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{'Nk2': 10800, 'analytic_conductor': 57.62573854196916, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 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': [75, 1, [26, 52], [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': [[2, [78, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 201326667, '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': '75.12.a.a', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '3.12.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-78q^{2}+3^{5}q^{3}+4036q^{4}-18954q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.12.a', 'trace_display': [-78, 243, 0, 27760], 'trace_hash': 1153345788623929358, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.976', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.915', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.745', 'prec': 17}], 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mf_hecke_nf • Show schema
Hide schema
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mf_newspaces • Show schema
Hide schema
{'AL_dims': [[[[3, -1], [5, -1]], 10, 2], [[[3, 1], [5, 1]], 9, 3], [[[3, 1], [5, -1]], 9, 2], [[[3, -1], [5, 1]], 7, 4]], 'ALdims': [9, 9, 7, 10], 'Nk2': 10800, 'analytic_conductor': 57.62573854196916, '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': [75, 1, [26, 52], [1, 1]], 'conrey_index': 1, 'cusp_dim': 104, 'dim': 35, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 201326667, 'hecke_orbit_dims': [1, 1, 2, 2, 3, 3, 3, 4, 4, 6, 6], 'label': '75.12.a', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 116, 'mf_new_dim': 35, 'num_forms': 11, 'plus_dim': 19, 'prim_orbit_index': 1, 'relative_dim': 35, 'sturm_bound': 120, 'trace_bound': 3, 'trace_display': [14, -243, 0, 17464], 'traces': [35, 14, -243, 36944, 0, 18954, 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94724220642197545824, 0, -39815771320116781524, -5315891061474999760, 1734673078702326456, 41032829133884457810, 0, 61876067581279525014, 7866577839622474088, -103129446912339925604, -68954904978509174652, 0, -95206554917276275584, -3752219510702608446, 33024183847600930020, -96353056727360665428, 0], 'weight': 12, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 65414
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '75.12.a.a', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '3.12.a.a', 'target_level': 3, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 65415
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '75.12.a.a', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '9.12.a.a', 'target_level': 9, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 12}
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id: 65416
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '75.12.a.a', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '48.12.a.f', 'target_level': 48, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 12}
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id: 65417
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '75.12.a.a', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.12.a.a', 'target_level': 75, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
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id: 65418
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '75.12.a.a', 'source_level': 75, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.12.b.a', 'target_level': 75, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 12}
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id: 65419
{'conductor': 45, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '75.12.a.a', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '81.12.c.a', 'target_level': 81, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '45.j', 'twisting_char_orbit': 10, 'weight': 12}
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id: 65420
{'conductor': 45, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '75.12.a.a', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '81.12.c.e', 'target_level': 81, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '45.h', 'twisting_char_orbit': 8, 'weight': 12}
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id: 65421
{'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '75.12.a.a', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '144.12.a.l', 'target_level': 144, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 12}
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id: 65422
{'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '75.12.a.a', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '147.12.a.c', 'target_level': 147, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 12}
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id: 65423
{'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '75.12.a.a', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '192.12.a.g', 'target_level': 192, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '40.e', 'twisting_char_orbit': 5, 'weight': 12}
