYai05R0Wobpds5MJ2Nuasy62QHbNy5w/zNjPnLHFmYbMRs7mqmWsOBuStoNTbuR0WmNuX8fPLa3xWXrixikSpsPx4qbrzRcvn3IA0/OMBgbhqOc/jBwIA9pNZo0GzO886WLPPbMOe7bswmMQuvclsNmhiw1ZT3JcBzQGhmaDUUj0sRRSBzlxIEmCHLCwJYY2xofYwvbhAFhEFR6rgrObQmxLhwpXdivnhVbnGftWLk87/Zc1Rg7L4irAnamcVlnSDMY9Qfy2PFT/yEIm1G73fllIHnWAD4aDWSSjH7hzi/96f/eXTodhWHgZIFNfWfCJnfy4q4FuTJoB26lrIwJHEPn2qDdgcnL7COWnR3ItcvEFckKYwxe5r224lZuTVV2GyhhAV4WbdnsXxwpGrGiGQtaTUGnaZhq5Uy3M2Y6Y+anh2xZv8R9+4b8wgc2cuzEDJeu08y0YKqpaDcV7Qa0GznNRkoUjuiODEoqQmWQsvpm9sRL0ixiqpkyyDQDV2c9GOX0BpJuU9HqxTTiDjs3pfzSD3X5jx+UfH3PRgwKbewKmeUZSaZJUsUoUQxjSXOsaESSODLEkSIONGFo/f5AuSI2ZQGunEwRwtQbdF1q3zgSMa6WJXeAz3X1aIlJukePnYvnWfE3F9nTgtCMA712mVRbUnHk6Mkoits//a4fe304GAz+XavV+lun8//WAE/GXYxJfvnQvjv/9dKFY40wlBQlmqJwSgRILdBSkKmClQ3aA3eeG3Rgyj9Ya1OmkXXp0YLRxnaRuxJQ/84EwP2GCSmtRLFNEtYuC1wrWhhI4sgOAGrEdiRDMza0G5pOK2eqlTLdSZibGrJl/TL37R3wH/9oHfuOzbFjzjosnaak3ZKWvZuGViOn1UhJ84Q/+VIHqRShNChR2YTaFEt5yPe/dokvPpTQS2IGDuD9oaLXV3TjgEYUE4dTXHlJxn/+5wv8+z8S3PvkRrSR5Nqm1dPMFpqNE824Yctd41jQCAVxZDObUWDKjG2gtCtJruruS4BXKU/AkQg2l2DdFhfIFwB2UwfyvAB8ETxSrrj5WsAuAW7chWpIXd2QEIr9B440Pvm5O/7Nm7/t1WJhceXn5uf+dpnOvzXAz50+hEG/4OSRh5tGJ3b3AWVTwYgiRWzdk1yCzC3Q8zI97B6Vs6hyY9m9rJWo2q8s0IWtoyhAXRz4ie9VALyowSgyeQV7B0FRdyIJQ2nrNyJBI7YzT1pxTrtpwT3VTpiZGrJ+psv9ewf8wh/O8dTRdWybFcy3PWnSCGg3bP1Ks5HRjBPCcMzJhVlCJVBSO1uuCjLzXJJlis2zhixLWUkbrlNGMxzl9EaS5kDRiEKisEEYTHPVtoz//M/O82//AO57egO5lhbguSHNcsfkmnGsaSSSUaRKCRaGEAZWotk6FZuDkIU37h7XwLjrj3VJIUSZHNIuOVRki8sVt/YctJMiRVmAXZ0rHFRlApbJjYHRKOGOux5sXnn5rhdIKb8pHr+lAL/na7exsKRbTz72xSgb9TFYy88oiy4pjHNK3NUsQanixApyKSzAA4+1gwLMvgwxJdBNIUeK5xf5blJURVS2h1OU4FZSukaJQp5AI4Q40jQbhmZs9XOrmTLVSphpD1k32+Wh/SP+/ftneeLoerbMKNa3NdNNQachaTUUraag2bAXh031J9y3R9AfRTQU7iKzGrxoQsi1IM0C2g3FC6/tcf9TUwxSK1OG45zBUNGLFXGkiMLI6ecZrr5E8ys/co6f+T24d88GUi1JtXbN0lUP5jiSxJG27B1WdfSBKu44mVLJuKKbai2QF0khUwDcAT4vnRfqK28hLXMnLR2oq8cJoDuDoSA3qQTj4Qqf+tRnond81xtbn/3cFwbf9sbX/90D/NTJY6zfsGXma7d/+ndHw/FLdaZt06uEwM9Sashlobm9q1oVB6F4LdZmbQ/QugR21RSMMXXdLWxBkZCFRBIluC3AQbmKwTCAKIQo1DQiV2AV5zSdvOg0x0x3hsx2Vnj0wJh///5ZHjuygU0zAetbmukmtBuCdlPRaipaJXvnNOKMTmvEnY9FLHcbzM5WafICMNpp0zRXbJhXvOo5fe58UNsumkR7IJc0QkkjDAiDiCBoIqXm6ksM7/6Rc/zM7xnu3beBVAekrgLQlr1aJo9TWVYXRoEkCFwRlhSooDg2lN+vuAgLqSKKqjSqhNDkXXuPWnuP5cpbB7df2Zl7gM61X/FZVEDmjMejl+575vAfvPMdb/3xI0eOLu/cuePvFuC95dMM+xd+Znnh8Hdn4ws04qCsEtTS/nFSgzIFO1vGrv6YQsdVV7qd0FTIEEr2rgWSk8xtisItUYK8yF9Ir8ZbqapiMFDY+ozAEIa2sbgRaRpRTrOR0WqktBtjOq0Rc9NdHn5mzM/+3joePbSRDTMhG1o50y3jwO3YuyFpxpb9G3FGK07I9JheEiOUJCwYvNTgTrNql/hIQ9rRyJYLJA1mC5CPcgaRZfA4koRBQBgUG9AarttpeM+Pn+Wn/ofm3r0bSXXAOBckuXYsLmikmjg0RKFt6wtc3BEoWyKspHTHx3XlF49eYVZ5YfqxzgS4SxLyiMkHt09cufZWau3kaY3c3GcJuxyfOHmePXsPffd9Dzx6MEnSf/t3yuDdxeNMzW7d8fXb/+B6nZxkqi2QUhd/tl2+jLdESco/1AYhBZiNd6ULVxBFLYAswD5ZT2L8NbNgbT+oLJZb16GjXDAVBK4zyBUhFdWDjTB3ujml2RgzOzVgut3jvj0ZP/e+dTxyaCPrpwPWN3OmG4aOA3ezYe3EAtzNOKcRZUy1E/YcMdzxcJtISkKlXRBXeRRF4JzmikwHvPy5KZdd2ufgsSbrW3ai1yixneuDkWPhQBEEYZlHEMJw7Q74lR+9wL/9Pc3XnlrPKG0yziVJZmi5Gu44xII8KFYvXfa2SpWXK5ySwgO48EDOKr1SgdzUAe6ttBXAC/BT2rvGB7ZXn6693weQCcBI9hw4SfjVB67/mf/jR3ccOHTi6GWXbvvWA7y3fIqoMb3z5JGv/4bJFt4cqh5BM6iCvUKLOXYudFkxjkEr48DsHksfu7pqrR3lRe6+S7LKLXHMPQluYZCqsAUtGALlWDswRIEmDDVxqImjjEaU0YgTWo0xc9MDlnoD7noSfuVPN/H4gXWsc+CeaRo6TUG7IUqv3Dov2rJ3ZAHejMckec5o2KCh7EUmhbf0Uxwb4QLNwGr5YMw4MQxT4QFcE0U5URgQhpJAKZQMS4Aj4IZdgl/58SX+y59l3Lt3nlPdKUZtyUxu6GSGhps4EIfGef+Fk2JK9i6kSgHw8vu6L+3jvFSI7qSY8lx5YJ9gcr/+3GfrEuimqmqcNBEAuv0BJ84svvmLX743f8mtz/k3h4+eOrJrx5ZvLcBXlo8SDJq3LJ3f89b+8j6ajQijs4pp8YHtJwhMydIVsKtH435e19qrAV4cYl8VFifBjnuoKhRlAe5yOJAtiw0DTVSWx1pwx5ED91yf80tD3v0nLT759fVc6M+yflqyvuHA3bC6u+UCy2YsacXGMbjV3o04ARK++mjEUhoxH1Orx0bUV6g8t80PU3HAK28acN++hF4aM112rGuisa1VjwIL8EAZlAwR0iZoMHDVJZJf/5crfPa+Ib/8hxs5cWGW4UzATCToZJpWBnFqRy9Hyg40CotAU4oyCC4e/UDdvzCFKHtFyvNDeZ7qbE5Zpei/v1qKVNrd1PR8/b9RPPjoATZv3vjWqan2n/T6wyPfUgZPkz5B2Lr87LE7/1V/8VGaMSDyEsQle9eATfna1F5775dX74QNNcnavixxB7pgliLdXLgAqgC4MgTSAjtQFtxhkBOFOVGY0YhS4iil0xwSBAPufCznDz43xWfu3kCip9gwJVjXsLLEWoCFT67cXTjm9tk7JQjG3PP0DIMkYHOr+D6TDF4E2ZI0UzRCxQuuHpJpC/BhKmzXuvO2R2MbyFuLUzkg2uyjBZtg3Yzgu1/RpxOf4g8/N+Sup+c5kzYZNCRTmaEdGAvywMUhyri4xDiQF8dQVLXj0s4WK4715I6CpVQp2JwKlEwQlvbuxmfxiZ+tWtHde5lR3H7PUzznuiv/1Vu+7cWPrPQG+6c633wk3DcFuNF7OH/004Tx9Ja0v+9lsTpD1GqQa21bwXxQ1wBeyI0i5bsa8DWt7ewnP5AsU+8VbTuAmwlpUmTl/NFu2tV8O3ArW4sRhylRlNIIE1qtEVE04E9vC/jVP97AwfNzhHGDTR3BXJwzFRvaMbRdh30zttnOhksI2fqV3K0EVp5cWMnpJxGRUkTSlAEm3p9SlBcUtRtJFtIMR2yaGbI86DBMhRu3ZmOFMMydzaec3akswGuBq618fPNL+tx8zXl+5UMjPvyF9SxmbQZxSDuUTAW2BicOIFKUzRBBkfSRlBdk4YYVCaCaJq+JlTrQ11qBS0Yu2HvCffHlSVl6UdiMxj7mOuDAiRVuu2fvyxb7+ZaFxZX9dz9yhBfftPP/GcDzPGfdzhfvTFYefd/4wr1MtRNXNOMKbspiHIHR0n1BT654jG5K5hZ1cBcAL/WXWNPnFi6JVNmBptLdZSGXnTxbMXfuQJ4RBVaSxNGYOBxy5GzG73+2zV99bZ5DZ2eZaoXMNWA2zunExqXeC3BLB25ZJoUaTnvHkb1wptpjPnFPwP6jTRpuAlfZLkaFcuNd7HkuSbOAq3bAt9/c4w8+P0+/FTCV2tkjceLiBqUJAmndD4UH8tBjI7sqbF8n+bnvHXD9rhP83mfmOHRmmsWsySAMaCtBywE9ksZeOM5lKle/4rgW9iFWn1cAN6t98gLkpur7tBfzGrainmD0AtTePXduW9FKl+SCbhbyF7fv4frrr3jfm19/yxvOLfS+qVT5hgBf7OWoQHLPg3dvS7qP7L5q3VGm27MMx5CqoOqicaPPcl0vzDEee5tSzlSvTcnejq3XYm9wxUAFe1fAFm7Um5QFwLVzTQr2zgmDzHbuBBlxPCYKxvTyhN/+WMQffnYTJxdm0KrJ3LRiLjJMR5qWY+5Wmb6Xrk7FSRPnnZfgjmz2cpwm7D8R009iZmPn4hRJp4IBiwDKeDUpacBUO2DXtgQVj+glHYaRoJnasWiRk1ehkyhB4XoIdZHgVbF+esCPvXnAW19+hj/87Aq///F5LgzbDIMGjUDRCgRNZYgzY9lcWqkSyKq8ochyTjI5rCFXJh0WLsbkos7eeCUZhTFRyBItyIztB+3nMMhgsHiccfee3SrLt734ua84YkyCENHfDuBHTpxlZb6z/uSFqY/9yq/tC3/35wTX7xyijZMCrj4417IsqbQsrT19XrC1nAC3b/85xr4Ic5eFnO5AQ2GV+eztquRUbgEe2LETUZjSiBKiMKE7Srjnccmf3jbFx782zyjvEEUR85FgJtK0I0MrNrSiCtyNWBLHkthJE5sYcs6EA3gU2szn4dOGux5qkaQhcdusCjCLW5nmdqtfkirCMOBVN/f4yJf77DvRZtiwoxnGoSHKIEw1YaJRSlrfWtqBpOVwHyrw5FqSaUkrDtg4M+Sn3jng6u1jPnxbhwf3THN+2GakIsIwoBEImhLiYsBSYa9Kr/tK+Bli4yWC6uztM3pJWj7AmZAmk7LEgTxzIE+1YKRhpK2/b4Yjrts94BXX3hbu2vrSj2XJ0nPQy+f/1gx+45UNeeTok7ccO/aF6Ve86AzrZjKEtDuU2cBOkcvAAbxgblmTIuXIBurSBI/BSwh7DF4r/LE9OpbJy5SyLss9i1FvgcotwFVeypEgSOn2U+5+UvCBz09x28PTLHY7yGaDTlMxExqmIk0rNLQiQzPCsbZl7mYsaUSKRiRoRLgKPe3ArYlDq79VMOaZE3Cy27CJFadv64mTqn7GOgwW5JmWJEnAxinB5ZcMeeJYxiANGbsZ31GCBZ/KnUQpEjUgJzpzKrfKyZ/c1oe/41VDXvf8Jb7ySI8PfmGKB/dMsdBr0ZUR/SggUoJICmI30iOQdpc6JaqLVBWthxMMPtEzcXEm16ICuXs/Ly5KT5ZkBhINqREkGnKtIR+DGXGhC5/6Ss5Txz47veuK8JZNm6//PN9geNA31uDJsXjHhuH/+Ik3fK0dhOfQrnHUzusAIQKU1CV7ayMrHa6reuJimL1xAWYlSerjHFbtqFKTJga/QN/KEu00t7bTsGROVLgZMuV8L+POhwI+d3eHT941zbmVNqLRIOyETAUwHdpOnmaIkx3QjIS7S1dy6nR3JIgL9i4AHmREUUYjSjAm5asPxxw93WTdnCCU2ulYUTX6eigoy0+dpBiOQ3ZsFLzqpgF/9fWEfhoyTAWN0ParRm6yVLVKqdKvRsiaTLH3alW1WdOAZjzmHa8Y8pqbF/jrr/X47N0t7ny8w7lui6GIGEYBQajcSA9BKCWhME5qGRTCk4Z1+7Aedk4AHF+SVBIlL+xSA1l5F6Tlz4oMUAp6DCrj6NmAf/d706zfcLr93l/if4zy41cDw/9pgC91NUvD4T/NVm6fWRedB+P2nlRZBThZOCnK62T39bd7jq+3RQ3clPNS6uCuBZQesIXQzg7UCAfwIMiJgpRGI2U0ztl3Eo6cUnz0S9N8/sEpzi21IWwQTIW0lKQTGjqBphkamiE0QgvuRmhnEtoyU+ndhfu5cSDXJcij0LanHTyleeJwDGHolnnjpehrFkTthOe5q5nO7Tjn63aNuWZbn70nWwwbglYmiFPDWOGsPe3Yu3BTCguy0iqlz+6sSK2Vmz5gB+80m2N+8PVj3vTCZb74UJ8//3KLI6ca7D3ZIlmOyeKAURAglZ3qq4DAPRZMXkqXiXO1JsCNGxtXypSKyfMCzFSNzxYoub3rHEzqQJ45R03SO73IE089zKn5zjfk6IsC/MLSkkjS5Cd+94+fmdm9qcMLrkq5+coUFeXESqPTjHQcoLVCG1XKk4LF6+wtawAv5Il/IPx8sMWC8TSfTWpYSaLdFiY5cWwnqWZ5zpkF+NLtAQdPNLnj/iYnl5ocPNWGOEa1AhqBoh0Y2oG2LkJoiAM7OD4OcSAu7tLdlQM4TnM7cIc5cWjZ215YCYfPw54jLUJZtwdLiUJVD165Cc5JcW1gWRZyzY4hl28Y8OShjEEW0kkF4wCizM4EVB7ApRQIKWtMDnU/uZRBuSz7KNM8ZBxGTDUTvv+1Y15y/Qonl1b46gMRh47HfPHhFqcWGuTDEC0D0kghpLQrhevKl7iMJ1SyxTuNlVkwweLle1Vav2h2LhufdV4B3OSQ5JDmiCBHKs3zr094wRUJr7j69nWves3P/Kuf/MED7xHhZWuGbxcF+C+/76/J0py//NR5hJlj15aU6y5NednNCVdfmrJ1NueyHQmREehUWpAXgaa3d3ztXoDb6W2PqyeY20wwtydFVE4Y56S54dBxwROHFF+6v8WThyOePtxkZRwzTmIII9RUSKwELQWtQNP0fOA4KOo0irJZWxceO1kSRYooku4CMJX2DnM3dN/q/EaUYnTC2UXJ2MQEgSSShsCz2SYIvAR5bur9jkkWIghYP5cg1Yh+GjIIhHU60qpgLFC6loGUooQXGC/m0bJicm8wUpircvzEYByxaTZh+8aU5146ZpgM+V8Od3nySMSX7mvwxOEGh441SDMFscJIBUKSSy8bVHz2mpkgn7uKIKuoqPIecaytXbGKziHVBGh270zYMpdx9aUpL795zHWXpuzcnNGQ4zb9L3x3SvCe/ykGP3/skzx9uKt+6jcfF7lJGAwkjx1o8MSBmC/ep5mONNu3ZVx3VcJrbx7zyhsTMBlhaGi2sdtrI0ALstQCvgB2JUtWH4zCIRHS1o0gNEIa0sQwGFlGP3JC8me3xQxSxaNPNzhwPOZCP2KcRxBEoELUlCKSgqaCljI0FHacmXKFR8qydhQKm/TwwR1KIidL4gjiCOea2JR5GGiiMHMZ0ZRmI+HcUs6X7u3Q7cXMTgsCqcuSgQIHk7eCsMqAUEvGY8W6ecXrXjjiiw8OOdZtMwyllSkBhJkhTAvP2nnsMrd2If6sE1l+hjaB9xkW6FGuyANFFrqxD2lordQwpR2lvOS6jBdcPeYtLxvxzHHJY3tChoniw19qcfhMCEIyGAbkiSrKNzFBAfAJy6gAeC0trYuoE5EbhDYYrN5utnPCUCOM5pU3jXntzWOuvTJhx7aM6ciwbtrGNkYbBoOE7oVHxe17vk39zoduy/7F97/2bwZwKQzXXjr123/8Uydu+INPLfJfPzTLWCm0kJzvG8734PCi4d4nNB/7Us76uQyjDTddkfCOV49cQ6lh/bTmxusS2g23+phi1P1aG3RWQ/C7A8FjjwcsrEiaDcn9e0I+/bUGo1QxShWnz0RoEZCaEC1CCAJEHBBISaQEDWloOGDHyhArY2vAA+f5BhVzR0VfZglu5Xo0RcneUaiJoqJAKy/ZO4pSlEq4/RHFX329g4oCa7fV9PfFGbzwwvO8cDwUo1HIm24d8sl7VvjwV6fpZw3aToeHhQ5Pi6SMKbuFhJAlwOxHSU/rewDXrus9sEweBoosCAiy3AJd5ShlB+nPNjJuvTLjhVemGDHmba8YMEpt0uVTX4t5YE9EMxZcWFE89mTEykA6lSTWPMNVEsBKk3ZDc+ONCetmcjskNde849Ujbrw8xWhYP6eZmzEE2EST0ZI8kWg0mdL82kdafPH+mRu+57s2/LYQ/NjfiMGNOQesnxqd//0r02ZXRREgApABCEURy2hjGBvD2a7m7LK9Kp851uLTt9slxuSG6VnNLTckdJq2/neicmoVwHGuw3Jf8eATEStdhQwkYy0Zm8Aykwhse5C030lKSSiFBbM0xFITSQuESEGkqhl9FuSiangIbCNA0Xjsg9syvCurDQsGz717RhykGJNw8kJEMm4QT0sil/ZWRduen8UsOnrAi1EomTXXiiQNme0oLlmXEIkRwyxmmAmagR2CWdSQFAktJf3yVll+lv0MFwtpXWVPtXY9k5U0yrLc5Q2U2/8oI81yVGpzCYHKkTJj2zrtVgzN1dtHJGaIDDTdruDBJwKWBxJVKpZ6UO2TOcZ2bbUbhhfckDI9qzGZla9NBUoUslahM0mi6xeMEBojUtIUFpdG6ti57pW/8pPfNfXm13VXdmyuzzVcBfBDRxeQauU999+z5xW/9RG4/5kNjMOGA7jvuZZ59fIxM5pu8Z4yrCxrTt/erl+9awHbfuvyyjdCoIstF3A1p0JVQY6U5XRaC2qXdpa4jVsL39h7DFwnvcJtvUcJbtvWpYgcuKOAssTUMrhj8UATuexoGKbEccrxC5oPfbENQUQoRRVglvJErGJw310ohoRasNnEWZKGfN/rhvz1nUOePtuhn4e0Mrspra0CNFUnjipyAlWwVx7LsgZEegVexV2XtTBBoAhzOy8ldEBXskqa2bpx91xoNzgoJxAGYXLWtTTf9mINIq827xXF/hlm9fkuI1ABOiBP3Xk3giwVpNTjt2pmi71JoVFa8ZPfnfDSm/ay5/T8Ky5cuOk9kcj+xTdl8J997x0oKaM7vgYnLmx1yHAAW2UEFUFDEQFTgd4d3Tz0gW0m/l7vzAsBVMtsEbwIKcsWNCUgFDatHAtbLRi6CbXFEM/AMVxZSBTgzUGxII+Cqqu+ArgsZUscmbKlLYq0NzgnI3TsHQUpUiYcPSM4v9JABAGxpCZPyvS81+dY94VFHXjO6UiykPmpMTs2Ddl7ZswwDxjlEOd2vF2YOR2eUTpL1WFUtU6F4vTYSbvGaxcspJEmyDW5kqig2L5cuWK1YkiQdquFs2YdyEXx2egJK9eUQC9Mgwo2ZbGzg8vkoyxf+/mT+s0g8xAlNS+9LuXlzzlIPvzzKF4j37MK4AcPnkIISIFGu10WAddSsD4fG/+5fTZZ3roa2D7GhV1Wi6W8tKAKz9WBWlhnIpCmrPEonpfvObKvSkEpG2wjJSzYa+CW9jEqgF4En5TbE0auSaKQKGFg9WkUpWSkfPaeJmfPNwmnFZFfw+E7KBPUUDKrp4/9pM9obCfYvvFFfe55fMRK1mAQBDQzTeLS6UpWBVFFwZkQmqpzyAeKbx26mSoGcmU/M9CCTAmCXLpd7GzZQwH0KpmmywSblNpLvOlaEk5QNWSUHtlFJHnJzKZKABaFd/iP3sXhF6UbY8hNiAxPshbIagD/wEduY6rTfPGHPn7nzUvnUuLYuFSqKFnHUE+31h9FvZ6bb4Dr4l4kCwS1RIICAlH0M9qUsZ1vUmlcVQBb2v3ki1EIPrDLOSjKlhgEawG8CDgL3R0UssQ4vV2vJY/ClChMONPVPHygCUFE4ORJ4BUoFdk+MYFwewK9+umylU+Wnniahtx02Zj5mSHdpRaDTNFSEGb2b1G5HVyqUh/gVp9WFQ5yolJTuJJVV1qhNLkWhFqQK0muNLkSZA7kmVe8VpRDyALkBahdsCuEQWJZvUz8lJno1Ykgn/+qMo3qsV7LMlGrZCqGt8csIDCzN89ses2LTx16091bLn3j2gDPsoTBwHxbpPSNAQlTUWhHhJWF6wKN36ZUOpjVgSyI/CIAF95jBfCqZqNi79V1EFJQak9ZgF1UpZ62ubjoVLGyRJXdKxWwi+Zby95OcweUeruwBC1jV+AOy+rEFEHKZ74Wc8+THWQcEElh52+XFYRVG11V8TeZzRReeXHhiStyrRiOQl547ZBvf0mP3/9MhySP6eeSRm4YZ7iVy6/6007O6YkL6mJMDjqQrhlclODOlUQpbRldSjdaQnulyFUNkPAqOVczOJVM8SWK8JBdy4f4uPGA7oPcVKDXXg4hSTQR8sZmMvo2o7O712TwQ0dOMDPded2ff+JL37tw/hztWGKMITNVJ7y/v4tf71tF7aa6MFeZ/NS0KBQn3tSYTuBATb1cU3lLcQlwVTA5jsEp27BqLO66YUJVB7cdpzDB3K5nM3LtbWFQNBxk3j0lIeXPvzpFbmJUmb30A8yqr7FwNmoaHOE147qitHK2nyLPAwQh73jlgD/57JhlnTLMGwxzQZhRsriUBpmJsujM2oWTWlRSWZNe7bUW5IEb5aAcyAOD0lau5MqgclvBaLPHsgJ0weYF0MtHbKLOy0L7deTf8GaEVSHeqgM+sF2fAaKWP0gzGCwtEU8PvnfnFa+5o7t08ovTs1vrAB+PUwbD8WVLy/3dy90+jTAiL8Y/6ELreB5u8cEO2D6ovxlz+8tVxXCmxnj+Y8HWvuYsmNyf7aGUqLS4q7irDbtxwA6UqJyU0g60Hfe2Mdk45q4CzMBj7zhMePiAZP+pBkaFKCmJpLaSyq/T8AT4pItS3Mv+VK8bqnBU0ixk95aUay7t8/VnmqQqYpgJGtKOmw4yu/25Eq4LJ3M6HOnEov+RqxtN/Dkmlbti610suF07mzIeuItaILsDdcnihTwqgF3o7/I5teK5Vdj2UVJ6F147ZPm6uEAdg+e22SZJ+uRZf7fRo8uMTr64isHPnFui1x/R64/syAXl9rIxdoCPNnYMW8XcplxW/IDTP6BrfHWPub3nnl71kyNKVKCXnjSxMkDY7nlRgdsGmaLsFg9KcMsawP3hP7bbnhLYZbayZO6cKLCJHdsVlGJI+YuvtlhYaCLiwPru/kU4WYPiX+W+vNN1Vq1501qRpgHr5iRvf1WPhw9MMc4bDFREM7davChnVRIH7mKt0M4TL9LglsV9ZrT+uPEuMH+Sr0Rpb9S1NlTTaGVNiwv3d1tQy7JGvw7yqmjOZzyvGqnmlJiaKqizuN/7m+vqtTECnQ0ZDRbI0lH5u0qA/9Gf/DVSShYWl2k1lGVKVxYgi+ZgWZ0MX4eXX7MG8NXAroF7ogipqj1hFUiKJlhVG+pTzRwsAV6yeCFXJCqoAzwK3ACgsNg60GU4A0NYpuK1e57X7oGynTtPH4WP3dZhLCOUVC57WZ/JMpnBXG10VSezrsMLZlJkeUCcB7z9tSM+8PkBjx9qkqqQgZREuXbukUDmphw0agM/UZY92Jt2n1Xft8hn8lxDUFqIduKvciUBKjfVsM6yBl+UF3QmfB3uMXjZHGFqq3QdD2aVDeg7JvVacgd0f7Urh4GGnD21n+7yWYyuJFoAcPzEKbZt3dz6pXf/zq7u0gKN0F490ptUVfXPmZpMqTmAZrU8KV0E73URYReAL1yUWlBWA7oogTM5Dll6jF0EmcXUpiAoNnl12ltNgLtI34dFY7K2M0PKFrGipzNz9xQVJuw/GdBLIlCBkydmojx24uKddFE8PWwmvXDXjVMlfgLaoeDKrSMe35+Q65ihjmjktmY7cBpcCbuRa7EXkiiBXSTndHkGjN9dpSEoJxxUK3UuLeCV251C6mpCQMHmecHWpUTxQC4NsgD0BJP74J681cBdYmpyZrnfEVVsUW43SIg763e95HU/1lq48KOD+XWbLcBPnz7DSrf72l3b1//Mk08+SSOSZAWwhUGLeid04Z6whvZe6zapu+vz79YGdm0Es8eKqjZUswA5ZQlpoATSkyX+LsahwnnhFtwWwNVQoNCXJz57K9fXGSUs9jT//S87LAwbiDi08kRWmcVi9IIP8ovdfHYy/kyZUlvaqr+pVsC7vrPHVx6eYmEckciAoZREroeyGvngAFdU/DhdXGSgDdqBW9dKmAtNG7hxDkWQXoBdSeEY3EqivGBr99lFl1XZu1l77p3zCQ1+sTpyY6qapUIh+Fa11hO5A213kxgnGeu2bPiZo0f2350mw78uGXzPnj3EUcTJE8cJpEapAJHZL5S7k1XKlFqgWWfui91E+X91Viver1wUUQHcywYWaWh/ME0JbGkBXU5o8kAdSEngJElQArzQ3LoMKsNAl+AOg6L+os7eoUqJooSPfjXkqYNNkCFSSuKiNFZUJ7ncI979sRetJvTYXHvMVIA807blLMtCrts94M0vWeEDn2+gg5ihjIilKJM+SgrSwsVgNZMLn8n9pIpXE6MVKGNXBW2EBXcxJcwNU63GStiLKvfmi0vX0laNtDAT57tatWtJoLUu/vJJvTG9So5Vs2WK/X/6w4wTJ0/aY5barRcDgCgKieKIKAoIgiKTVGno3P1y4ehal/UBdeqelCb+pemPWgPjFenXJUp9xmABeF93fzOAywrgyquhDlxdSkgpRUJVuSWhNxyo0tyWvcPATq1a6mo+dXuHC90YGs49EV4wdhGJghB1Ji+O11q2XWEZaonOCzclYHZK8R2vGPDJe0Ys9GMSFTDMpbMnhXNvRCkRpKwHcTj2Lt7SJZtX3e5B4awo97yYLSkhV5TH3Qe5kMKzc4vzNanFC7CLirGL1z5eJsFNIYNNmexZLemqDa7SXAAKqSKk9a8JDh8+yOzs7M4HH3zoJxYWzhOGAVleAazYvlUbkE4PyYK1/cjX+6Llcz/A8h2FNYZm+qMVSlA7JleCcm5e2VHuzf72O1zscHfq4C52NiiYW3nMvYrBi3ET1ciJQNnM5eEjgmeONtDECBmUzblV9aAfHIuJTpcKbrXg3EtoVMtu5ahobYNNTMBVOxJ2bx6xsLeJySPL4rmVKYHn4viAqgJdJ7iLMlqwr43wgk/Qshq848c2SruYTLoNDcrzUmGlkiWiJleqfEBxwVfgXk2EdTxNpuz9gVH+0H2L54DTp8+xaeuVP/Gc597y6MGDB48EUmjybLwpCszrBr0lpJSYTJcuh5LWgxRFcCm8eirWliaTluAk2AtWqyV4fJDLCR3uda74wC4fFW4UsO+D+3e3pbXywe2B3O1XH7rS0IK9lXsdBClKpXz26x32X2hCVMmTsMwmTlywrB4XMXmrz+Hz5sj4A5WKMtok4NJ1CW984YAHnm6BDslyq8XD3A35zOtSqdyA1y/ecIGnKVhxYk6Ndk6ZkW5VkcXdHvvcrRhSOFbXVCtHGX8Y7yI3EyuaqVa0Sdmy5kHyC7N8WVcNlyrIQinJybOLDEf56wbD8aYkyY8Euda2tjvN6Q4ykjSwGTbvQ6Wk0m11L3BtFVUGDtUidFF70LuyJwM0H9BC1IFdsrkSXhOuB243n7DatoPVwA6qAUHliLdAO5BnVp6olGYr4ev7FH99e5vhKIJWQCAFoahLk8nv7wfRFzl3df09YRn6vniaBUx3At7y8hGfv2fA/fsiTDtkmMdEgvJCU+Xn++nyAtwVyP1wzwaf7gJTls1zafW49li7COp1YRdq4e0MIbxA15JUeY7953ixgXtdDzTXcFYmlIIPcmOvF3uBx4a5qZQoTIEMITKCQycTpqcTnjycsudoztZ1qhq+6AGyVhjzN7ytSuiUv0+szdwTz0spIipQS+Xt3qDczhIeuCuQF2WzhiCoRigHbhOmQNWBHpZsbe9K2QAzihLSJOfz97Z4+lgLwhAhlQOVq5fxgksh6ywu1jgW+Kxd1PZMzHUsm7g9uzBJAq7envH6F/V57EiTcRaRy5ChVkQ5E9+l8MKZYHBRpyn3XVDFxabRSqCK4E4KjLLytNDj5YoqQWpvlqG3bXs59k0IhDY1UmPicdKEqDFlDfResdUEzgI3cWDLZWOu3DFg/eyQtDUgeN8HP40KFCvdFcJAkuWmDjhYpZNY9bH1DyverWnvml00wdw+a3tsXbF4tQNBJU08q7Bk7ALg1eTUUqI45raMbUqmDsrH6nnogstApcRRwpNHBV+8p8VgGEE7RIqictAr/lori+n9nf6RKmpR7JkS1EcPTyR8vAKsJA3pdBJef+uYT9454rFDMQQRIy2JnBZXGlReuBruO+S4ZIuwMxr8SElVTk6gqKSLtGxerCpFkF/EYlJXiTahiwlj3rnUfrDpr8r28yetYouNqmCpvup9Y1ItVn+l7KzGcyceore4lzzPCbLheXIhkHlGp+FGgXlORglVcZGPEuB9r/rVWf4B4htKk5K5pa+7hbfsiUqDq2rEbwFu6Q2PtO1c7nngzwefALe7h8UUWlfgH6jM3oOUMEzJTM5n7m5y15NNaAQgbUNz6JXw1kpj/bv/Yo3bpOVq3ETeohk5N8Vckwro41HIy64b8MYXD3jqaIMsCzFCMRQBYU75nUResXj1FdZmcr+mSCnnUkjL5va1KLeD9LPIsmD0YrV1DF5j71pcYpjscKrIz9Pm1PGzJtS93yHLVRAGo5BTZzOCoI8xhmC2o5BSMh5rerhl33MCpKh/0Fp6Unj/t/qq9JlbrAa419Yl/Ucf2DWp4qfpvbvbsaACuncPqk1QC0CHHqgL58Q6JvZRKavlHj0i+dhXO0AEMkQIVXYRKbeR6mSBWPH3+JFIHWDUsr41b9cvoc1t656dQqvK9L0xAe945ZAv3TviwYN2kkCqFYNcuIIvBzq3GpfCcpXWdXawog50S+zuIjRo6fbzKYLiQntLx+bCPpYrrvacnALs1Jm8luQptflqEE9ivLoYXCAvrctvbRRBqhVJHiFVaAFe7JCmc+sbl+N+pe9yiFUAF9/gC9T9zsom892F2h9bPncsXQBcVmxeTTylDnLXmlZtNmUc2IsB+BW4a6ztPRaNtYVUUSojDDPSPOOO+5s8caAJYQjSBpeRMN7kWD+wqluddfJeHSiVnX0Iz9WgrsVdK5tWzlHJA8ZJyLW7R7zsFsviw9yy+FhEjDQEuagCv7ywC41NaPgXGUUdSMXk5coiwSiDNAJlsNlPIxCupFUaUZMqQnvY8QjSShXQtcB3bYxUMJvIcK4izApLxliCMdJvzxMILcBAkGQ2QZDmlLagb9P5jGs/oLB1hHfavGxdcXWWX8KTJ96VulqbiYk9YibqTwTl3jvV7sUO2LWGh2rrEqUmwO0NxS/dE5WjAg/gTqJEQcr+04IPfr7DOA2hFTp5QtmapvxdgoslU1QnoaZXJm+mDnRfplRbuhQgn9TiAe1Y8gOvH/CZu9rsO2kvvlwrBrmyVYa5S/44DSlyN5ZjYiUpwk0f4NJUWlw5jS61wUh7jowUFuDaTdfSlWSpDAJffnrnGOrHymGqvsKsQZD+BSCq/0YIe8EJ932FsEOdwtB27qv//pu/vjEMg//70KGjV5XVecJzKuQk2GRdE0/oZOXJCt+rVkK4muLi59JZe8U4YPeoZM3ym7wXIxN8j7t8LF0SPDniDcP39uqpiqnc7g9BWjYzhEFCLhM+8OkWf/LFGYhjUA2UCmgpQ1MZN46CssE59Frjqkyqn4iSVJNhqQWoVSxR2Y7FRSskSOW3i9nnwmgu2ZRw8oLkoSciMmEbw7VQCGFLaf09dlaxZgEk468voraqlBei38jiLorJkWyl1MJrbywcmslYw/t5fVZ8UTE4Oc9yojykdKD8S1Z4f4Vm+6U3bbrs6hd/OThy+NhMv9d7g85Toiis1X7UWNa/8rxId5UMWXW1+f/9xO8s3ZqJGpSJOpTaQPaa/jae/nYVfZ72VuVOD95GVMpMSJKiUrBg75QwSHnmlOQjX2lh569Y9i479/22OeF9X+/v9gNN4b8oATQBDl2daH+uoA08q+m9OlfkymnxPOCdrxrwV3e02HMiBJlghGSUhwS4epHiWOcOnnmR+Cmg6kknYxxoTKXBwVmGxmlwK1sK3S2N/QyjnT+urbzREwFmWe8v8Zh7IkZj9eta4FkGqlTxG/azpDSlrTkYpvR6/TfIc8dnguFoTJIkzonwNKT0QFdIEG8Jqb+ua6PqCxbyZCK49JcsX8fK+nMf4GWrmlc9V4JbVoAuwO6Du+wSd6OHg8ANyy/8bpWhZIZy8iRXGZ++u82e/ZX2lkJa77vsoJk4eZ7urr/2pVwFmup5vQG55ol7E6kCLWxtiqxS+EkacPVlY9704j4HPxKT5ApEQC4ChkIQ5M6+owh0C54TNT4uQ2BHj8YIT6IYjCxkCwhjm2CMMFWKX4CWFvhaeLrck6K6eG4qIEsPQ9/IH6//3CNXQ2mHGvfZCnv88iwlSxMCKaUnFyZ8aA+UTHzIRa1A6v+mFhR4J90PSHyQ1PdOr1hbea8LYBdgL5jb3zqwYvJKd6siiCy2OJGaQFZD85XKCcOUQ6cVv/OJKUYypJigVXXNuwur3MemviHWaitg7Vt9+XZuhqk27arvWifLWvEC3LkOyPKQOM/4F2/t85d3tDh4KgCVgg5IRchQCFReHFurx4txDkyAvPDmDRAUF5x7TxqbnjeYEujK2Yg+mxv3OVra/6a2Mk+QmxCu5NojhdXGxIT+XgP0xcVTlCj4jcsC2/xS1VMrL6niSQsmn6/5JSZqoNewBClYGtZkQB/YYoK1i0SK8hlc6RqLl0zuA1t5YC6ZPK/fpWXxMEhYSTS//8kpTp6LQQXOGpROnpia710+90+Adwwm95lcE+i+VCkbD/wezSKFL8t72QwhFXkWsHX9mB95c49f+WBEN7UBgTGSsVbWNswLR2wy2KxAbkoKtz9R7rUxdYliZMXupSwQLgFUnDtDCTohqNh7DbAX4NUFN/gYWoPJYa3j7D5PukJAXe31ExQdL8VIhbVkRMXUFVBrssT/cuVzD+DFo1wNhknmLovna907pgR5kTVUwpckHpMHxXYmFaCtHKkDXrkhk8VjoFKCOOXjn4l5319MMdahlSdClfKkbCr2vtukJVg5RT6s14a4qQjUswp90Bcpe4PWusxulil8bbcCbwQZP/a2Ps8cjfjDT1stDopcSEbaBpwyL76XM6zL6NJncsflZbMvqBLk9vtIYy/yMkgULhh2SSrtHRtTBrpVv6gWlXauSxRRx89FHieBX+BOCko3Bw1ZLsgzQaBcO1cxBGdSktSliA/2yeVCrPrguq1T/UGTiZEKLGZNeSLdQbRNxm6qqsfaNn7QnlQpQOwxuayqA+uPmfO9UxaX4C+/0mJpXIDbAjyU1WQtX57UVp1C2lEH/CS+fa1dgLxK9jAhT6ye9Dt9yjpxKVFaoXVAlgdMRzlvffWAv7q7xUJPgUxBK1KsHi+7fYTP4NSYvCoStduVFN9PeUmhIpBT1FncAtpjb8MEY7s0vRClDteywk69OdmTxBOgLr7tmuB3d6PtoNIsh6CYzRdHijCUHkj9q5w6c6/hokAVKdeZvEr512QJFWP76d3CLSlYvRoX4bF3AWxfd3v7ZAbOVrPSowowK+YuWLti77CV8ZnbG9z/RBPtaW/b1FDIk3q9SVlrQf3v9e8l0NckcQesiYSPX0Jb30uyaLSVKFP54lkeEuiMF1yX8O3PH/Chz0agEhASIwRjHVibFqpA0zG3qH3Bqga6DDKd62GMPf5+ACqF1eRS2hkv/qpWVPkZ75xrgevTtFeCNHUiXQXaVURa/WBStvj/nc4hSSHJHMBjt2WHCkQ90VV3TFf9ojWvqkkGn3hd1Sn7kqSQKR6APGCXe897z0ugF2OESzel2nGtcEuKZI5SudPiDuTSuidxmHLwmOSDn+lwphfZ/a6lHfSuBNWODWusPvW7+IbsPXmrJXo8Zq/tIeoFm8Yvwsrt/jn20W5/srGd84Pf3ufuJ2IOnpUgUkChkYyE9DaRsuegBmrvgvO/YRFoKml/It1mVMZYd6W4KIUsnBXhnuPcjerziqRMUfilKQr7iuQhTtr6mUxfq68upRUTxxMEWaoZp4YkNQR2spMhjtwyY7x/bC7+2y4m/IvnUtTfl+4PWwsgtQ1Hy2DS1KSKD2of8CW4y3nZxjG026DK9VdWwM5QMidwtmAUpYxzze9+dIq7Hm7a3jY3C11Kabt2RDV/RXruyaoAc/JCnzheq06GqUuU0skwxQSx1dujW01u283KDcByTSYDVBbwsucm/Og7VviF340YZ9JmoLQkc66K1BNdPoUu976pHwuo8ssV5bMuPS5F5YsLm7o3he42xo7AlqLsrC/lwwQpIAwasQo/FXGuLsK6GFlYotAkaU6a5qSZJggU5TxsIeud8+AFQhMgX6WLJgKEKoAwJUsX71d+t8/kvv72gkqBm6ZEJUl8BpeVa1JMQK0Fl9KTJW7GdRlcyowwyvjqgyF/dVeLcRJCMyi1d8nexQU1weKrmFvUj4+9r9107Nc0l+WzpTSoiq+MnNThVepeaitVCqBnWUCzlfHWlw257a4hX3pQWdtQ2K6FVAQM8cjHiEoyFLrcaezy25VtnF5diutZNALL5qL63sYdCyPNhJtiLyQjqmC31ggxgaO6kTGxENYWmokcgjEkqSbNjB0NXY4cDizIyuDmYgD3P2ctoU/FDhdbyqXH5JPALn8+4Z5I4ezANYLMCsjaY24P6N4w91J7Szsldrlv+MzdLfadbtgrXdiSWFFob+Gm3U6uNBMrURVcCg/o34x3Ci9clJZc/V6lrKsqQ2mbEnygS4XUOVIHpOOAKzalfPtL+ty/J6KbSAtwrB5PUBT7QPjg9gNNVXKnx+RYdnZntgosjXEBppuj5c6tLjS6LEDvEjJFkGtleOWyuMM16ZTYR7PmsSyszarIyq4oFtyGPIegCNaCwOkeUZj5VR0AFwF5yUwFU/vB5ir9bWqgqLsmpsboZQOBm79RA7qX2KkGs3sglxMBpcxrjwW4wyBDk/PHn23yvk90MCKwvneNvSt5UrcGVwN9Let0NfXU2XtyCm9df1eDTidb2YrtGrXW6FyipfXFldSkeYhUmh97y4ADp0Le91cBaeZqDLREIxgLidLFIAkHnotpcllUIVKN5za28MqK8uJnVYGdcefSrAF0X2/74K5WQVMdNt9NWQuEprA17U9tzsCBW9tiq6CoPlBuydCiovriAH+jm6/FJ6Nh6fwgvztI1lyTAij10WMVa3sz8YrXypcoHrjVpDyp71mv3N4zVoOnhFHKgTOSv7qjTb8fQlOtZu+y5tvT3qJK8JR/M6ufFyf7m2rHKmXoZQ8nCpDK8WSuR7IAuiyALtHSanEpA9I0p9POeMvLB3z+a00OnHbpV+tdkQvB0GX6hADhaqmrRI+vnyzIDe5XuLcMVmcrXJJHVGxeVvhNAl36EsWB2ZcswseT13InLn7sTHHB6Wrly3M3MVcbgiCIUSp0FX5ONzkmgaoGoTwZHqD9D68b79XAl7pEMZXehtpEpGpXhALYdRb3XROrzXXF4r5E8bf3LvaYkc4xcUweBBnjVHPbfW2+8kjTDgeXoQX4muxtXIWlqV+sE/rbtwnFN0N2nYjqQPe9ce2yh4WTYmxHvNXduqbHcyFRuUQLRToOePWNCa9+wZDjnwsZaydVbCUUOQFjgQ06qYK5onEA4bStc0pU4ZC7NL1xrG2dFafD3c+FA3IxXbc490W9yOpWNlMuICX4Jxoi1mbvuvb2Kw6jKKTRiAnm1l2ynCSjzzca4T/Jc1tbUGiZqiyxflGX7F274nyj3nuszerw/7hJS9ADeOE5eyCvmFzX3JNVgaUDtm8HFql4KW2njowy7nww4lf/aJrcBJVzIhVCyHLLlIKp6wzuxw9rs/ffIIlZIdtnovKE+Q0QzhvH31PTlimXMkXLktFzrRA6IMvs/kI/+0Mr7DsRcOcDEh0JKNxwIUh0obarjiNRzAVRdjeI+h9iSiCrgsmNDSgRlctSgNVIYyv9JgiuCEQlVaCJWAPYUM8ITyiosoy3yKoay9xBGDE9PfX53ZduX1ave+nGfjI8e1ApfjRLs+qDhJ+u97Szf/eq/2plrl5Za1XeaiYe6wVTpb4umhfUZCDpfO5SlrikziS4ZY6/gVJQZi2rXssTi4Jf/eA0dz/StpvyyMiVxIYEUtCUlBtKFRtcqYveXZFaOSSnPoyoqHmXaqJh2tP11WvhlSrUSwJqpQz+jgq1Lpr6IExhDOvmM+LAcP/jEctDL+viwkxdCqoqcqiaWSavzkKEf6O3hAdAnxhF+e8q98iL8/z/pnCUCmKdtFK99woyLoyRNDNIFXH8xIUffOChJ/cFeTkE3ZRugMarzDKehbUGMfmOiQAo603MGqxdnARfd3vM6DG5L00qS1B7r1c7J9VrP7B0pbDueR7lfPCT0/z17W1MQ2H3/rT6W0g50W/JKv29qmO+lCyFNlmDqSfe9k+yD47aQKWJbnt/SJB2DcBl8kdWA4O0kypSK3IRIIc5b33FkKcPhbzn/QFJnFUAF3bs8BhXO+P8bpEbT3uLsusHLPsqaZHlWeRWykgw2nng7lgZ185mMLVOsaLysHJTPEljnGFRJNLF6gPmH7NqQGdhlFTBarC04rad0xrh6n9Fbal0+mbiJPkArySJCyqpPuSiwC6WLAl2QyPnplxMngjt7EFdlyne3jGlFSh9cOfIsuYk50sPxPzR59qMcjcFXxTWoMtaFjUn/kpUgtusWtUmg+tJibb6iNVv5ew9vx6kZhOaVSW0RnqeuPScFaFsYZZ0xVlSk+uAONT80Bv73PtYxJcesXYhyCIIQpuAce6CTuy8QfSEJndfrBxvKFw9SgHuYrt5l+yRLkgxro3NCAd0PxbzM7/COTHl66pY72JWdXnRF06KC3bbDUmzodBaExS2DaKSCEWiwW+ErdmFonpYPSK3sgy/IbALQIu1WVuIyeylLpl7ksFlUde9KqmTVwFmkDIYwy//wTSHTsaYoNotuaa9J5M6TDA3q0HsxZb1g1MtcWuCvJY1hjWX39V6fI2iLOkqDqX2WFwhco0QATLRXLo15d/98y73/nRMb+T+GC3L75VLuxdnOXpZYu1BVwdul3Yv2HTBV+mNOxBLPEZ3qqDU3AXQRR3oCFGyuE+WBXOLyWNasLiLTfxVTgjItSbLtQX4ls0zSKEYj3sMez0Qqpzyr7WtFyh/9wQJ+V+o8NCLkz4J7Hrm0pcnZu0gs3xP10BePfrg1kg1sSOvV28SBClZDr/18Q6P7G1Yz1sWzG13cFbCqxh031GJ+vf345DJ5JX9w4vyUHFRvl51EH3nxJOExjFTVXRl6sA2FYMbLdDCsbh03rhw99xJFa256aqUd31Xl9/46AxJ7lgcKIpHchQj7Z1o6ZhRu9WlyKpijw0UDo9NhuGYvAw+XfxQHBfjHbtJoJdJsgLoxnfoJpjAI4jigrd4hTzXzM93aE917Bblz3vB64iiDudOPc6+Jz5NrhskmcRkth3pIpKy0jpeRVqpvS8C7JrvXUiT8t96eltQAltOAltMWIMydz/PHYv7dxdYNnK+fF/MH368Q3cYQlR53gjfOaHc96aqjanr8HI0G/X0fBGkCe8oVfurTQB6grVX4b0EvafDC2niA7uwDI2pJ4GEtRFzqZBG23qVTDHV0Pzw2wY89FTMbV9X0MoswnQBaEGmJSMq1jQYwpLdjHfyPQdDVpKlKNEoGL10VjzZ4rO1X5tS4sTUcwj+MRTCCz7d8cq1zVqmOXR7GW9+3vN48QtuYLnbt9WEQShpNjJmp/r0RyFZXh9U42dzy79voohG4PcpeoCGWmTve93lLgFl9O9vUWfcltETLC58re1pb2WBLr0qQSkzZJCx90jA73xsigMXQtsGLzzt7bO351asWXdSHGzhsQsTYL/Ialdjh5q7MOEWFPMKy5NY6PD6UlwrxiqB72xDadvbRCFVhLFSJTXsnsv4F2/vceRMwP6TAhP4AkuADMkdyGtM7rbvM9IlVYRj8kJ/e5KlYGoKv9zT4aYo4Sgu/jXALgslYCbqeCaDTY8hcg3DxHC+D2OjUFGACBTBgdOGIBQsnE0YDXt0GtMs96TbOlDUfrnvU1aZvImZ1NKB3Xtd6W5vV9xvqMF1mbUsnksf0Gskc/zgUqocKTOiOONMV/DL75/ir77awoS+NCnYW6xib+WtNBeTJGUQ6cs0/z0f5BM0biZPkFn9XtWA7GQAvg4v6lJM6aQYKZ0PbPW4dCxupYpCC6tLQ6l5yyuGdMeSn/l1xdllAbGomFwIDAGZkRNyhVoSiFKuTMoTV1WIvRAK4Bq3+lVgL+TqaqD7TogP9JJnJ453MZR/OJY0OiN2bR+wa1vCdGdMcPxCk2Z7+syhk80vDs9c8rotU4JRomwQ7dt/flB1EemxljUofV/W09vlzyZ0eBVc6gkmd5pbeAD3MpVS5kjnmhS1JgmaT9/T5ssPtKpaEwfsOntXuwb78wYni6nWLLSaIIC14pQ1tYj3Xt05KTBfjasuCrIKHa7d0J0ywylt8kcIWSY7tNBI6dWsSIkwiizTxErz2uePeNOLBvzJ5xVJJigL3p2/Z7Qgk8IDuXHvu6SOY2/nKWO0a2WrAd2UG6cYQOpKvhTHr4pboIgKtKFKohlX8lF69PVjK6RNOgVKsn5Gc8O101y5Q38xjqMzWzYK1J/+0Xt53nNvXtapWl5YDP7pqVNdorDa4bs2icqXGoKKdScei4lTk104sva82LipCigtaP0Ej9PeSnv24ARzex3xpe4OMnKp+eRdTf7T+6Y5fDqumhjKu0JIQSyh4RI6oRsDV8wWr5I53nMB1SjnalsV+74sX9sBoZPDk2Q9cVM4dZP3iYDWz55OrixS2v5xWZQ/OLm3Ogj2AGIMc1M5V1+WcvycYv+xwG5LU3yItxQZ4TZAqNJA7p/UIw63tk9cwNUV71W5rIo/1koSTd6E///lsbBd86GSNBuSbevhVbdeztb1637yzMkj963f/Bq7R89cOyMKJaMlzbkMRokDdeASPqxmrkpTG1eXsTqBUy+mKhi8nokrGbymv3XN+/aBLUspUjF3AeySvcOcwxckf/iJNvsOxtB2lqCoEjtFUid2gC6bGvzVx2Pu2txv4TFM4ZgIsYpdmHztuShrBpcI7AzASWafaEgu2Byb9JHCTaMVAlEwthDkwu5EnKPcuSi68gPSseGqSzN+6C09Hngi4sh5r2i/WLKdDMmkYGQAXdiClp3xtbiwUsq+V3T7VGxuNbm7CH2HpQC+Y2ojnT4vkj/u91Sbr4jS7y5+HiiIQ9tbvNhVHDslSRL7ywOAG2+4hkajQbMhGKycrGXQ/CuoAHLVoDDJ6PUt5Oy/0xP/jZ9SLgCua753tV20H2ROgtsHfY4SVncHQc5iT/DeP5nijkea0CjkiMtYOltQCsqdEYrVuZRkshqsuSqB40mWmv/P//zNDy6LN/ygUpkJkFO4KU6Pa8ewBqRttXH/VpaZaS00orAQhUQIhcBKmHygecVNY/7l963wn/9AsjR036OICAv5YRSZFowEpRwxRUGWrL6TKiRI8W9EReLlv/PMB7fhW33hsPvl2BXPXSBaVhl2NXGg7fmyb+a5Ymp2G1t3XsNoaMNkCbB58yauvvqq25Lh0q9Od+KyzLUMrGtBIqscj8kum8lHv5ZETgSKVctZZf2VoFb6G4A79xyTKqEzEobf/USb93+8Qy8tarwL9g7KwDIQRTNDfX/5Qge6c1n3wQumdle8t/J7zpI3vu5vCnIq7V08Z5Um94A+MZzTrxuvAlBZOitFe1sxwFObYnBQQCeAH31bjx97a4+mzmzHrs7s3WSgU9AZxhgyAyMNiRGkGlIjyDRkxu51n2nIyu3Ai13Q7HwSf6vwaqMtyvkl2n/t9uvMtSl/VtXFe+Tr3fNcgww5efr8r+7ceflt8+s2VgDfsmULv/+7vzZYWVk6HIRBCWYxqf28REyVxjZ1Ri6CxwK0XnPC5MUglQ94U5MjVUDp6rrXBHeRrcyQKoNQ8/TBkD+7rcVK6iZjClUDd8HepWvChK71qx9Zg719xl71ulri6+D+xlCv2tW87KYpXCxRc0/qjcmToJeldVjWphhXaWhsW5vx5qoYrchSRScwfM9r+1x9+RiZ52ByB24HcpODzkuQjzWMtSDRogR5qrED+80E0I0Fc1bshrbGBVAH8GTdTTEICe9CLmxT4702KKVYWFg8/O5f+dXBxo2bKoADvOwVb+DVr30zO3bsxui8DKqq0tVJvby6073eiOCDtmpeqGUiazUlazF7FVCWUsQDt/SYOwhznjoU8q5fmeWJ/TEmlJUsKUFu576U5bDejJPJbQAnrcFac3EJdlHDsFjjxd9IunhSsAZy73XF5t6e7TXLsKpPqTZ39RuV/aFBBYsrchOgE8UNl6X89s8sc+3uEaQ+uIvnjsm1ITUwNpBoSHNBqieBPcnctr80M+69IvvoVqFJNs9rP/dA7mzT2gXhXqdpxhVXXM53fedb+Y43fXt5PEuAz8zMMjs3R7PZ8Bp56wMt/fkkypMpPpAL1q68a78zRztHpA7qWiA5KUsck0s/BV8AW2QO3JqekfyPT7R5dE9MriaSObKwB2UpTQLPGVuTvSflifAcpYKsy59NTNWtmwsXx7UP7FU/81gdZ0HXwF7JlFriZ4LFS8b2Rr+VQDfKdeUrRC656eox/+tb+nRkbqfmGCdZysfiuWNyd0+1INGQaUFmCiBXzF0wecHe2YQcKfaczz3A6lVANjUZo3Pj/lsnZXJDHDeYm59nZna2PI6lHxgEAWEYHWi3mwdnZlq7BUPCQHgSgzKzqCZ0uCoDSO116fiyxUvwFIVU5c+1e8+bgS2MB/K89L6lcsFkcVc5QZgz0PCHf9XmY19uMy7ALH32ljVpUmYtMatYu+Z/y9WsXQsuPQDXdLr7qVjLGP8mIC/qUPCLVEsfHGRReIWpgVzinBYt0EK6RI+ri9ESUQSbLhi179leHSEsQCJhePurB+w5GvCHn+jQT7EHTOPVUbvvpAOyMqnj6lWkcYGk8TqB7F8itd3isEjwlIGn9ytl8d8Kz2XR1b8te+N0cVhssJvrnJlOizhuHoyj6ECapKsZfMPGLRx+5t4vzs+2Prxp4yxxkJU7AQdFo4HfDykuFlx60qNgblX97OIZSV0HdSFHCnDLvEz4SK/OpJfA+/+6zf/1/inOLYRlbXeluauMpR9Ylm1xRe2JrMcb/uZNRdBZFVXVEz2TjL3qvW9yqwVNJdA9LVomfeqypMp2eoxdalevvNa1ulXa28kUrTxGD8hyxaZ5zc//8y7/7C09OnEGhSbXvlxxTG4siyYGRganySEzwrK5Y+tM+2xuv7vP1nnt7nS5qb9fyhdtyt+V5bbBYTDK6czMEzZaH/78bXd9cevWLasZHCCOAoKw8dlmw7w5a8kbMbnbVsSrAiw1tRu66EDsp+L9FHw9e+mxeWkfeq6JKJjcA7vIvYvCBpRFf6VsGP76sy3e/f4pziyFdsiNnNDdTpooZwsGotpfx89OyjVAW78L31jy0h6r3/tbeYYeqH1pMrnNYL3/UNReF4wtvYtAFI+OsXXB3MbdtbMOjbGzDMeGzbM5P//DKyysKD78GQmNgsHFaiZH2ZHOjmW1FmhXlVlkM6sxFJNsXqXs62xeVSiagmEK1nb/jSVzAblByoA0E482Go3P5nn9mEr/xZXXv5oTB79wdygGDzbiYl/3qnPdH7zjM7asBZWF+zHZiTMROIq6/pZytbctZTGhyjklZTInR8WaAycCPvSZNqfPRRW4xaRzYgPLwLuXc05K9p4Ad8HmE0BHrH5dz9X/zbFtvsGbJZkX3ncJdlz9c7HNB54OFyXD14LO2lQsryjLGxik3YxDYwK0UWSJZPO6nO/7tj67L0kgKRjb0+K+w+KSU6m2DkuiCxvR6XI9GYBW9mJmRKnXVzO2WMXk/j3NDUlmyI1ieWX84J989La73/aW19UOaTB5jOfmt4GQaD1kPErcNTDZhTNZxz2htz2tXbG2rv2bisGL5x64hUbUWNtq7jJjGWkOngr4D789w1cfakBDVuCuFVNZ5JaBZVE6MMHYZbYST2dT/czP4E4YJ2Xgufr9tRNFFXgnfO5SV1dgr4O73vxtXKGVMCDcc1k0KLumZH9okHC1Kpa9HaPjzpE2lomF/QAB5KOMVz1vxC+9q8u//+1pDp2OIHTfTVNWGPoUaRBkJVNXq4sWdpsR5bS5wu7lo7xkkBF1/T1Z0zJZlVjEP3lu6HQaXLZ7O3qNGSerAL7jitcipErydImFc0vlMkjhNkgPlJ6FKDwZonxwl+/rVVJFTAaUQttgyAe3yEsXRcoMFWqOnAv4j78zzcdua5EI53cTTLB33fOuNm51rI3vmBhPrqyu45g0RVax+CSZr3Xzf2j4hrdVHVSrUvWrrUNfogiDB2q39V+Z+ZTlkExtpNtm28oVrQ0CK1nQhkagecdrBuQa/v1vTXP0XAxh7oEcVxlVAF1ZkBurZnIgEoKgaMVz0kO7c2CEreEppmGVsqUsyaVEchG4UlIurskYtm7dzPe+/fVJmuX84s99E4A32usIo6mfnl2365p+UREdcgAAKzBJREFU9/grRsNRWe3l14rUakdqKfeqWaFW9z0Jch/cDtj2Z1UDgxCe9+3S8EfPh/zsb07z8S+1SIpqp1XJnAnPW5pVGcvaAJ+L3OEiP6OerazkirEsyd/yVqtE8kanrQlsRzw1fV6fSlsvr5VOdxfsXXBu4aY4CArl9K4hywyhyvme1w0JFPzcb85w9FxkKdhzOEqgS7sS4Lr1U22BHkrbGRa4f6akraVRhVvisbTEuiml/narnixPiAEnKbXWdDptrrnq0tsv333JTy8t91YdUjn5RhRPc2Tf51eMaO1L80aeaYmhGJZYedtler02eMdUw3Ymg8VV+rpi7XoQaR9F+X6Rqcw5taj4+d+a5uO3FeD2g0lXmicqaVIFltR3AMZ3TNbIXIpKohRLod/wUG8x8R+qq+J/2kWZxPfkc1/K+PqbuntSc1b80ctFGl/LiTmHlSYvnBbfZclySZDD218z5D+9q8vm+bTuiZu8umvfZdFo54kntcxnlfXMjHNdCg+9dF087W7qvnnZe4m9UKZaYT433dr34Y99cWVuduqbA7y4jYaDd6Vm6vEsV66Z08tGqtVZyCIYVJOTXX07UFWpd7/drJQgE49FV45SmjwU/P4nO3zsCy0SJV2Nic/avjXoiqmkn45fvbf8ZFnqxYLLsvWsCDRL5vbe98H/P0na9Sf1Ooui6aTQ4fa5x9q6Yu9aIDnB4gWgi+RP9bOJ5I9W5MbZh8ZmPHUuCTLDO14/4Iff3CfI88o+rCWB/Lt2wachc8HnyAN6ol0m1Ev3rw5I61nRIvNZxClxKNi4rvX4Sq/3rosd3zUBvuuqN9Ifmnx2/jLjBuTa7OUa80eqoTv5KkDXGhNUvob953fgFICvWs6UAzeB4It3N/nIF1uM5VpuiZfQcUFfKKz+Wt3EcBH2/oYW4WoXpQ5osQr8k0T/DcE9weSrWZuao1JEYtVmqL53Luq6vOaFTzQs1+6ydgEUDG5cWl9rSawN3/26Aa950RCR6yrL6dL4a6X2C9o1hjLFPzYF0C2bp6XzYmWND/TUZ/ecEuwGCAPF9ddeZiRp/n3veP2axzjgIrfLrnoxWTr6yLC790qdnmwrN0TelyV+13vhaQtRBZh+4Ckmfr6W7pZSI0TlmshAIwL41F0Nfvo3Z3j6UGxpuZQha4FcVF06RZe8NwbCL67yZUe1tUcd5Ezq7YuweY28xdoA/qYI9xm8+EUT48nK1L37mLIhWaydxhceuxcaHC0Q2IJ268K4WNF542icZ477oX0UOVy/O+W//psuP6XgM3e17AEtdo3VxvuFyh2HSpeDtQS1gExA4ALSwFtdlRDOdTHkwg3ZL8qDi2Jy7Fzz9evX9V/58hd+pN1qXPQQX1SizM5vNf3FR9+7dfvuC40oIQrsliD2ntf2eg/8rpqaRPELojzdXXrceam7bSq5qDGxv0cE8Nd3NvnZ/z7N04cduC+SqSx0t5R1cNcLqYxXSnCRwirWfl7WLE/YgWs9/0bvrQVuM/G+P9KsYGX/31