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id: 65424
{'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '75.12.a.a', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '192.12.a.q', 'target_level': 192, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '40.f', 'twisting_char_orbit': 6, 'weight': 12}
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id: 65425
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '75.12.a.a', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '225.12.a.f', 'target_level': 225, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 65426
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '75.12.a.a', 'source_level': 75, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '225.12.b.a', 'target_level': 225, 'twist_class_label': '3.12.a.a', 'twist_class_level': 3, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 12}
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mf_hecke_charpolys • Show schema
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id: 235300
{'charpoly_factorization': [[[78, 1], 1]], 'hecke_orbit_code': 201326667, 'p': 2}
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id: 235301
{'charpoly_factorization': [[[-243, 1], 1]], 'hecke_orbit_code': 201326667, 'p': 3}
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id: 235302
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 201326667, 'p': 5}
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id: 235303
{'charpoly_factorization': [[[-27760, 1], 1]], 'hecke_orbit_code': 201326667, 'p': 7}
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id: 235304
{'charpoly_factorization': [[[-637836, 1], 1]], 'hecke_orbit_code': 201326667, 'p': 11}
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id: 235305
{'charpoly_factorization': [[[766214, 1], 1]], 'hecke_orbit_code': 201326667, 'p': 13}
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id: 235306
{'charpoly_factorization': [[[3084354, 1], 1]], 'hecke_orbit_code': 201326667, 'p': 17}
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id: 235307
{'charpoly_factorization': [[[19511404, 1], 1]], 'hecke_orbit_code': 201326667, 'p': 19}
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id: 235308
{'charpoly_factorization': [[[15312360, 1], 1]], 'hecke_orbit_code': 201326667, 'p': 23}
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id: 235309
{'charpoly_factorization': [[[-10751262, 1], 1]], 'hecke_orbit_code': 201326667, 'p': 29}
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id: 235310
{'charpoly_factorization': [[[50937400, 1], 1]], 'hecke_orbit_code': 201326667, 'p': 31}
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id: 235311
{'charpoly_factorization': [[[664740830, 1], 1]], 'hecke_orbit_code': 201326667, 'p': 37}
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id: 235312
{'charpoly_factorization': [[[-898833450, 1], 1]], 'hecke_orbit_code': 201326667, 'p': 41}
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id: 235313
{'charpoly_factorization': [[[-957947188, 1], 1]], 'hecke_orbit_code': 201326667, 'p': 43}
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id: 235314
{'charpoly_factorization': [[[-1555741344, 1], 1]], 'hecke_orbit_code': 201326667, 'p': 47}
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id: 235315
{'charpoly_factorization': [[[3792417030, 1], 1]], 'hecke_orbit_code': 201326667, 'p': 53}
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id: 235316
{'charpoly_factorization': [[[-555306924, 1], 1]], 'hecke_orbit_code': 201326667, 'p': 59}
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id: 235317
{'charpoly_factorization': [[[-4950420998, 1], 1]], 'hecke_orbit_code': 201326667, 'p': 61}
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id: 235318
{'charpoly_factorization': [[[5292399284, 1], 1]], 'hecke_orbit_code': 201326667, 'p': 67}
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id: 235319
{'charpoly_factorization': [[[14831086248, 1], 1]], 'hecke_orbit_code': 201326667, 'p': 71}
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id: 235320
{'charpoly_factorization': [[[13971005210, 1], 1]], 'hecke_orbit_code': 201326667, 'p': 73}
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id: 235321
{'charpoly_factorization': [[[-3720542360, 1], 1]], 'hecke_orbit_code': 201326667, 'p': 79}
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id: 235322
{'charpoly_factorization': [[[8768454036, 1], 1]], 'hecke_orbit_code': 201326667, 'p': 83}
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id: 235323
{'charpoly_factorization': [[[25472769174, 1], 1]], 'hecke_orbit_code': 201326667, 'p': 89}
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id: 235324