YB5mRg6ckVXQe60QUz+5lQWS/MKmtU6l55bhQ6tyyuE8E1O1N+9Se6fMfLBlWZoFlLpvhZz4LNrWzJnUQZGRhqwci7j7VgnAuSXJQFXYkWpLl7nkN/bLj66qsu3HHPk+/dtWPbRbnkogwOsH7zNWTJEqOlu8nTHsVuZlZWWCav2Jg6e2PqryeYW/z/2vvyOEmqOs/ve3HkUZlZR9fV993QJ9AgzaWIyCGeg3jsLLI7flQUZHG8RkVHVgXE3VFZFMVZFGVmHeVYAWVlEEVAjkZarm6g+qK7gT6quu4jMyLjvfnjHfFeRFR1VdNNN6zv88nKiMjIoyK+8Yvv+/4uEk8wY4VFxpo4DHCBOx4s4Evfr2D9FhPcGbREqSYUumh9nKGTSCAeB8CZ0uB4lIMAqa4OSWs/2SwIw3OZBHsqT1MDmunYFFVYzQa53a3YrK2iPZvyIiCEAFITF79f+hIJACZUIcYAQp24zHIQYcX8EFdePAjOgd8kLbn+T5Sg5whOTuQ22ZlK6/QQFl2dH4cArroTcykScK6Tr+sR0FQpY9XKJWhrqUx4eCcEeL5hRm04HPx4oTT75pH+9Q2uw7XV1pPDDBCLAyTZoal7SyBbFIUwEBrJ1yMQKjj3XQ/l8cVrK9jwgp8BblMxUevqwCRveQmXPM223pajx5xcWhzcdterYVETC9QksYN9+pOAhspa5Amgm+CWAUbcuCI4j9kBBzQdYaofj3YKUZkSl5ATwaWMiPgiYBSgwglEqao27MQ1VAKOlfNDXH3JIBgH/t9DBUMPhwS0IzHOxTniAAiD6jihs48l0CMCRCCoAwjkeXCJqHrgy/8xB8DhDEcumjXiUPrxBfM6a/sN8Fp1gOXLix9rmeEMjg11NXjuKDy3rieMxAA4VJSY+LlyIcOaQ1lrZbkjrZwQysEdgt8+ksfnrqng2a2+LNKT9TBzLIkda6K5NkfKeYMsa83T2wHLOtvW29xO9HOKi+8D3MltmnaQeCft8DGcP7rgZYJz6weJLwKbk0sdXFtxSCADhDN9ETDOhVWXMR+agzNobyeIAxLUsXxeiP/x3wbBOcE9D+dFMwgCCWL1XgZZcFm8yKkWBKzZO4/RI5KdRZ5pQAR1ycsLraXo4YLz3jS4aum8x/buHWD7DXC/0AnHcXtqJDivtXPVfeHgvZ7nEa18xA6C9BCWXAFHWXWWsuDiIolAKQejFL//cw6f/nYFz2+X4Nb6dnJyqbaRONYEMHi3oZZQ2DRlX2qJAjJsYJuxJqnJ5RTlwfEAn9LBOdGAVWqE7eaXJCXDCcQJMUqpcc3NlXeTySvFpi3CDBNZ5xCAuADM3EgOEMbB4AABw7K5Ib7z9wP4ZB247895RDSh4nNpyWECXcXByhPBsw8gJxQcorZLRClGaxHeefox4WgtOq91WqWnUi5OeGwnBLjreghGn0exsvAlz+nfEvAHjnBor4znEJyKA2CROEDK9WSesLh3DzcsPrPB7gCMUtyzNodP/VMjurb5IhuYjqeUxAAnEth24Z4Y1I7lhjfyLvWyUcsFBvCVZTZYhqWuZJlrg7hbGfaTQTjP3qbOe7xLXM7YstJE0RNI1zzX/FapJ6KIEEccn0LBwWQbP6KtOXj8HuXOZ6oFn0S44urgAOUMS+aE+N5nB3Dpt4F7H80JkFN5dQCCsmhOTuxHyhnA40wHfYWJCW9LWyPecOySLSuXzXtp7frtWLNi7oSHlmIfgxAH9cHbtzlk7KOkuAKjwTA2bA/x64c5tu6pYyQMkMvVkPMDuE4IxwmNEg7JQKlI8GylmBAG6nMwl+DeP+cFuHf44FkTSuWftay34mkJcGtQm5Wpxqch4y1b8d5WMjGxQZ+8mA2wTtThkY+zburYtmXOcsmrfbLyNrO8n+m0Njtu3MgE4tTwiBo6OYjWxpl0CvEawZLZIb776QGcdnwVNJIitvZyZiktdfvB6gALgKAGGtbQ4o9icecQ3nXKXhw9vw+Nbi/edfJ8VKvVj95wyx+2uc4+4TuxBQcAr7AI1eoQvFxp57rNuQdu//WGN979SIB1G3M44w1jOGJmgLedPIrVRwRordTBIgdGlIx1+sxJJiEc1OfY3uvh4b/4uPz6Mrq2+eD+BBo35GtU6N1xIJWRggZuWfCsnEoL9AlqMl4Kmpgwx7zFpC0xdSH6PeYzMo6GPiqKliIGs7nzuBeB9YgtOZI0RXNvadmJ8oQSY0JK5X4RVAk3YlS5IqoMBTiY0sV1Zo94ogRAyHDk3BD/69OD+Or1HI8+kcP2va6QQpSqwnniFmj+YxyoR+hoDHHM0hrOOWkUS2ZGOPMNIf78LMXaje048aSFD6xe9ZadY2MjKBZL+wS4s889AHzjG1ehY+lZvSNhy9CjTze8/3d/6gGKRWzZXsBjT+fw8FMempoivGFZAMpNSoKYlliqC0BzQNfLHq68voxrfl7C9j1enChsATyhd9NYEnQhWo34RhKDo5+5sa4SNAz6otQUxc+pSWNIXHlKAVxVszIkQkpIvE7VdmOb8bC3JS6+xLr5uihemk56Nn9HHCtjqj5Z1a1giwFG+ph9MUMvWBdr8io1qBwU3WMcrc0Mpx4XoHN6hOc2uejtkzGyKfHfjEkQGjllET50zjC+8YkBnHV8hLntLkZHC+hsZjjh+FMxY9bizyJ69kE/v3wy0N23BVfjzccvROe0ymNBWPvVS33973ns6RcQlfOohw627mb45V0NeM8bq5jZGiIKZT1oKQfEjT7F1UtzwKaXPXztB2Xcek8B1YgKpOokSHNiaazTWBJ0DdXEMVQTm6Ik6IYJjvgcJqiICZjkSVcn0j7hFj+f7AFV5zfFsRFbcq2oxBWloGVCMXGEaa0J158TezGlFZfeST3R1Fxc8G0OorN9GCiIlBOZtuKxM4hQ6DsGIxyUU1Hoh4qQW1rn6Gip4/xzxpDzgP/+/TI2v+SKIp8AdEC3NbHkQJ2jsz3EB88ewdx2YHigAdVaAbWQwm9YDbATfuWz1Y+xet+kD/G+SYwcyxZ04MXdvdv+9h1rLl05p3Ln0o4cmn0Cx/HBHQc9wxQq11NFSMQJxdBiNPUJNr/k4fLrSrj1dwVUocCtgDzOhFKbU8m7kYgQTHgnibldgVwDltsANp8hy4zBAHPi9QlRrNE/NZzH9VBI5usAbM5tXhQWF7c5vOXeT4XQJspOSNnQ5OGxt5PqIkLJHE8dmMUccO4I3l4jyHGG8946hq9eNIQFs0IRjMIjiJJW8gH1ED/UdzlaSgyk7iAIcxgcacDASCfGwll3FlpOuzQKe7b5xdmTPraToihq/ODab+ONp549sGrprJWjfd1v3L1nL4ZrDNOnDeDqi/tw7FJBUeITDZj3SOoTvLDbxT9+v4xb7imiBlk3jVBofp2iIzI7B3FmvG+641VdQRqno1EaA3/8jmbxuiUlUmKtE11MU21LLFNBXzR3JyKbxlzfF0VJ0hKTguhygdZ2c8JslLKgxNguPZM040LWd1TzYo/piimVJmnKeJTGbGUDyCauHPApx5GLIrRN41i33sXAAI1Rl0F5RkcIXtrj4ITlAXw3hxd3NaLKl6Jt1ptvG+zbcVtz+4opGY9JUxQ1Fi+YjjmzZ1y9Y9u2BTNb+z+waPZ6zO7ox1GLa3Dl7VK3nDDOXsAJ1j3p4Qe3FHHzPQUERJpf2X3XpiXKEZB4VqCFHWti9bCkpufSKKKZ5KbGSY/jvknipBnngCSeDUueZa+nZMR5+kPMClfaBwKbjljOH0LERNAxJpkkkQVElIYtOiZTI+1NKCMQejcULYGmJdThUgqmIhjL4bElh6Q5XEwkxfcJrZvVOXIuwwfOGAMYx3W3FPGXZ33UmHn1yAclCDjFbx6qYGt3Ce3NeZy+ag7eePziX3TMOvrqvd0vTxWuU7PgAHDNNd/FmhPfVPPys+9aNnPjqUtmDsyZ21GD7kGu1FqJLEKBMU7wszuLuPDKCh5/1kdoUY6JogPt3ErlrTTrebtyMqmsuJpEWk1cqb0tab3VzzCts7aY1nbbesdWVU5K5R3GnIQSOrEFh7Gscj41pTItPIz3adthNFk17IkuKk/s2tuZEqlxhZqvUQN3ahfLw6vfxy2MEgsDMZ9yCMfShRHOfXMNvYMEz230EDLzg9Wt1EVEfOzqr2B4rBHlXPnBC8496X1PPrV++IhlR08Z4FO24ADw9redgcHutaPA2UGtZysixkAi8VHid0ovpwcMhwQ/vb2IL/+whP4hJ3GGpHXOesjQV4P5at6tkhjMsmtWnDeMdWpvS56k+KTbycPxCR2Hc+vPSRD29G6ZQ1nUxDRLdwlW6+a+5rK23EhYa+XkgbFsuvZlWQdivk91kZCTUSUNUhW3Qrj2dIpqtkR7QFXAFFcx6iCyTaGw7ioeiTNx3toaGa66eBiOA/zs9iJGQhInMysjR12AczRWivhPH3h7sHZjNHrWqafvD1T3D+AAUG5eBICtLTjHnTjWs6fAeE2U8IWYoROHYONOF3fcl8dVN5TQPyhNaNKLlekvV3EK6UCqFLeGkbiACZw6yW2Y4NlYRtY+Gdwxvb6vnWxgpytcQU8alfPIBDpMUCvwEiOPkySCtNTFQGT1KapeE95MK47FcOlzJikHFbEqYKKof6yoqAtLBGyJBsLKHSqjfDhApGDOIqClzPD1jw8j73HceV8Bm3a7xm1MzMca8i7eedrysaNXLFjrqELi+zH2+53EbQGof5lTfu93mbu8GtXFgaGUg3rAQxt8fPKKRlz2/TL2DhvgNmcq5r0tk4sTfQuP65rYNU0cA9iWG966ADKATcYHu3nLtrCZYeETm8W/lR2eMz661YckglK0UpKMLlReSblshX3wtFqS5QXVqgmHzs1UmflMOYHMeiqqehZUHDmVWlmc+hY/lAUnEuywrjgWcbSUIlx50RCuvWwAa5YHInlT9i6hEcHqVUuql5x/5neLvnNZx7SJQ2IPCsABgNAKG93728tpbta3iLcgoITD8Rj+9HQO/3BtI/794QJqgWOTWgvUGWhTESEq/QxxrElMSdJpZ2a7j6Tn0ow3ybTaGRacSitsyYMai+ayAezUAZr6MU2FpSRlQw4dXKVeY4aV1nmbKbc+SUuHKhFCUReWJSPCArAlI3KSWIfxPcSaGMe/X3w5jzjyHsNZa8bwrUsGcOKqMVmZE1i2ZHZw5PzOb1136yOXNzWWJ4wW3NfYb4qiBovCAM6cb+aKvcHuXS9+7V9vJvSW+yp4oisngneJOm2w78MpBKTBbVpvwbntyaOjQW7kWyZd9KmJmXFzMHm0SaWzLDixLsu0dQcskO8Hti0xJesmoPgw0RGGisJIrk0M8BLD+aMchcqIEqKr1RKYOrly8MjiQRSyWCcDUe59bnBw1QgL9oWh4rzJeEdCfl8UAqQOnLKihu99ZgA/v7eGOx5uYPPmtn9t3ryZ3961pyd4pfjcn/OQGts33Yj2lvzyux548ckPfeExZ6Sm4g9kyrd6Vg0VtXygJpNm1+G4zQghBB4F8kS44x1qVIYlQkHRYDcTGWgMfquwpuWON93zxH5NTUxNzZsSgybGqgohSo0h1naloCj1RDSkkq8lwwNocjkZRhCHGth9jswEDrMZWKIZgbVPsn1MXGIvbm6gGu4m6+AkeyXFpT9UEzBKmOh2RyI4Th1xYB3X3C2+IygKQ+C5QN8wx31d50U7h448KucOr//oBz/wirH5iiiKGqN8KXLNKzfy/AkXvesdZzNSLAHUB6gHHQmohgZ6glhqk6iDVrXHMnbecJuKQDljjJBXashtanJpWOsUH7doSGK7sR7/zLiFibE187hY1j5xl9bLGdtS6T58nH0sryZJTCrj6EG7lriiJdleTZ27qWumQEcUmnmbyWjE5HfGPztOQDcVJ1GuwhUNseo+BkcaUGx8N3vLCasuWrn0qI1vPm7egYDmgQH4kYvX4A+P54Nzzzz5hnwx95nFsztFVjX1tDWmDCi6DK2NIQp+JHL/kUFZJPoIUdw7kX4m+XVWR4Z07InNvWkSyMkJJRkflBaoM6hIBivfv8GzNsW1QCxFRL5mXQDm6+azjh5Egi/DBj3i8Fk1qWTGBZKst5J8JM6muCs4HKMhRfegg6qMORffIXoFhSEBp7NQZ4XPNLW/9YY1i/uDxYvWHAhoHhiAA8BbjluI57bujq785Ns3X/y3pw5Nb6uImTH1QUGxemkVX/9EPx7/cTe+/rFBtJRDkZFtmiVjAmrybLOWYCozJ5HQYLqOs6L0UtYb6fmvsjQpVSXrHyeZi1MbGRJhqj4hkJp8WqGzhjW348Ohg6qSoGZc1RG3g7KYoa8zZltqII4P15Yd9sVh/mLH4dg77OIrP2rEsR9ux5d/0IjHn/MAUNTrngjO8lrgN79rKN9+weaw+mKUr0zNHT/ROGAAB4DmcgHde3vu/MDZR1986QWn9c7pnAaH5NBSpPjCfx7CRe+rYlYrx4V/M4wL3zsM12FG1oZGl+C1MLugmZNLMxUtDWJ9ESBhucd5KL5t/AKxbFlwYlt6pJdh7Go9T2KkaQpJvWbvGD9bQVYYJ9DKdAhpwMegNCtixTTFlP+kNU/0AGIZFAcg2uHjOKKq1Q9va8D1t5XxYncR3/tFK67612bsHfExWs0jZJ1oaHtPb7H5lItduvtO4uw7xnsq4xWrKObobGsEAOzs7r/pwg+e7lYK+at//n//2DataRDHLS6iOpBH3QnQUBrDO06q4q4HQjy52RdIViqK5LhmHW8nJQUmaInBr80Jl22tkxo4sYFtWfD0dpLcPg4pSeF6IqBzTOpCGNeTCaWeEMHADecPECspDFyUVkastOjPknEp+veo32xwfCLbhQvPu1RaGBFhtSocICFHAqJb9FObXdz1YAGjtTzQUEBEfTy4oYTfr+3DUYtnoXPu6d1O+bR/YCy8yfGOPJBwBHCAAa7G9LYm9PcP/OT8d59I81HPVT27Btv29jsAH0apOAKvFuHoBTUsnx/iyY3qoMZoNBtFmeDWy9SeZNr8m6cATxIXglnT2+TeJnDTE8nsQVILkzfeJr7JvnYwXfumh9N4zXTfa+8nJOVSMd9yJwoi3fKi44L2bCJ5F+AiZ5NR7Y0kcgYvMoFUqWMOLjPzHfWjKbDhBQ9/2ZIDcj6IU0A556Kt4GHt0z5mzDqx+4j2079YC9hP8oWWgwHFA0tRzNHU1IjH//ynG+bPbvr8yiVzeweHfVRrPup1T9S7Y0QWLJeWW8afUJA4gZiaFMVMRRvfoltWF9lWOGXVAZt6yD9ZE8gJwaus7P6Q8QwVJe30UU9Eryfd+gCx6QgMBQUZrnsrD9P0WqoeOnafn6xGs+o9kS7gKeU/TmSLSQoQF67joNHjaMrV4fpzewfHKp+/+94HbsgXyjhY46ABHABOe8vZaMgP/ay1o/OS5mmzhsAjfcKCkCCMjIhCGtc3Ma23BrjWpiegK5TDTD3TPBsmkEkm4IEETZG/c1x3BbG3Wa9PxVWv3kLGeS/PWCXGMo8tLmBPNlOANhpVMW4vp9qeJBMiLPBTZBfulN5O6fEEJ/Ac0chMjbAeYeHCOUOzZ0+/ZFd3/8/e+fazDyYEDy7AAaCtKWAtjcVfNLd0fKTcPLdKSQ2eF+H+p1w8+mxediMWDh5KRHKP6OoWh8Am+1gmHTLiGknHfqeATknKggOm1h1r4iYXT+EsifaUyjJ1E24pIkiwEz7RZ8bAjvVnYigphkLCbcCbtcMttcRwv5sgj5hhubUVNyy5ahUuu7eFoYPjl9Zx6tFVIGSIghBLj5hXnTlr5kfyxfIvekfoK3LDT2YcdIDPX/4hNJW7o2Kl49ZCqfP8fGlRlaCG7btddA/4gOMBxAWhFDkiPJY+ifvpOJKqUJqoeWK45JPAT8ZbiwvAduhYcV/Gul6WC6kLguwPfPdjJC03T1jsxMPaLxlvAoNTM2Jp4SmQMxWEZejh5rLVMVm2445Ep7VIg1wAvR55aKsQzG6vAWEVxy2fU50zp/P8mTOn39q1ux596dIPHvTDeNABDgDT5l6IHN0RNXe8/7ZiecYFdz951Og/31FGLcwBrg9CXfgUKFCOHBUtR1wD3GaGvJ39Dp3zmTmhNMA9Xta6OblMWnYLZQnqkh6vCuxT2rj+6qQkqLg4bD7OTJDDUFJMuqJ7bKa18MgAuQ1oiihyUI8c1OsuoshFEHpwqIO/e9sIPveR9tFFc9suWHjy+bc9s6M3+s4X3/eqHK+DoqJkjcrMS9D9QpW3zVt488e/2uz6xRd/kPd3N1aJA88hKEpw+w6Pw2INcOvQV2SDezzNW8eQICEHKmwkJEMbyBMKgIfPMGREgMgs+fhX2/RKlGyjTGgilMqekwxgVNTdFqGygIy2EvvIHpkUIuhPXDxmcRSqrz4CByHhIKQOGvhYvmTOwBcWtn+iZc7/vPmzVzP86Msfe9UOzat+1s771PVYOq8JI9X6BXuHgm/f9+jmaQO9/Sj5Tsy9k/Qkwal1LApNTzQtkJupZUgoKHqZpCx7HMdieDqtuijiNTv4SiYgE5mipr5bJydnBWgZVMsIENNKUfJ/N+9WNBmGYCZ0cHs7SW8nUAFoHGbuajoQC3EQlqoSnOiop/oziUAr0QPVcQIUG0qoTFu+1/OKn46Y/7Octxuk+SuvKt4OmVnasXsAvu9++N/ueOibN/3y9229fYNwHAeOjhaUz+okIwYxSFotSYHcmFBSGKCVy2I7sbi4BXzDshMcGoCbOaOZAAeMvJDk3Uy6ggyQQx9HrvdRALYUqkS3avV7QOIoRaK6XKsoQ0c1/OXgLIKXa0T7nDO7Kx2nfYGz8Meu33pIcPaqUZTkmN3RiMGhkR9/+L0nk7LHr/rf/3Zv2849g3B9R5SAoDHnjumFfRInBe4s4KozD2NdAj9rKKfJpM0BmcrOE371uDtzTgDCU+/jxoL07whHDaRCTmRRIHCxlanEZC6tB4/LsVHp2mHCW0qJqDDLZeQrIcJz6oAAJJJOqDqI24JK5zndpbbTvsgY/7HnNx4Y0OzHOGQAB4BKuQFDQyM3vPvsNXVQ9zs/vfWB5p493XAIh+8SmH10AGgLpLXtccCdycnV+w1aIjfFn6s3WAuTHAaop47v9JjK+xPfZyZBKJCLF8Q/ygnXgWbqQqBU8W7jMxkX+Zdyg/Boxle7Oq5Mzm4dn6FQ6kRT5xl95baTPsc4+2ku1/AKD8QrG4cU4ABQLjdgrBbedM5bj+t9dsuuhQ6b+63f/eERz6MErkPjmb7xHhPkSZ07y7pnARtACuT6sxO/cZ94lTvwcd4/maGMPpn0Z2RIKUbRJa789YaGqH+ftP5cHkgVx0IRTyZVjU1wdZcQf3XtE0OCJPUIkQu0zjwxLOTJ55s612x2nPxvCM29MnAcgHHIAQ4AhZzHHv1L152X/N05/tPPPDfaXKLXPfrYE2R0rEqFNCVn7gmU2/zUrFmSpCRGP5347dYgWRuBGEc0Y39zNx6D1LogJrg6LEeScZfZJ7p5zL2zfqr53ZwoYAqKomJYCBfHhBFVR1LEozhGzUKK2LgoTq/0dKF/U9TrgOsVWMeslbyhafEn2zoX3Tg8uCuoTFt2gFGyf+OwADgArDlmCdY9sSFYOLfjJh4F97F69X0vvrTrG5tfeBmUUERQTZcSlAPxhC/lpqd2vHfWGA/TJIFMIpGhtvJx3n8g2Enys8i+QC+5Rqbn1Yonl7ZYB2qJ/E4xz+Fx/x1FQSi3JUgZex9xgigiGKsxNJRmotzY/o+lpgU3e/kZO3q69wbtMw4PcAOHEcABYPXRywBg7Mabbu06/tgV32ysFP3GxtJlT23Y7gwN1EAI1QFYFh83wW3WDEQ2uLNOvlpPFuMxd1XlIDSISUbYiXkFTBLpZixMcntMo3jGPGHfI+nltL6TEGmlpRWnEtgQFptxImpNyveJ4ysSkOu0Ac2t86OGctsVLc1zvtm3d080f8kp+33uD9Y4ZDLhvsaN/3Ir/uv578WePT1X/PxX93/m179blxvoH4BLIvgegePIgpuUCMVFVqdwaKL8mul+1AA1YqYzqKy2mkioMaY0SEhcNUttTyUdKx1+EknHlmTIU3QrlucMP4BFxWJZUA0r7lvFpyT/XUOZcqhKQAZch+su1q4j9G7XqSOf5ygWyyhNO6HWOvMt/1RunHbZukdux+oT3n2oIZM5DluAA8DAwCD6RjjyHq5a9/SWE394450U9bETe3p63VzOge8SuA6B64iYLYcSw52f5t3qhDMZ52zGPyuLa1OfmL/HgV1xjUD1HXFFWqK3UzpFgFvbJnbyxPq1rYGbk+Y4ktCIOzH+X806zAuIiiQFl3K4LofncNH4l0YgJESp1Fwvl52HZy95N2toXPyw49a/WK0WUCgevHDXVzoOa4Cb40c33o6c75b7BoZ/tOH5be9/8aWdtFYdQyHnwvMATwJdAUmBEYh1bHFyeZx3aCybgxqUQVttw1qbFp0Q6aChJAF007EzOQvuyIJedCILngH2VNgv5P/KVGyJyPE28y/1cUEC4JTDc9WDwXVCFAo5VJo6WKVp3i89v/wxxsKhRSsOT4udHK8ZgAPAM89uQbGYb9267eVL73vg8RV9ff3veb5rM0pFF4W8A9chmqIkTzgAHWMRMS6VGQ4WpQGejmkh2TSFGtac2h7M+FkBXIFbJQHE+rOTsuYZdVzGseCWm92oGScALqP9GFCPJNAZSQDcdp45jrDcvluH7wXonD4fxVLlVzPmHPtMuXHmNfVwrKfSsuBQQ2HS4zUFcDW6Nm9HY6U09y9PPvfdZzZ0vefZDRtQHRtCzvfguXFepzVpk5IwYxxRxBHWOeqRaAvNjImU4t629TRoCmBFJybd8cINb3JysT0L4Nn0JJ24kQwqi+NweOzaV657Eus7Ctj1OkFYF5JepOPGY86uaJm4czE4pI6W5gYsXHQEOmYs+lVr55JPBbWRbY3Ncw71qZ/yeE0CHAB27e6B53mLnt+4ZVV1bPTSTRs3vqlrYxeGh4fhug5MQVpbcwnwoM5RqzHUQgF0xU1tVcaerCbrgSedSykeboBbT37HAbieNxgTyHjdDIRKgFovc50YYk44I0YQhhTVgKIaEAQh0f4E0wkGSdfqUYRyuYQFCxZhwYJF9zc0FK5p65j3VBTVNxVL0w71Kd+vcVjJhFMZnR2tALCJc74JwDMU0fSVK468vmtj16JnnlnvBEEAxgBKKRxJXQiBzANlqAYMYcQR1KH1dQU2nXlO4gmZSqoRy7GcBpnVrqU2Qzfm+i9Jy4nq80hqk617k3idGK8TwwJTua4sv0Nlyz+ZiVwLKIKQYKwmHGYq2MuVnc/qdQ7qeFiy9KhowYJFm1gUXLhk2ZqdALoIec3aQACvYYCrIU9AV19fXxeLorPy+dzMY1evvuXBBx+sbNqyo6FWHUU+58L3KDxZbtx1KfqGIgyOCopCAKnECBQlPZKpLHX53RxSN+fxRUHkim49kiXNJZ+JaVF5QsUxgR2/Fg8b6J7DhPLhiGi/nE8xFlAMjhCMjDGAiAm574lYn0qliFJlxsgbjj9pMGLRedNnzHrJoXTbax3YarzmAa5Gc3MzOOfbWqZN2zE2NrI8CNkJx6yu//O2F7bUd768taU21lfO+xEKfoR8LgDxR7B2awE5QtDgcxR8GR7KSGZWPDea5aSqASuQG+tcvUiyvEF2KAGQBrsZvw1TLTF31u80qIrD4XsMBb+OYj4AdULcv6GEri0+ih5HQ8FBQ9HHtNbWoRVLF/YuWrTQZaAfbe+c+0ilXBrgnDP6CgrOH27j9fOfQKkdhHX3DPZ1dHTeXalUlvzL/7l14d+ce94Vq1evXj9rRusTi+e71WOX13DB2Ttx+gm7sGs0Qt8YQVCHxU/jpAfx2aqsWawvcyNNjCeexU5KXhcfkJ1sry11AsSW9SbxOqVc0xMzkRhQ1IMj50UoN4yhXOrDb9f248d3B9jYk8dIvVStNLU9ccwxq9efe+57r3jwj3cubCiVlkzv7Lgb0XAfIeR1BW51fF/X4+WXd8BxXLL+6Ucwp6PulMv563y3f0k4svGUvsEu5ys/8fCHx1owq1RFUwNFQ95BzgM8T3hICREpXkzGSCsp0DG0dh3/YkwwzUmlQ4meB7iO9MJKT6yaYKrE6uRE0/Yyin1UgrC6GJXVzvsMeT9AQ6GKOZ1j+OMzVVx720y0ty+Ojlk1/8FZzbmuoDpyUWs5ik5908mo1+t8zpzXnjIylfG6oSjjjRkzZgOx8axXR/s/Rmi+mTXuuRLOzf7xSzdFe/o6V89s5McO9nWjVh2BQynyOReuKyaSYV2CnMsJnMGx1YfrjHfElpVYBNy2JaZl1to2icFtUhdl2R1JQZTzJqgTcMbhegC4qMldyBfQUOmEXxx+fOfA0LqjVh7jfPq/nBUsmN3ypeHRoG/atKZDfUpe1fG6t+D7Gj+/7Q8gBG8Kw+DMsdGR86pjo0fUwyq2vbAZBAz1sIbu/hq6+yLkcy5KBQeeG4cEJONV4j73sdUWFpzCdShcF0ZogbLkXMTSJOS/mJYo6sGQ80M4NMDOHg8DIwUUCz6KBReLFs5DuZRDvlB4vlzK3+L53r9zzu+fPu+th/oQH9Lx/z3A1djT0wsAZ9WD+sLevl52y623semdbfPnzW75wrr1W/HcdoLhvj0IxvpQKlBJQRzpVCJ6IugYsqSiJ65D4LpUPhO4LuAZIHedOO9RJxNDAJxxjjCM4FCOUjHCjM4GzJpZxhPPU9DcErCg/5u1sb6tp5/xLtrY1EwpdTcDuLtYaj7Uh/SwGK97ijLZ0d7aAgB3q/XBgR64bq5pZOjlh4fDCGOUhotPXvb3OY+f4bsAiyLc/9DjGBochusSqbkTRPUQQRBKsAsrHjkEnDu6Xh+BKA/NJB1RNRr9nIdcTpwSxgCXMhSKJcycdwwcx0Ehx1HIs3taK7u+09JLvZb2ZVg4d8b9Y7Va//TO9kN9CA/L8VeAjzMqja0A0A/gDgDYtmMnADzHedRBCVgYhFj35PMYHa3C9ynqEUcQBOEpJx1/+dDw8DvCMAgdKjofOw6F5worLiw2gedyPdEkhMPzPK9YLP162+Z1l3u+70URgUsjNDSUMG/+UjiuB9cFdR26G+BbzzhzxqE+RK+J8VeKcgDHfff/CYSQjp07dzfWajVOFcCpoiYUhBgA11UDGDzfJ80tnQPgfPeylQemfcdfB/AfXYxwJ4MPtcYAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTc6Mzc6MzMrMDA6MDBnxaKxAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE3OjM3OjMzKzAwOjAwFpgaDQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 1}
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mf_hecke_traces • Show schema
Hide schema
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id: 4307857
{'hecke_orbit_code': 68736254943, 'n': 1, 'trace_an': 8}
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id: 4307858
{'hecke_orbit_code': 68736254943, 'n': 2, 'trace_an': -1}
-
id: 4307859
{'hecke_orbit_code': 68736254943, 'n': 3, 'trace_an': 0}
-
id: 4307860
{'hecke_orbit_code': 68736254943, 'n': 4, 'trace_an': 7}
-
id: 4307861
{'hecke_orbit_code': 68736254943, 'n': 5, 'trace_an': -1}
-
id: 4307862
{'hecke_orbit_code': 68736254943, 'n': 6, 'trace_an': 0}
-
id: 4307863
{'hecke_orbit_code': 68736254943, 'n': 7, 'trace_an': 0}
-
id: 4307864
{'hecke_orbit_code': 68736254943, 'n': 8, 'trace_an': -2}
-
id: 4307865
{'hecke_orbit_code': 68736254943, 'n': 9, 'trace_an': 8}
-
id: 4307866
{'hecke_orbit_code': 68736254943, 'n': 10, 'trace_an': -2}
-
id: 4307867
{'hecke_orbit_code': 68736254943, 'n': 11, 'trace_an': 0}
-
id: 4307868
{'hecke_orbit_code': 68736254943, 'n': 12, 'trace_an': 0}
-
id: 4307869
{'hecke_orbit_code': 68736254943, 'n': 13, 'trace_an': -1}
-
id: 4307870
{'hecke_orbit_code': 68736254943, 'n': 14, 'trace_an': 0}
-
id: 4307871
{'hecke_orbit_code': 68736254943, 'n': 15, 'trace_an': 0}
-
id: 4307872
{'hecke_orbit_code': 68736254943, 'n': 16, 'trace_an': 6}
-
id: 4307873
{'hecke_orbit_code': 68736254943, 'n': 17, 'trace_an': 0}
-
id: 4307874
{'hecke_orbit_code': 68736254943, 'n': 18, 'trace_an': -1}
-
id: 4307875
{'hecke_orbit_code': 68736254943, 'n': 19, 'trace_an': -1}
-
id: 4307876
{'hecke_orbit_code': 68736254943, 'n': 20, 'trace_an': -3}
-
id: 4307877
{'hecke_orbit_code': 68736254943, 'n': 21, 'trace_an': 0}
-
id: 4307878
{'hecke_orbit_code': 68736254943, 'n': 22, 'trace_an': 0}
-
id: 4307879
{'hecke_orbit_code': 68736254943, 'n': 23, 'trace_an': 0}
-
id: 4307880
{'hecke_orbit_code': 68736254943, 'n': 24, 'trace_an': 0}
-
id: 4307881
{'hecke_orbit_code': 68736254943, 'n': 25, 'trace_an': 7}
-
id: 4307882
{'hecke_orbit_code': 68736254943, 'n': 26, 'trace_an': -2}
-
id: 4307883
{'hecke_orbit_code': 68736254943, 'n': 27, 'trace_an': 0}
-
id: 4307884
{'hecke_orbit_code': 68736254943, 'n': 28, 'trace_an': 0}
-
id: 4307885
{'hecke_orbit_code': 68736254943, 'n': 29, 'trace_an': -1}
-
id: 4307886
{'hecke_orbit_code': 68736254943, 'n': 30, 'trace_an': 0}
-
id: 4307887
{'hecke_orbit_code': 68736254943, 'n': 31, 'trace_an': -1}
-
id: 4307888
{'hecke_orbit_code': 68736254943, 'n': 32, 'trace_an': -3}
-
id: 4307889
{'hecke_orbit_code': 68736254943, 'n': 33, 'trace_an': 0}
-
id: 4307890
{'hecke_orbit_code': 68736254943, 'n': 34, 'trace_an': 0}
-
id: 4307891
{'hecke_orbit_code': 68736254943, 'n': 35, 'trace_an': 0}
-
id: 4307892
{'hecke_orbit_code': 68736254943, 'n': 36, 'trace_an': 7}
-
id: 4307893
{'hecke_orbit_code': 68736254943, 'n': 37, 'trace_an': 0}
-
id: 4307894
{'hecke_orbit_code': 68736254943, 'n': 38, 'trace_an': -2}
-
id: 4307895
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id: 4308102
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id: 4308103
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id: 4308105
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id: 4308106
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id: 4308108
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id: 4308109
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id: 4308110
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id: 4308111
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id: 4308112
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id: 4308113
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id: 4308114
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