{'charpoly_factorization': [[[-39092494846, 1], 1]], 'hecke_orbit_code': 201326667, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '75.12.a.a', 'level': 75, 'portrait': 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huRqBYP39vg/XdbCmqc47NVzs1pLi0kXFmOuLBoObFg2btzmb/1wRZjxVGOnRvhxKzh0PmY9WtW2Lq2zYa1CdvWFnl2f8CrJy/vHvPn7nv+YLT5K88Hj37PBz4SPvLZP3yzIfHf9PhzzeCX5xusmRJ0O/bnj546ffczj39ezi6s3C3juvZKlhs2FnniZY/D53ucX44ZG23zNz9giHrT7DssOXkh5LWLlnK1yT/54WVu3V7k4sIYlxeKzC1r5pctV5ZiLi4mLLRiqmM97tnb5o5d4MoCnvKYX/GZW9JcWRF0Aohjg+8aSn7C6EiMAWavxDTbsGnaoVQIsFaAcGl3DRtnApbrGmwaitTbEMRgsaw0QtZNObS6CqEswgRUfIeNa3rUO4LZy5rEaMYrkrIv8ByIY0EnkFxZkcwtW+ZrMZ7XAyfmzj1t7r5WMFkpsFyrcGHe4/ISzC/HzK/EXF6xnFmGm3cv809+qMFoYZRj5yY5ds7lpaMBHdHkb31wkYlyiQvz4xw94/PYKzE7tzZwhWL75nLcbE88+573vMtMr9n1bL0p/sHm9RYhq282VL7p488tg//xJz7D3bffyI/+xN/+V9947Om//flHv7T9hs0XNq8sJ3KhGdAKEh66KSGMiiih8aWg2XQ5N6eYrrp0eoooTtDCcnHJ54VTir3bVti9sUfRF2gtcR2N5ypKBUnRkXTaDsfP+Xxtv8vsQkAzjjh+IWB6fIX33FNj7/YWt+xqcG4pZqkjKHo9zly2NJolrtsqqfcSjp5TlIuaw7NwzVpLL0zoJS5aR4yW4dgFD6UTHBmjHegGktt2deh2JHu3JzS7CbOXy2yZUZSKIfXAMlXtUGs3+fhjcOBswqtne2xau8z1O5uMjoW8+84WH7jfsm2mTBJVOXtphNMXHS5cMVxaiLi4mHBqHs43Yq6/Zol/+sNtJivVNGxb9llpShJj+Z57u4wWq5y+OMGJWZ/jszGvXjA8cGudatlw7qKW+440Nk94x7fEobl9z541BaUnvv7M45/kt3734282ZN7w8eeSwX/uVz/OU0cm1Q/cf+mfnDh76R9F7Xk1e6nHrm3LrJ2SLDXr7N7U5cat4xw9O8PZSz5zS4KlekIUW8ZHNBaoNyOWGzELdcv5FYEq9Lhzzwofvj9k81SJRrvCwkqBxRWXpYZgpZGGCLWWodk1NANLpxczXonYOG0AgedYLi44COmxaUqxZa1l7VSH+VrAwZNlbr7GUizUOHRqjHIpJAwdxkcN3R7s3tjjDx+rsnNDTBBYJkYkUdKl7HscPtej4JS4cUfMq2dC5pdd1o17bFkDG2dClIq4uASuYxHCsmk6ZrQsaXU92h2HZsdhpalYqcNyw7DSSFhqJFxpwHIvYeO6Nh9+YIk7dzr4ToXLCxWurPgs1jQrTQFYJqqGKBYs1SxXliLOzSccvGS4ZddFdm2QLK6MsnEqZvtMlaW65JYbJhLpbvlXb3vn5D+fO1VL1l7zg282dF73+HMF8F79EF6pULg0e37j73/m2IfarbP/cl31ImPlUV496XDgVMDJ+Zj5ZszOTS3+2Y802TZT5ezlMeYWfeotRS+AxAiiGFpdQ6MVUW/GLLcs8w3B5ZbFijbvv7fBu28zbF3jE4ZFag2fetul0VLU2oJWR9ALLGFsSRJQ0uI5UPAs1YplaixCOz1Oz4W8dsrDxCXeeXuIduq8fHSEzWvgSy/G3Hudx0Kji68VcRIxNgpx5KCdmOXlIvfc1ORLz5XZsgZeOhngUOQdtxli0eW10wlnL/po6TI9qhktCQqewHUFSkBsIIwsvRBaHUu9bWh1DPWOYblt6SYJm9Z3ePcdDd5/dwimzFJthIVageWay3JTUW8JWp2EKDGYBILI0GgnzK1YTizA5o3L/IsfWWTXeoeFWpUzF8d55ZjHq6ciiuU233X/JFvWbf5/FoLr/2RqeuP5OOp2H7x795sNpf7jzw3AT548jVPY4IbN/T96fvbQr7308hFx5FwgJybqfNftkvOXx3n1lODc5ZDzi5bTS5atG2v80x+usWd9icuLoyw1PFodTTdQdANJuyNodAzNdkKjHdNoG2oty3xLMNcwjFY7vO2WFnfuitk0ragUHJotH8+RgCKMJcYIjIVODxCG0XKPk5csxoZ89aUSQafA9nUud+3tEJk6T+6vcuM1DievtGnUKtyxt8PXX/aYHrMcnbX89fc1OXrOY3pM8rX9irt2K1Y6Tc5cGOPGHSFPvtYlDorcucdl24Ye3bjNV15WkAhOX9RUihotoNOVGCtIjCWKAWnQrqHRtpTKERvWBNy9u8Pbbo4ZL/nMr4ywXC+w0nSpNTX1lqDRtrQ6Ce1uQjcwBKGl1bMsNgWzNcuOrTV+9oeWuWZNhfNXxjg/X+TMRcWh0xFnFnu84+6AmWKRuZWS2XrNXrvzml1/7d5bd//uuQvz4ZbtO95sSAF/Tgo9na6VUdR5z6lDH9tebya/+PQzzynXKeBKh2cP+ty0Y5ltGzTt7hjWumgZ4ig4en6Mf/lH8LN/YYm9mwKqlRGW60VaXYdWx6HlK3xfUvA0BV9RKsSUCwljZcPaEcFiu8wjT5f57BMB11/TZWYsod3p8a47AjbPGOJEoqUljOGpwz7nF3zWjBoOnfbBjLFrveKmGw2e3+KZIx0Wl0a4dnORWNSYW3C49Ro4dyViouQzOQbeFU2n5zG/onG0w+a1DY6cHeOm3R5nLzc5f7nKw3ckLDSWefFIlcPnStyys8APPNAD2ebgWcPUWJv5xYgnDzr0IoWWoI1l85qQt90R0mor1o4abroGwrDESqPIoTmPetuh2VE02pJmG5qdpA/udtfQ7kEzgPmmZKkdcd22Gv/P9zfYsWaEUxfHuTBf5PwVyZmLEaeuRKxZ0+bB6xSHThZZaUSydfA5eoH9f184eLr4l3/o4VPWRF8Q0jFvNrbedAZvNDpYE//FC+de/OWvPvb4WNm7hCs9FutF5pfgtTMhkVrhr35PjLKTHJ/1mZ1LmFsMubhsObEo2L65zsO3r/Dh+2PKfpn5lRKNlk+r49DsaJodTasraXWh3bF0egPW6gaWVg9W2oJ2zxLGhonRGM+zgMBVFi0Fna5C4DAxotk8I9i21rJxXYcgafHlfYpjp8q8/WaPO26o8ftfNrhilPc90OHzz8Wsq1ZYv7bDYy8X+O67Qr52ALZM+qyZXuGRp4u8714Hx1vi9x6pcPeeIm+9vcnB2R7feFETBiU2T7tsXSvYtCZhcjREyoh2L0Epg1YWsBQ9y2QVwsih1XGptRzaPU2nq2j3JO0utHuWdsekoO4Z2l1Dq2dpdmG5I5lvWPxym488uMR33ZqwY12Fc3NjXJgvcGkhLf2fvBhhvA5/9XtamHCGV0/5zK8YFuox0gu4eec0e294y8pb77vjbzmO/j3H9d5UfL2pDH7ucoNaJ/lLjz3x1M/XLn5l7PzlNhdq8JG3rXDNhoDZuREsDp98ushCY4EbNreptxy6gSaOLbEJsdZy5twoP3+ywKm5Bb7njgZ372kzMVJmuVGk3vKpdB3aXU07u9ndnqYTaHqBpRcawsgSRZY4SZ9h7GINSCVwtMB3BdWyYLQMMxOG9dMdJkYbPPoyPPWKgzQjvP1mhxt2tXjmSETYq3DXDYJGt8vCcok7dxgmqh0K2qMXKxabEcoIbtihKZYD9h/3ue+mEe64vsX+4wrsCDfvcfnxh1f4+oGQr+0rcfS8z8ZJxcxYgdFykZEyFDxwtEVJMBaOnhUkiSCKBWEMQUT6HYOEXmDoBoZOz9AJDJ0eNHuw1JEstCEwAQ/sXeHhO1t8+AFod8c4f2WEK0s+Cyua+eWE+VrMXN2ye1fIjvWKT33N5eDJiNnFiPHxNt93N5y/NM/Tz3557Ibtzf/vxu0PaGtXfkuIN6/M/6YB3NpFwPz4Zx55/ue/9vhTU+N+jEkc5q4IfvWThlt3tnjw+g4febtE+R1mxlpMVDX1cZ9Wt0Qv1PQiQ5zEgOFyw+PTT6zlsf0t7r2uxg8+VGPvlhaTo8UsbPHo9Bw6PU0vVPQCRS8UBJEkigVxDImxpN6tNKnUGnwXigXDWDli3VSHmDYnL0V8/EmfMxdKVL0Ct+7R3Lm3yYsnGnz1+Qq3X+OzcU2HP3xMoIRHpRxRbwcYC0rAZKVDs+Vi4gLvuXeBj32pyLZ5n3ff3iGMlnnytXGixOe2PVO8+9Ym12xo8I39HV69UOTgWZf1Y5KxiqDoCVwnXYRSgBAWY8EYSxRnizWyBJElCA29EDohtAJBvSdYboFwely/o84PvrXBPbsNo8UiS/UKCyslFms+Sw3NUt2yXE8roHMtmKwH/MkThk8+0WHtdMB7H2py6zUCV0zQaBTp9drse/4rU8t1/fOVqQftyXP1375m85ujlf8v18EvHv2PdCf+FqdOnvqRlw8e/je1+ecmr5luUfKKtLoaLSyLy5qXT7gcOGeoBRFHLgoW65a7ruvgO5pe4NPpacJIYBKDwOJKi0ZSa/kcOF3m2ddcTlyOmRlvsm19m5FiyGglpFKK01i8GDNSihktx4xVEsarCROjhqmxmJnxmPXTEVvW9ti0psX66TqdaIXHXwt5dJ/m6y9WqK+U2Dbtc8suze3XNtH+Il98rkBBjnDXXsG2jQt88fkiO9Z4rJmK+dKLCZ1OiTuuNWxeW+fUeY+yX2TDTJfPPwfKeqwZ8xgf6fLCsZjLC4ooctCqwI71mtt2RWzf0GJ8tM3ssuHoRcVCzTBfs6w0E2qthOVmwkojYblhWG6mr0sNy1ILrtQFF2uSCw3BQiehEXa48Zol/sYHFvkr7+lw+w4XyQjLjRGW6kVqTY9a02GlIVmqJVxeijm1ACFNfvhty2xdGzE1FvGRt3W5c5dDEo1x9nKZelNycR5ePhpyZeFiaaoyd9+INzv3K//2wwfa3nfxzDc++78Ub/9LGfwPP/Z7rNv1BD/7F8wPPPfy0q/+weeXq5dqLX7sPV1u2BFRKlQo+h6eGzK2JFhoah55vEI7hJcwvHisyU893GbXWpfzVybxHEmxoEgMCGFwtaHsCRo9Ta01yqeeqvCNgz2mRzt86IEGuzb06HXbXLvFsmFGEUQOSaJIjMRagcAipcHRCbPzlrNXBPWu4XPPFLm0NIoNHUZ9xdpxzaYZzdZ1cO22JkYu8dEvlFhZGeH2XZprtzX4xkGBiB2mRiWlYkwncpFWgpUo7dLoCeZXBHtskQdubvHs/gJrJ1xuv3aMH3t4id/9Uot9x0u0ew7L9TJb1hbYuabDbTtafO99LS6vrPC5ZzyWOx6zcw6XLrk4SiClRCAw1pIYiIwliQ2j4xF793QIgohdGwK+7/6AyRHFWMUjCn0uLxRodV1aHZd2V9PoKFpdSS+EKLbM1RNuu7bGT76nzvqJEsZ47F7v0u25nJotcHHB49KC5cKVkJNzMRs3BDxwQ43zp7oTjzy+4VcDORP98j+d/6Ovf/V3eevbf/R/P4B/+lN/xPu/9x7xq79hPzhdOf6bG6pni/ddP8Vj+8v89iOWv/sDK+zYKBGijFIuvpcw1ohpdNJEsB1KGrUqv/+Iz7tvTUMKKQW+KzHGIgU4yuA5UPISRguCViBphUXOXSzxr/9oDEyMiGNu3tthy0xIHIOxBmvTIo4UAqkE2nE5ft7l6Cmfkq8pu5KJomByXDI1plk7qdi0JmHnpjqJWObff6bC7Pkqt+9w2LU5oRu3eP41j2rBYXzEUi2HFAtpKGSMpNFTrLQty42ERrvAPdfWeeloh2PnFdWKz217qvzEe5b5D5+F/adKtLuWekszv1JhZqLI1GiPTeM9/s4HO1SKDV49C8cvSBzHopRFCAPY9D8LcQybZxLuui4miRyi2MPaIr3QYX7JpdNz6PYcuoGiEyg6PUW7K+kGAmOgVNDcf6PgnXdqRoszXFny6PQ0na6m3tYs1yULNcPlxZCTlw2l0Q4/+XCXpeUpnjigeO7EmeoH3x7+5vNPboxfOvsDn3jkCyX78Hs+9L8PwI/t/y/s3F5Wzz72tffHnYXf/6VPr/hbNjh8770t3nZrhU8/Veb5ow1++K0rdEOFpYDnasoFSauTa7SGKLFAgTMXNRPVFOCeqxBCoFWC6wr80FIMDUEEI5FJk61Y0IskQeIRJT7HTpU4eAwSa8lCbpQAR4KrUs9H2YNr10ClACMlyWhZMV7VTI3BxpmANZN1IrvCv//MCKfPjHDTVsXW9ZJt62s8fjhmfnmEm7dIRisG30391lYJ4kQirCVOQmptn/llh5t2FbhhR4tn9vtMjwqKfpmbdhh++v3L/OpnDYcvlam3DfWWYrGmmaiWGK0UGK2MUClGTJYiNt0U4jkxjo5RKkGK9JtZ0kUVRYqFRU0UK6JYEUaKIEpfe4EkiBS9QNALJb1QZPkJJBaKBcnUaIn5JZ/5JYji9M90eoJWB2rNmOVGzOXFhLmm4YfvaRH2JvnKiw6LnSb/1/fX2TjaLR45Xvj9OPqEeWl5zWd+6T98Ivm//voHv/MB/u9/42M88mxBff2lpe+ruBd+b+Poef/h2ys89ZrDIy+0+e67mly/3eOTT5T5obctMj1WJI4ljnIp+opWR9INLGFoSYxFCIHjCDxHICVoLXF0mmz5kSV0DWFsiKK0ChnFliiBOLEkiSExaaXTGEh5G4QAJUFLcBzwtMD3BEVPUioqRoqS0RHB1FjMppkO5VKdzzwb8uRrY9SXKuzdqNi0xuGaDT0SUefRfUVKjmZyVFEu9njtNGnH/QZLJ1Bcf03E3m2WK3MJizWXbq/IO29t8fSrXU5eSr0xnlvhuq2Gf/4jyzxxuMsXnphguWnZNJVQa2iqFcVIyaFcdCgVLL5n8FyDpxO0skhpU5CLlMWNERgjiI0kzpSWKJZEsSSMBEGYKi9hJAijtEIaJzbdHWUaTtVaGikgTrIKapDKrY12zErTMtcQJCrkA/f3+OIzgivNDg/fGzJdGudr+4rsPzHrP3BH+AdvuTn6i9s2THzyXS9+LNl7+0e+swE+My5lFLU+cuzU/K8/evKc/5G3R7z1NslIqcLLJxyOXVjixusucr4Go+UOkddKAa4NRd+hVdR0A0EYSeIELCAFfYYyNpPGEkUUpfFiHKdsH8e59GdIklRdSGymlGTULUS6UJQUaC1wtcBzJb4nKRUElaKlWjZMjwVMjraIbZ1PPC353S+NM+X77N0o2LjGYfNaw6Y1NT7zvGVlxWfXjGK0AuVixPw5yULNw90CQSSYHJFUq3DyrKXWNFxZ8rlms89bbm7xyFM+42XwXBclq1y3TfCT717AkQt8/plRjlzymW5GTFVjRkqKckFRLKTFLM8FzwGtbQpykV4ryEBOurCTBOJEkCQQJamtoU8EsSGKDXGcEoox6YWSMg3hrIXYpNJqEBjagaHZsay0JXMdSWxjjpzr8PLpeXZtGsG3Vb74jMO+EwGT413WjhzxFxfUb7Y6Wiul/5iUZ74zAf7R3/08Ky3zI+cvHv2lqcJsxZMl/vjrLX784WUeuq3HjdcUkW5CZBvs3QpCRkxUGxnYEgqeT7mXlt7DUBIlEmPSm2URGTOljBzHgrh/wxRxAkli01djU8Y2Nu/hzMCdAlwpgVYCR6cA8T0o+oZyIaZajpmsdpkYrfPssZA/+GqB42erbB5x2DYD62dc1k/Dzo1NOnGTF49WKCiHyVFFtQzVcsDoSIzraoRIF1c3cFlpRtQ7lkY7ZqHmsnGmzB27Fvjqvg7HL1UoehGOchFihG3rFD/81iVu2bnAH3y1zIuHqiy3NVOVmGoxpuhLCr7CcwSeI3EcgVYSpcjkwxTllrSHNb1m6bVLF/+gBhDHJtvtUoAnWRyf66eJGWLw0NIOBPWeZK4pWemETJQ7HJ1NWG6EXJ7z2feaYKHZYc1Uiw+/LSHqTfCFJ89X3nlf79/feO0t7slXP/e711z/3u88gB8930AI+Zf2Pf2Zn2+uzI3rkqbsCi5eLPLLfyJ44KYWN+9o4piI3/7COC8ccTl2ts3Dd3e497pltqzrsVgr0+p4dANNEGqiWJIkMgsxBIkV2U1KWXzVqxHEGVsZIzGWAbjTImXG3KBVWjBxHYvvGgp+TNmPGa0ErJloMt/o8Gufc3j0pTFWaiW2Two2TgnWTbmsnxJsWdtDu3U+9qTmzIUSO6Ylo2XJSClByoBLixZPS6QAawVhpNk01WQfCc2Oota0zK8U2LHe53sfaPDJb7icm/dwdIQQDsaWiGLJzVtqbPr+Jo/u7/CHj47x8rkS60YFE6WEkp/gu2no5jpp2KYVaeIsRb9kbUkXmbGkSktis2uYsnWc2D6IjUnfm6FFkRiIYkEQQyuUrPQkyw3D+GiDD962zPfc2+TuPQm7N3X56J8uo7Xg4RtjHrxe4etRjtU8JqqS02fnx/1S/Rff+973KGsXfkuIqe8cgF9ZaOK6zo997fGnf/7pfYem7trVpd4cod3VbIngzFyRP33M5UvPJ3RDuLDg0A0lf/LUKE8eanPjNXU+/ECXt93aY7RSoNX2aQcuUaSJEkUSpyCPM7AniSAxcgjcclWsbY2gH5XYlLmlAKVS1cFRBtcxeG5CwYspFwImqm26UZdvvGb5+OMjvHioyqjrcN06y5oxyfS4y9pJyfrpkK3rarx6rsvnnp5kRGkmRwSVkqBSjGh0Er70vE/ZtQiRAqsbaN5zV8AXXzA0OpZG27BQ06yfKvO+u9u8eKzF0ZMuJS9GSZGC3BTphWms/8NvabBjzQIfe6LJc0eqnK8VmKkIRnxL0TX42uA6oJVAyXQhp0wOuTvDZKFavrMlfQAPv6d/HeMkcy8mgm4saIVQ71kcr837H1zhww/WuXGbZWLEI4wq3HedYPN0SBA6FNwC3V6Z0xeLLNcFtTqcvGRZv+bA1KEDa3/+uhvvM0nU+B3lfPvHyn1bAV6rN6iOXAA6f+Gll178N73FJ8YLtsfpi5KbdnRJzChKCjwnYqkuWGpqTAybRyGMoR051HujPLq/xItH2ty9p84HHmjzjtubVEd8eoFHEDpZCKKIY5WBWQ5AbkSf5a1NnYDWDCw3QtgsqUx9HFobXCfBcyMKXki50CWhy9f3S/7osSqHzo4gIo/No5Y1VctEVTE55jIzIVk7GbFxpsmFxRa/8YUScVBg/XpBtayplKBSjBBOSLNbolpOE2RrUxVizFPEJqYVubQ6CbWm4tJigT1by/zUd9f5xT/2mF0soVWULQxNHPv0QsnMuMfN25vs3drm8OwlPv54ga++XOVyo0DJU5RdKDkWV1scBVqm5XwhVpuPLBnAM0ZPjMieKZjzXTBMBIGBXiLoxZYgiKn6Xb7n3hofeqDJXXsMBe3TDYpcWvDpBQ5RpJFWYhOH83MuCyuahZpgbjHiwkLIjbsEZ84GPPfq16Yefnf8b67ZfXf81X2z//nu3VVK5W9f1fPbCvBOp0tiNr73+NEX/sNnvvSNyvVbL/Ce+8qcnK3QbAvGKwnWKhzHpegnVCsxna6hE1i6oaUbCqqeoBE4rPRGefSVMk8fbXHbYw1++v0Ndq5vM1nVKOEQxpoo1sSJJo5V2jGfgT21uKYAT585uEEKg1IWrQxax3hujKNCmt2IxWbEr3zG5+zCKPuPVrHGZbwgmJqwTIwIxiuK8arD9LhkZjxm3WSH8WqNR18xvHykyt71gtGypFyUVIqGUiFEOAGep9Eq/fnWQpJIuoGm24uIjaDVNbTalpWmw5XlCnfubHPHnjof+5pPYUWhZQRkIE9cwijt8Zyo+tyyrc0t29vsu/8ys4uSP/hqlYV6kYvLHq6SlByBm4dhMk08+0Ru8+QzlQNzQMcWIpOGIaGBJDEQx0gdMlHtcu3uNj/9vhY37YCi69EJilxp+HR6qR2il3l9Or20WFRvSWpNy0oj9eaPFBSXryiOX4oYH73MqSNfGh8puv/hvltur3W6nc99OzH5bQP4l545xdo10+oP/viPtx8+erxy5FjAydkRbt5V54G9XQpugVqzgOe5+K6m4GmKbbnKj9zpWUqeoRzAiCdoBJqVYIzHDlZ47tg4RbfDX3xHnfXjEZtmAu66LkEpzUhZIVAZc0uslX2A5w+BRUiLEoYgMlhikDGHz0peOqZ55MUyh8+XCeMiZa2YLFjGSpbRok118IpmbEQzXhXMjMWsneyyZrLGk4cCPvrIFGuqmskKVEqKSklQLsYUvIBnTyh6ocYpkUl2gjCW+Fpx444uL7xWpd2FZjeh3nRYqnvML43yU++e5+LSMi8cmMSRgIgwQBxrwsghCCXtrma07FOtlLhjR4f793b4/gcXOXbB8MUXfV48VuDEmRKx0ASBohsppJAIIa5KPNOagLGWxBqMMTgiYcSNKdqI225ss2Wmx/rxmB94e4DnuPhOgU7XZ37Zp93z6HSdvten3VN0epJWJ9XJG+2EWium1kxYblqWO+D5be6/qckt24vYuMfpY49VOs257e989w8qG7yWCG/vnx+AL155jYnpovvk8y/+aGy7v7Rr3XnWVgo891qJ3/+Cw7ELK/ydD19hU6lCqTCC5/h4rovvSXxX4nuKTjfGd1O3m+dYfMdScA1lV9AKFY2owkqnzC//yRhJFDI12WH3xh4TlZjve0uHjVMhUZQmlCmwB8xNFn9KaRBK8KnHC7x6uoTQmtnLRS7NF/ELihFPUC1ZKr6h4kO5IBgpKiplxWhZM16FiWrM9HiPdVNNElvnU09X6LZLXLPeUikqykVJuWAo+zGOE/LoCz5BR+JMgczAFMWSUkHxztu6PPWKoR1I2t2EZkdTb2muLBfZvaXM993bZP/hIrMrZZQ0QJTFyw5RoggiSS+UtHuaRtulXChSKgTsXt/j9p09Liw0ODdXRzsJB89oPvl4EaHSwhhXT6yyFkirunGYsGk65kNv6TJeMezcCNNjkjB06Qaj9EKPZist03d7Du0c2N0M2N3UntvqGJqdhEYrptYyzNUFV1oWz+/wV99b5749RV46UuWZg5ZasMQPvb/zSyePPdU5s7zjd5/bdyC867Yb/3wA/JXXzuP7izsuXzr3a0defVpuWROzYa3h2tYonZ7Dcwcm+Geh5B03N3nnzQEFdwzPKeI5Ll7W+Ou7Es+J02JFN8FzLG5g8bWh6AoqoaATCzqxSyd2qXVKPPWqwZDwuRdjhIixNgFr+pKWJZPIhEAIhRASqRRxpJFG42hJ2YMtk5aSYyh6hqIHRU9QKkjKBUWlqBkpS0YrMD4SMzkasHayRUKNX/m0zzOvTbFtHEaLGXsXJeVCTLEQUip2KRSKeEqiZBaDk8a9UeTQ6wq6QUIrULR7JmuxU9RKLhfnR7hnT8BPf3CeX/6k5nzdQwiDtREmsUSxQxhJeoFDu6sodzUl36VY8Cl6RXwvolwIufmaENeJuPWamB96qINWMVKadLFnhaAByNMdJknSHdFzHIzVdAOH+aV054hiJ3VyBg69IAtFuop2Vt5v9wStjqXdTWh1YhqthJW24eKKZCmIecfti7zz5pCbt1U5cmaCQ2ckF1earBkX7HvhaYkRv7ZmTfh00Okc+nZg838Y4M898zuMj7UKx44ff//xo6eE61hq7RLtrkIqydSoYUsA+w5O8Owhn2Z3gY88sIjWYyhVRmuLoxWuo3C0xukaHCVwdIKjDa4GL7T4GgqxpRJDGAuCRBAYRWQUUeIS2TSOZKj83q9SCtBCpJVKBX7B4muLrxI8BzwNvmspeIKCKykWJEVfpwAvCaplw1glZrwaMDXWZu3UMh99xPCHX51mQ1UxUTZUSopyUVEqQrGQUC5EzC0bTs95+G5qv4UsHDCCXqjZMmOYmejR7Ll0ezZjcUm9pSkXfMrFKj/00AJn5q7wm59bh5YaiyExCbGxRLEmCBXdMG3R6/iSYk9T8BwKXsqcnhvjOkl6PZ0ELdNGCSnTcr7InvRrC+kOmBhJrSmJjSTJEvow1mmJP1T0At33ruTAbnfJOoTSbqFG21BvGy6sSBaDiA8/NM/f/t4e1kxw6nyV+RWHOE7YtlbjaIGxIQdePSjOLcTvH1uz9fRvfezj3b/0kQ+/uQCvFqbduUuNv3/89NLfL/pN6XuaXi8miIoYqyl4lqkRg7CG04tFfuXTMwgxx4fvX8ZagZQWLV0cDY6SaKXQ2Tw+rVKQOzpVBLwobR+LEkuUZDq3ycrQkGndIpe5s6TSonLVRIJWqbKQLiKb6sZa9MOlgqco+IpyQVIuWkZKCdVyzFglYGK0w8bpZV48EfCxJ9Yy6ntMlw2VokjBXZCUfEPJjykXA148DgePFdk+abO4d1A27waKW3dartnYZd+happo9xLaXZ2B3KHoFyj4VT583woHTyzwwtEZsApjEhKTVWojm4EuTVyLPUvBV/iuwXMdPDfB0wadEYZWBqVMegSLHAI4FsGQ8mQH9YY4kcSxIkokYZj9rHxR9STtrqDdtQNwdxNaHUOtY7lcz8F9hb/xvpgwmObcXIWFFY92T1LwBJYike1R77iErZ4cqV75J9FS1ZWy/K+A8E0F+GPPH3VNEv5Ep77gnp0vMlHtIq1DpycYrUCpoDDWolWMVoaTCwV+5VNTaDnPB+6tY2wKQq0sWmm0llkVTqflYZVkkp7B0aJfUk4SS2xymcsyVGwDBpKYHCroKJlVLBU4WvQ9LJ4j0zDJUxQ8QbEgKBcslWLCSCmmWg4YH+mydrLGC8e7/OzvTXP+YpWtE4ZqESoFRamgKPlQ8hMKfoTr9Gj0LEoqHJX6OfJHruFHsUulENGJDZ0gPZ+n00todSSNgqLY8vC9MptnIv75jzb4p78vef7oNBaFsYYkSRs+wtikpqlQ0fUkhSAL+VyL5yo8bXCcVO/XyqYAV6lXJQV5loSTJZ1DQDeZ7BolgjiWhJFMY/9A0glyw5Xps3a7m9DsWppdy0JLMt+zfN+DC/zN9wWE4TRnL1WZX3FZaUranVSLH61ourFDpRQxWdEcObPg7t1T/rvv/q4fc+YWev/Pmin/z1zO/zMDfHGpiTHm537vY//5Dic4ObFtnYPreCzWfKQjWDuRXuDESAq+Q9FX+F6MlAnPnyxy8JTLD761mc4wsaTMol20clLNVqad7WQgVRn7xjFZ+X1Qbr4a3DnAc3Cnf1+gVCaXqdR34miJ50pcR+F76UiGgmcp+YZyMaFSjBgph4xVuqydrPPCsQ7/9HcnOH5+jE1jqcJSLkhKRZmyd8FS9BOKfkSUhPyXr5WRSuHIdBfpM7jNWDFx+OG31/jKyyGt0KMT5P2iilZb0fA0vuvhORV2boj5lz++zD/+XcFzh6YxVpIYQ5yk3pEo69oJ/LRbyfMEviPw3LSy6Wrbr9hqZZCZNt4HuLCvlw9tKreavNATpwpQGIm+m7DdtTTbCc1OTLOT5hHNrqDelVxpSULT5PbtXcr+CC+ernJh3mOlIWh2DL0gwRjohYJKUeHoEifPWeYWLIZZf+/uR//mHXd8l4jD5j/QbuV/LcDPnD2NsebOY6euvLUbdPnQfU3uWVug3irQ6SksJjXmJKlRqtMTTFQdxquS5aBDoZjgFzt4TsrwjpPGiI4ySOFirc5kP4W1NlNBLLHOfRJZSGIGFUo7xNwpwFMjlRxi7zT0ScHtODL1b7gC30tnnhS9hFIhBXelFFKtdJmsNnjxWIef/Z0xDs9OsH5UMF4aCk18TclP/SsFP6bghThOwKXlURwlUNJkstwgyUyybX/NqCWOI5qRTzewae9kL6HVkxQ6Ct91cB0fR4+wa33Mv/yxRf7hb8MLR6ZIjEwBnliiOMmY3BB4Bj+U9FzVD8EcBxxNtlPKtBYwBHA5BPKcK1axeGaJiBKRuQ8HO067G9NoGWptQ70rqPUkyz1BvRtRoEOnG3Ns1uHgCYflhqHTS+gFCUGUzpxJ6VnQ7gnq3YTqaMBD2xosX36+cPHCjjv+R056/jMB/NjBL7B9c6f4j//t193DJ5dYahZ49VSPd99Z5203rXDDJpcgcAkiTZR5jsMshisXAr7nLXM8e7TBx7+medvtbUZKESW/SLlQoOQXcXSJJBF0g9TGGTs5k2cGoMT2vRQ5sPvMTeYQzJQwKUUf3ErKjLnz8AR8BzzXUPAtBS+Nn4uFiEoxpFrqMjHa4OWTPf7xb43y2uwka6uKyZJhpCAo+5KirygWBAU/XRxpqT/khaOCds/FV2RMmcbgOTumw4k0JV9x57UtXjxcoROloOkGCZ2uouUpPFfhOm4WP1fZvcHwCz+xwN/7T/Dc0SkiI4mMyZqlh3owXYnnmpS9M2+Kky3u9JkmvlLRdx3mVd7hR5/JDQOQxxBGZLtGQrNrWGxa5puShY6gGSZoG7C+0uTtd9Y4Mw//+SuKAiFlPwV16tO3hLGgG0MnNmxe2+ad97d5zx0xnvSpt5Z47unPu6byruIf/snnOz/4oe/+nw/wV167QFJcX33+lT/8jXuubd63puxw4rzi1CWXzzxe4JHn27z3njr37a2zcVIyPa6z1jCJEFAudjkz1+Gzj1V46VSBzeti7rm2xwce6KAJ2TjdYXo8otaaBByEAC0FaNkHuNUZuOF16M4dgrnJSPUBDipzDDoaXAdcx+C7mcHKSyhk4UW5EDBS7jJabnLgVMA//q1RDp6bYqaqmSwaRgpQ8gWlgqJYUBT77J3gezHlYo8nD7rUGz6jo4Myef5xjRlYfKfGFQ/d0ObJlwzdUNALzRDIJb4j8R2No120LiClYfcGy8//xAJ/7z9Znjs+RWQ0UWJS/3ti+0zuRbLvLnS17HvntRQonV+bQRgns+1vuKSfh3+5QStJcrvtYMfsBnCxbugRsmtrC08GfPCBFnfvCdi8PuGVU5oXD/c4etGn7CskEFtLL4JyOWLj2g73723zPXclFFSVs5dnOHnB5di5hMD07nv7g6d/+4c+8gN/+fta5+teeeP/XIC3G1cIOst/7+VXz32k0TjL9ds062eqTJ/28I9ajs2N8BufL/Mrn+7y1luabF8TEUch1likBCS8fHyC545Wka7m5CU4ddnwX76eUFAxb7+ry+YpiZsYHGlJjEBI0EKmDQ52ILcNs/YA3Ll3OQ1LZFamzp+Otn3noOcYfM/guwkFP6boR5T8gHKxx9hIg/0nAv7+f5rgwJlppqoOU8WEkaLNwJ2xty8peCn7+15M0QuJTUAr9BBK4uQM3o/BReb7kMSxJIocSm4vtQuEPqM5yHsJHTdlcM+VqYSq8wNoLddttvziX57n//51w3PHpomMJkgEYZJ5tSOBH6VFM9cRuNr08w6tUouwUrKffA9ft3wxDi/KfOcZfiolGCk53Lgr4aa9DbaurfPwnV2UVEjhIHBJQrjjmpCf+8lFXjrRAKkQUmBNqgBtXZPwlpsMQa/MUn2cY+dG2HdEc/hcj9B2uWb9MkG7+pHTJw6cjuLoH/5PZfCXX73AxMT6TV985Nf3Bu0VTs9O8/zhLnde16QbSYq+YOOYoeIJ6r0yz79a5rF9Fpsk2EzpEFLhuJKZMTHkjVB9tn7xlTJHfMuutZJNMwm+p5CZKy7NOYeNU4P/kzILTyR9VlKCLLFMVRpHW5zMhJS7B30nyeLmiIIfMFrpMFJq8cLRmH/w0QleOTPN5IhmspAw4lvKGbgLfion5uAueAm+G1MphRw9Z3lifwlXyjSnkANPNuTGJogSRWw0D9wcsX1rm9PnC0wWoRemXutekNDpZSysFVo7KGmzopHl2k3wCz+5xD/8T4anD0/SiwoEiSSMLcU4DVk8hxTkeRyuTBaiSJRKUqDnltoM4G/E5MMXPc9xtBIUioItazU7NxYoFRRLtUE3iRSZPUIm7FwfcdO2CKUSwJIYRRw7dHpl5uZ9ml2Pesuj3VUU/C47tra5a49gYanKqVPzzEw+vvc93/Mzm2x8YVboDd9+gL98bI5ieWTzkWMv/LvZS0vvvWbqAm+7bYLHXx7hGy9EgGWqYhktS3zHUi0YpstpP2SUKJJsi5OkmnSqTQ+6TqRMQxHPsZQKgmppwNI5UIdtn8PJ5CBJyhPKNCxQKgWDo2xWULJp8cgxeI7Bc2N8N8b3Qop+wNhIh1qrw1OH4Bf+aIZXT00wkYG7WrCUC4KSL/paeaq8mJS93RTgBS8gTBJ6XR9fpW1wMtPA+9t+pkykiaZOY3kdEISWbiSGAG5w3QTX0ThOWiNQ0ukDHAHXbxH8wl+u8W/+OOa5Y+NcblTolSTVxFKOU8uDlz2dKJdI0wWfKlOiv9NJKfq5Qv8zDzVM5M0T6Z9N2V8AtZbmxIUK5WKM75iskGSy+2VR0rCS7Ty5ZdiYrF0uTgtH3ayxRSm4/VoBlDl9weOxV2K0s8B9pvLe2dNPJ5u27f6bNj57Tugt316AXzg/S8Ev3r7/tSPvn7t8mqUlj5t3RFy3rcBIyaPbSzJmskS+IYjShCfN8POBNIN/r58EZhczv9iuI/FdQbGgcJ0sKXTIkqJ8MdjsRth++5qUeW9lBm5pM9dgDu68YJRk9tgU3J6bgXuszWKty8//lyKfe36SpfYokyOSST8Dt5/G3cUssSx4kqJnMwZPY2/fC4GQxw641CKXcY9VMW7eH5knbkmSNj9UPM1bburwwvGQVuQxEqWDMHuhwQ3SBenqvAhmUdJBSAtZBXLXBskv/3+afPGFLv/qd6a5uDRKt6qpuoJybCjG4MXg5ruYzqRSlZJKSh6inwyn92YQruRgz39PSpG1xCmCWNDuSrA6lSfdvJhkB/dKWITMNKRMekyT7LQvNIgkQSAIs66s+ZUS3R5cmI+plHrcuEtz6Pg5pqdee//oSPG/BEHn3LeVwdvtLsWif83jTz3/MwcOHqHRcFE4jJccNk4L1kxKeoEiyrbFXJMNY0MUW5Ksvy8xry+jCzG4sGkRRuC6sh97ei64Oo+h7Sr9dnABc9Bn3ueMuXNbbApuk7F3jOvE+G6E50aUC1207vDkwYTf/lKFR56ZIjQVpiqCCT8NS1IJMNfJVfYUGXMPs3eE1gHPHqnSCTVrijarGF7N4Ln0Jolihe8o7tjdJTYpwLuRoDc8kSpIi1ypxKkG+nW/OCOYqAo+8mCbsneZ3/lSl6eOjHMlKtDxJZXYUootnkptCY7OdrU8fJOif12VEoP6wVDI0lekRPpnjBFZ66ACm+5GQWSzGD//3nnoOFBncgUpTbLT7qBcdgzzRvHI0AtTfX/LTIGNEw7Gdrl0/hDl0b0/s+u6e18Jg+5J1yv8jwP80qWLPPfcl6iURtfOXT5y/607LlPxx2h3HMpFKBcSRkpJVuFKZb0gG4kWhNkIsdgSZw2sxmTfsp/I5Ftkmvg4Ku2aTzP/TO3It1RFPwbtgzxja9n/9QGw09g7L/enOrvnRLhOhO+GFIs9XLfDH31V86//8xSnF8dwPJ+ZsmDMS6h4lpIHpazDvuCl1U4/Kwil/pUk2wnS8GSpmdAOXVylcPPPmbE3ZCpKnmgmacEnjB0KTo+Zapd6p0w3EgRZz6PrmLQ+oEUahyuRJnH9Ak2euKbOx/fe2+bWPYv8wh/0+MNHJ1mJS3Q8h3IsKWtLQdsU5IoByGWmiechVZ7HZDtjXk/oqy6Z1JiTVl7hdMNsV1CD+kMuPw5Cs+HWt1RqDKOEIEpHg6QJckqMALOXFct1h1agEKrG2+Wh+5dbrG02aycvXrzE+vXr/scAbkzCzbc8tHn2zOGPzp0/Qq0VMzOxyK27FeD2Z2yks/5UfzZ3Ol9DZnop/V4/MzT/L6fylBnSrVKp7OLrgeKRx4x9Bh8CuhwCdfprQw0NKgO2TnCcGFenIYnnBnhOl3PzMb/5xRKffXqcM/OjVIoOYz6Megllz2al9xzcMgO37BeFcgXGc9OFUykFfOZZzcnZAr4SWcUwu8kMUN4f45AxXxRrdm2Ch29t8dtfHqdd1FQiSy+yeKHF1SZNDrXM1A+GQO4MrmVmkto4IfkHP9hh75aL/KdHxjhzZYTluEDb0ZS1oKgtvrK42bVOTWjD1zXNewZhix16FVmRKG0PjGNLpC1RbAjC7PPlykyWXIuswNVveE4G0w7CvAIbmkHukecisSBKEoxI2L2lw/Zpy4HDp9my5aaP3nHbfe9qNpv/1VDlWwLc2hBwOHrk5fVzlw9t83WHheVJPvdcj+t31HjHLXWuWQeb1zoEoU+z4/dHf6VDLnOQZ6XerBl4eGwDQ0lmHjtrPVA+tLY40g5GIfQBbYaAbfq/prNf1zrBUUlmMopxnRDfDXGdgFYS8mufcPmdL85wabmKUQXGRhRjrmXENRQz5i72y/cy86lkoUmmnffB7abVyyAKOXnRox16jHopcFRfl6df6Bku9sSJJIo0lZJmy/oQ5fVohWW6rqAQWYIc4DrJCjUqjZtlbgF+o+RVMTnS4afe2+H9D1zhd77Y5KOfGme5W6KrfXxHUVSCgno90LVMSUYJO5TPDIpVKiMYLS06FkRaoCObTSYwgzg+D8uG1SMzKNQlWWEqiFJgdwPoBJZGT1LvCTpxwpqpgB3rO7zjlg43bvXZd2iSZ16tc/DQ4W2e566/+cabzrW7EaWC800x/C0B3qjNUyyVJ31PfeLFl15xFhqw3DFI4/Hk/mm+9EzI1o0dHr6ryYcfaDIz4VMtl6k1C7Q6bn+SaxBJokhmXe55O1kf3xnI3yA5VHloMgg5ZMbS6fs0Y9d9wBuUTtDS4OgYrRNcHeF7Ia4T0uiFPPuq5I++WuFTT4/TS8q4rsu4K6i6hpKbztkuugNw+57E8yReFpqkhaFMmcgA7jpp5fPsnOWpl4uEkYNXsq9LMPs3uh+Dp1OnwkjhOJqHbm3xsa+3OX6xRNcXacjnWNwYnMjghCbTrkUWH6e1gTz0WaWxG0nR00xXu/zfH+mwe2PAH361zEtHR1jslOgpD8dVFJSgoMCTFldZ3JxkMvbW/dg8BX2/rpAxuYpspqvnIYwYfGeGRlZYm4Vl2czEfPJtmAK72ZMsdCTtOGKi1OZH31Hn4TtidqxTNNtl6k2f0UqXm3Yrzp15zbn15ts/cWWxdUOn01r8MzN4ozcmT589dvuxw4+NxJGg1xkl7iVsmUxYHwkaPY/5us9v/GmVP322yQ89tMyD16+wfipgqV6m2R/5oLIpSqJvwXyd80/w+jh6mKEzkA8Y2wxAnTG3Vkmm7Q6ArXVEox3xzCHB7325zFf3V1lplJEFn3JBUXUsFddQdCxF11JwyVg7Ze6CJ/Fdhe8KfJfMoWfwvCR9ddL4W+mAExfhUsNPCysZyw3Lmn0gkvovcpDHRhKGmumK4JoNXV47H9OJHIJsxrcbpiGEk+vW+VOCvKozJ188Axdg6g//0ENd3nFbjW+80uL3H63w0tEKy60idenRdhWeFrhS4MkU7I7MGpaHpn4NhzB6iN37Cpe0mab+xtXQfLRzOr8GgtDSiQT1nmKuCWtnGrzvxho/8GDE2rEire4Yx84WaHZcglDiKkNBKZbCmKefe3zkPW+///bt12z/Mt9ieNC3BHinedlLjP3142dmS2tnuty0U3J81qfWTA87anUN0+2E5Zbgwsoo//z3Sjxw0zz/8scarJ9IUKqM57r0gtQoHw/NNDFWDE2XGjjaVD9xNFfF1UOA7jO3QQ4BW6tUISn4IVpGLLUSnnxZ8aVnSnzuqREWWmWE5+OW01i06liKjqHgkIUdUHBF9pSZ5TSLu12Bl7O3a/CcBM+Jcd0Y3w2xNuKx/R6zcwUmxgSONH1JTYqrCiZZp38O8CRRdAOHTdOCh27q8NnnQ9qRQzcS+I7FjVMWD6Lc6ppk1cLM3yLkqjAlfQ6asJNEEcWaghfwoQe7vO3WZf706RZffKbIk69WWGgUiIVHx3PQjsCREk9aPJk2KrsiV1sGYZdWV0myQ87NN1zUdjCeIk4gTFIXYT2UXG7CxukV/sWPzPPgXo8rS1Oculhiue5Rbysa7bS3s95MOH4hYXKiTbVxomTNXb9+5fLl3UD3zwTwo8dPEgZNXFlntNJj6/oQ1xljfsWl0dI02lBvGUYbMZVCgu84PH5gij9+POAffH+D0QpoVcDVDmGkM4DLVQDvOwDFwJ+cv6ZgX83UKcCT7H3O1jGuG+H7Eb0g4cRFODcn+fjXKnz5pQoLtRLC8XHKDgUlqTiGsjYUHIvvgO+k4PaddCZhajOVQ0+R/b5NQZ4XipwE10nb005fNrx21gPHwRliuP5kqaFYdJjRkv6wonSc83VbAvasb3PsUpGuLyjGAi+yBH3Vw2TsnaspuQQ5iFX6Onu2O+QdOVHsEIQuBT/gR97Z4z131vnKy20+/vUis5d9jl0uEdZcIs+h6+i08USmzO5Kmw4nFSnQHTkkL4oh1UUMdq1hCk93rMxklqSjKJqRYLknMEmTv/DQIvdf53JubprZy2WurLgs16HesjTbEc12wkLdMlszyJLmynyb06ePUy6VvhWEvznAXzlyWQRB92e+8IXfm5gsSF4+ZlkzscQNO0JWGmUWawUWVlxWmprlhkuxkJAkEYtNl2/sH+GD9ze5dlM7/SE6wYuHAS6zgofoM3j+uhrgaUUsfU2GQJ6yte/HaBWTJDFXVgxfe9zh1EWfJ/cVuLxS4NTlEngequRQ0JKisimwdRpD+zoFuOeQgTh/Zs3QQ1q8l4PbNZlqkrK3qyN8P+TsIhw9V8SRq+XBPpsx8IPn4La5kmJkNufFYc+mLtdMdTh0JqYTO5QigafBjS1BRMbgA2lVSLmKyfthSn+oz1DVNFF9Ng8Cl0oh4IffFnDvdU0u1Rs8ts/jzAWPr+wvcnmlQNR1iaRDz1NZ5VKipcQRaRijJTgZ4JWwacHuKvYW+WLOAB4bCI2gkwiaMfQ6IbdsqfHAjRGd3hgX58ucvugyt2RYaaTNygt1mG/AQtuyfXODO3ZFXLw8ytzlVyc+8sEf+RkbnPtF4W22/10AD1e+ShInH7HhUmn/ZcVCA/b9fon3v6XHlskeFU9z826PRqvIleUCaycderHg6dMJ+485fO5Jzc7v71IuglIxcaxJjErHqGVDeTKL/ZDZfpjFs77BDOCDMCTB8yPCJOHsRcGhs4qvvVjg0FmXI2cLNEOfIPDAcVEjGj9LokrKpIDOdGBP5z6N3Dab+sK9LCxxXYXrymwB2EHs7SRpZdFNdw7fjbAmZH5FElgvPUFZWnS2ZYurbjgMQJ6OnsvDiFQPF2gmx0Kk6tGOHMpa4McWNxo2jZkhJ2DqnBwI7dmYOgQ2u9b5MKR0smza4BHFmjB26PQ8ZkZDNsyE3LwlpBt2+Ytnmxya1XztxSKvnfE5c8Enil0STxMqhZAKJSVCibTXVZDKvGKwqGVOXPnQz6xnNjYQWkGUGOIooui0eO+DTW7eFdFshlyYj3nluGC+nnC5BvVuwrqZHus2BNw13eX7H2rQ6ThMFD3Onm+UfveT+z4ipfrF/y4Gf+Kpz7Hcaqpjx4+IV2cTTpxXWDNOvS34959IEESsmQy5dnPIvdctcusOWDvtURqJeOGkw4F9kivzkliFlB2LEDGJ0ZhEYqzsN7YORqnZjOFSj4VS6bQpJROETK2f3Z7BYDh5WfKxr/l0IsmBIz6nL3gstl2CxAPtgHLQFYmvJL60qRSm8yqexdM2LSBp0na1/DUHtyOzSqpImdslU03SkvmgGpqqJwU/ZKGW8LXnyjRaHqMjIs0Nhit5b+DXt1mzRp9hjSQIFBPjinfc2eMrL3U53yjRdWQapmhwYosT5fFvprHLJJULGZ51kjK5NemwoP4uYSSJTpncdTRxEqN12i2vux6eE1NwQ+65LuaO3RHvu7/GiQuCg0ccupHmD79e5OwVD4Si03OI25pYqrT7ykm/rMhcWumSyz+PyaqeFpsfOGAiCEJ8r8va6YjKmi5HZpf44n6fExfKhFHALbs63HVdzLWbYtZPAMalUpyg3pZsmgo4PptwpXVM7NqxSz3x5GfiB+5//38bwI0F36/8WtSz1xeFw7aJLLabsHQCSSdwaCwXeHze8PLhBK9o6AYhd+5p8uPfvczHvAILbcFT+x3uvy3EK0bIREIWmmCv0s3EQDOUytLoWJ4/qFlpCYo+vHjM4/NP+wSxpBdp5q54GKmJjIMRDjgK5af6sCcFvrL4yqTSl049GK5KK6Ju7gfXYgByRw5eXZX1aIo+e6eMnRu0Ui9LHvcrFfL4K4rPPl9GubqvQAxbZL8Zgw+XrVPFQ9HrObznri6fe7bJHz42Qjv2KWVxeL/6GA1Xb03W0CxXBb59Euk3LJhUonUGcXmkFY5WREqjdUIUxSjlpf2zOqbqxdyxI+aOaxKQIR94oEMvSuPnLzzjs++IS6GQjuA7eNij2cnA3v8crxsU11/Z1iT4OuHeW7tMlC1PPevysa8o3nrrFf7O9zfpdIpUCopK0SMMXVotTbvrcPaSyjxNaWdQuxFcXymXf03AT/03MfirJxuMT1QqX3n0UzvLhUg9dLNipaGotQSdXuoRCMO8nCrT0WlGMDXi8PabF3n4wYB7bw/4+/+yyk/883HuuyOm5KcVLJFVeGze9p6HKPlETCRSCWptxUuvuTSbGqkUgVUERmGFSuNMrREZc3iSfhLky/QwKifvnM+krnxGXw5sR6UWgLSrR/Zngg+D23PSc+FT52HO4MnQM8bTEdaGXFpyCQMfb0TiqqFKYF7gyW923tHDoLw+AHnanhdGDqNlxYaJEFf06MYe3VhQ0OmA+ry8PpBL6XfsCyFXVUxTWKUNyrY/jDTrB3USnCQNWbRK0HFCpHQmuabhYC9Mx0xolSBlwpoxg1QJUhh2fSgkoofUhnpT8NJrmkY71cOHbu0bPNKVbSyUfMO9d4YcPOfwN/7FOK+eLfHO+2H9yCiO8mk2c0OaTE/oCKEXCNo9Q6NlWKrD+ESsyn5v5023fqRi7WJTiMlvDXBlFmkt135x7tLJB013iQ1rDHdscrgwX6XWVHR6miCiPyAd0jh2zaRix5oxkl4PnfToolloFPnTJzRpRDak175uzx5Ku7OpS0ZJcPKhPbLvWZbZnBNXpH5yLbIT1jLlIp/B5+Tz+DKwa52PiljdUe/mIHdS96Ln5sw+sJm6TlpNTJk7rYw6ToTnRVxYMvzBV0qgXZxsofULPKvAd9U9ZsDgaQNxyqpJkoL8h97R5U+f7HJkvkw7cSjG6aG0qQswL6uDyM7k6f+s/vUVg4Q2Gx+dZAdTxUYSG5HOAtcSrdVQHSGvBg8l+Nlkg1QhMYj814XFRIaqa3jX7QaRj6HADnZlhocL2cHb7M85nqBgDbGURM4Ix865fPFpzcy4xnHS75GPdw5CQzdIqLcMF5Zi1s0ExFZz6tzZBzduO/uLSRL/1f8qg58/+ShCSHdUL3J4vsJCLWLrAy22rG1Tr7h0emllMk4E1qTVrIIfM1ntUSwkCCxPvuxxcLYMxRKJdvpTpfJ+yT6mhyE+ZKSXiL7cJMn84CIrOvTnnNih93n1bVCU0H233MAa6vRBLvptXCnQM3BnCafrDlraXDcFtjM0PMd1UvVEypDZK4LFpo/Quq8bX62gMPjK/UJPHjoMnIUDpSOMHcYrAZtmuhy7EtBNNL0EvETgJBYnXl1ckRnA0+uo0p9kB3Cy2ZwTO3QQgEnA6DQ210leKJPIrEqcA1xmVeI+uIeULjH8lKYvFPTlgyF1rN91Rf530n/fiyL2bgi455YeBy8ktHuSU5cT6q0E30sT6bR5PXUbdkOotSFSklt2uEirePmVFZbrX3Wteb2Q8jqAnzp7FhB0wzk2rpdsnHSYHospFxbphS6dnkcvSCU/SLfKghcxWm4jnQZfOwCfenKcZq+KKro4UvXlpH6WzVClK/vSEjuQ0xh0eufZeF4sGW6QyIf6DHwsVwE99zz3R0XQt506WuJmT8eRuG4K7nTSVR6SZN0/2vRDFEenBz25bkRMxBefLTC/WMAZUWmZe8i6u6ox4/W79FB8vLro0wvSCbbvvrvNs6/2aMY+Ha0pxIZQpbuTUoMkNvfEC8yAQMi6EaxY7UG3Ij2rKAO3StJJYkrJPrBVboOQw4pW7usemqOSW3aHHIP9/8+YewD67LWvlacFqyhyqJYlH7gv5Nz5JZ49KTk8V2CimY6AVtnCjQx0Q0ErtPQiQ9W37DtqWDvZwvE6LCx5q07veEOAv/TC47hu8Z5Tx7506+ee8HjldMzNO9os9QKCyCBtyE3b62yaTv3fINJV6IYcOGN4dJ/mC8+v5ezyCMWyS1GDr0x24+0b6ML5RRkweh6Vi6v+3OrunXwB5N7lNwC6EhmT50AXg456JVI5z5Ep0POwRGeJaL+tLR9nkZqdXJ0ll06E64RcaRj2nyqAdrOCSGYveAP9exjh6WAdO1Tho6905Jp4FDnctD1gvNqlUSvSiRVFBU4icBLQ8ZBtOG/6EKRM2v9Zg3pDGvNnDK5l3/ikFSRKDFkjcm+46jO47AOTIdbOwy47RFaDEGRQ2xgGu82aXEy6+2ZmuDhxuHVHl1/6mTpfeCHgkRervHqmTNem3ndsOl57w5qQB7Z3EVjCQHHXnoTrt1n2nyxyYWXs1ve+9d57vvzo25951zsffGOAL9UDpDTf1e7ZG7dOazrtCifORrx4xLLUNnTjiB0buqwfD4nDNBsWUiFUicPnPU5cKuNKj/GioJRZMp18/kb/ptvVrDYUqgxujF39e0N/fliVENgBm/cbjVcDXKmBR3m46dbRq8E9SCpzD7bB1enYMzcLTdJnjNYRgohHnvZ49lAZ6WlcmfWYDvWEXr2gVyd/g0QzrzqmmrgiMYpuz+HOa7s8fG+L33ykTJh4tBOJH1vCvGQ+7NsWJg0DxdW2DNmP+dMKclZR1OAYQaIESebxiSUoJTPjm0VKOTTebXDNVzH2UPjFMGvzxgtg0IE15CHSDkHkMDMa8FMPd3n7zUscu7CCUoBIF2kYCtaMw451gjAsslT3abYLnD7ncvJ0xMR060ZP178LP3rmDRn87OwFSqXSO772jcd+8PzleUbHYt46AcfOeszOxVypGRbbmtkLRY6cTr28+cg0KdMBM2srgqKTToR1M2ArdVVMOgzS4U9y9f+vAnymRAwDfihkyXsx+xOscnN+Buz8kCmdMbej88E/g6YKx8kZ22TvTcbcacNBP7nUMY6OCIn4k8cqJNZD9auXq8vzuV10WBXux+DZacT9WDyRfbkwTTY1AocPvaXDf/liQN1EdBOfXiJwE9AJqMSiYpvtZCloRCxBmKuupRyMf8iStjQ0sv1THVSSgTp3bIqrpl7lr294b4Zvmn3D+zq8SPoA7ztDHbqOS6fr4zklpioRG2+KUo2fzB2ZaDo9j6WVArWmz9ySz5lLiuOzIVKHVHoLxHHjB++4821P1GsXvlId3bAa4CUvxNPO9qlKbduxbptOAHu3trh26whCOCgZUHItk0VLN4YoSc/ByY/1U8KmNlWZy1gMhQ1XhxxXqQrf5GJ9U6Vp+N8YDlXEwKTfN95nwFZZJ7mTzT50naH5KNquDk20yTzYpp9c6gzcWkd4Tsj+U5KTl32sclBS4mbDPZUYyh+GtqqrVZT8acwQ4Oyg6JOW1B22rY3Ys7XN8ycKRMqlkwi8xKIT0LHIHItpW5yM0+RNIPMZWkN2ELFKF0+bD9KJVUmSXy+LTPK4e7gSawcM/a3uyxuQ1Ko4PM+p8mlauVDQ774aNtGl8X26INOT84JQ0e451BoO5+YkR89GtKIu125PaDZ7HD0XbtuyM97e7ZivvI7BZ+caOE7ISisGCiSRQ7lQI0maOLpCwZOAwffSCa9xdsxc3n02YFHxui1aXgXwYSa+Gsz2qver37zxxet3eovcbJ+Vjlexd9ptorXsF3vScWY2U0zsUAdRXrFcHXs7Ou0KskR88rEiy8sFhKdxM0Uz90uv6v4f/pqrdHAGRyL2R6QNyvaxUYSRZmJM8MGHWuw/VSFIfDqJRyERqZIiLSrOCCYeLixlx3mLlM2zIQ5DI5IH7WPKWIwSqOzAV5UZqIZznUFN8lvcjqtqG1f/qdXkNgB43gcg5bDBbhDWDKaAScJYpidb9CRRYugmHVo9cGwRrEUkLWw4j4l6/Z/bB/gnPvsFpFA0O/NEvQaeK/n6gYTHX3bYNBYxUZFUiopCv90oO14uYyJBdj2zbXnQkZ1/OdFn3G/FzKuu2fDwqqzUS//96n931dCfVSwu+wDXOlNS8qKPyiubVwE7Z2+VsXeWDGkVUfACjszCJ75aJpAuSqq0epnJdqsSzGF5/w3wkH/H17G3Uf0whcThg2/v8Xtf7vDqmQKRcujGEk8adJI3JmSgkAN5dXXSl5/eIFcvKAU620FyXT0ZCvlyRabficRg8+mPzLPfjIiu+sZDpNZX0cRAIXvdosp+Zj42Lk7yFrl0b9qzOeadd9X46n5J0bFURmKC9ss89dh5jElWA3xleY7RsZnix//oP275+rNXePZQEWMElaLLxlHJ5Eh65IaQack37nfJD+YD9i8EQ/EnDMWh/3VwD1+fXPLpl7XzX7NvzCD5qAOVv8oU3DmL5zKhXtXvCTobJ+Fkxwk62mS/locmg9hb6xjlhJy8pGmFLvTDk7Tg9DpwDzHXKhXFskrdsJmzMBmWC4cchiUnYOe6Hq+eDEmMR9e4+InAiQVR1mSQT7xKnYV5vGsyG+3gdRCPZ+GKAp1r8bm8KQUyeX09zg7tPv33ZhC4DKt0V9+jb5Z45lgZPhwrcykNGrQTssJU2qwspcVaFyHX8eDeDqOVDmGkOXTGpRmu3/LjP/ZTxXvf9tOdjevXpgC/eGmOxaXG26ujk39vqnKMh24YQcnUp+F7acVPSZF1QqfjIfKDQ1cdsNr/MoOEsM8Cb7CoXwfunCWGwJ0voPzn2CwxG1pXqxm8X/FcHaLk1cz+oa+a/qyUPns7dhWDD/o6U1uu54astAz/76fLLHf9QXgyXL0UVw3N+a8saDMM7r4mnoYpxqTHJVaKmr/2vS2+sb/McuARSE0n893oOGPAeEgPz0BOBvLURmsYLgANe1WshCTLlfJ5NeIqoNEfjM/rXvMe2+Fd6Vs/xOokdVhOHVoOfc981scZZWNIjLEsSsHlBYXvjeA6VaSw1NsJt9w28fdOnz7+TLfb/VPIGPzi7Ks4jsvCwlnWTHa4c62Lq0X/gySJpNHW6eFCPZlOfI3FYITx675Qvqa/War9+r+zKgzJLzyDcxzTpMhmcevrF9aACUQ/TEmHTObj2/Jy/VXMrTPmdgazU3Teia/y5DLB0RGuG/Lxx1wOny6AdJBZ50taYc0SzNdVMQcuv6u/f/87XmW+SllcZfZWTRw7XLetw3vvbfF7Xy5itEtPOnSVQGfFGpWHKq/bRfIGudwqkb832XUWmExxSg8jAGlWM9Kwh92YwT0x1vaPRPpWO6wdZq/XY/0qaIhVf6ffx5lYgiih2zO0e1DrpI3seSLvOYbJkR5js7MYoQnD9GAIDZBYhSs1iw3J8dk2XrmJ50rCMP0yIwXDtds05+fGWFjx6en8dOGBnrsatOKqLzcM+8H/2Kve50wxvBXmFzQ/oDQxq4E+3J4/GCs2mJw6DO5VAzgV/XFu+qoQJQd5DnSt0qlVKw3D55+osNTwwXcH4Ukmrb1utNyqp1h9IYbCFGMHc7gHmrjAZHF4FGtGK4rvfrDD557rstxyCZWmm+ThUdbtnsXgaelcrGbzLExJP4ZJa8dqOOQYzDIZDqsGfpahk5CHdu8U5Fl2ZAcjQdJXMZQ32dfd/zfExTABsHrURBhZ5uuW2eWI3Vu7FApp6BJFUPZirtsYsX7aUiy4eE5aD9DLC8cZHR3dvP/lfT+9ML/E6fNVjs4awgTCKD1BYLwS8/ZbYMOkwHVsFgMNdNXXg3SYlcUQO7/+9Q1/rS9nDV/YwSkDSSKyQULZRbRDDD5U8MkBrfSQ8UoPj3PLgN2Pu4eArQbg1jqtXJ47Jzgx62NwEVKl3hMx3LI1zN5ikHtcdV+H/SjD8Xhesu+rKVmoEiWagtXs2hSybbrHcq2AMS69xMWTIi3dJ0OzHiWp3CdEVpgRWc0gLQZl3EhfWcmALi1IO2QOG9pFc2DHsekraP0QNVPT8u+U/vv2m97zAbnZ1xPg64SF/PqkwsbYiGXv7ph33NZjpCyIY0UQKZLYJewVuLAwT2V070/vveEtBw68duqcnls0tIJw5sKCfceFS3U2TRUJIks3mzKUmPTmnTin8LVizYSh6Jv+WIBv9uFy8A+3pq1OrlZfkByo6b9j+vqnsWTAToemh0IQCSARJEMMMwhPhquZGYPL3GY6eKYD5dOjvHMNtg9slQN9UNhRKuaLz5c4ueiDmyaX3pDvRYnVock384K/IVNdpaQMt5klRmESRRg4bJ0IefddHfYdLUESEgpNN99FJKhE9EOlVT8/zivDQ3IIKZP3PSuAlSnj5jnEgL1tdlSKTUmvD3Iyqdj2iSwPLa4G6CqwDrH98K+tAvtVtJ57iyZHNDvWVGi3yvQ6KfGFoaQTSMLIEkd1Zsbjd1SL3RlPxOe0m/YLUPJhz9aILetCGi2XRsuhF6YtRkoKSgUYq+RjghO0MqtKtqtAPKy1DgM6k3wGv38Vyw8zQPbnU+ZOBzXqMGWiXDqyQmD6peOrS/X0C0792SpD7K37bD5gbyd7r7PWuPTgrJhCIeT544o/fbxEN/CgoPvWWJ0VKwaFEbFKA/9WwM4LLnZVAjfwpOT9q3kf5UhZ874Henz5uTYvHvewpZiucVKXocyH9aQxtEzShDPOE95kqJqYDPT5BPv6GDgLbSANQRKTigphZAjCZDCSL7FDOdgAsKsWbw70PI/6JrlHH+SrGH6QfGqZdlfVmoZDJzXFgkLJtBrbCy2Ndkyja5gajbixm55Z1Asten4lYMw4HJkN+Mr+gO8uhVy/RWHjEvW2QxynI7hcx6QHLHnpaIYU4PkRdMOMLGDIY5GD2gypBKvksaHFsWo3GAJBkgjCUNGWijgRBNHg93PFZuBJWW260nKIueXqV6VSUDtqdc9nqpqk710nIgwTHn2uwJHzBdAOQqbOQS1We79XV/9WS6S5Zj/4giIDRQZyM7hmg9kmmfnKKOIkPSlj98aYd97V5uDZIkHkkkhN18i0fC+Gd5PhMnsWjydiYFwjywuGdOf+XZAic3cOPru1EMemf+R6ENEv9L3RYRvDAB8G8aAhWgze57+36u/kGnwaAmqZzocJooRGx+A6qVIWx5Z6ByIi9mwPefstTbavb+E6XVSxg7548lEWHI0XNrlxyxhHT4esG1/mjt0dgtAjjCQgkNngmbzwIWUaxBuTllP7pWCTO9cyb0XWWJsmTRkrrSoZp9LV8PaZ7wr5VTM2LdV6HYdO4GWif1ZkIvWPMxQiDEaNpY0B+VBJlSWWg1DFoLTNwHwVe+sIrSI8N+TwrODRZ4t0uh6UM/YWmW1VXA2o1ew9CA1WL+BVW3O+mA39eSnDHvGczcNQU6ko3nlXwOee7HHwrI/VDj3h4Im0LVInEEmQiUAJS5JdkzgvqiT52GmBMOlnToY/9xDZ9BeoSB2HUQLLTWj10sE91lzF/cNfemgnHgZyYgeCQWwEsc1yLDsE+CEWNyb951Qmx3pZLpXaaNOqejuGO/YEXL9Jc/T0Wg6fPYpQ54EEfeb8PNZKtO6xd1eLsYphcjSk1uv0jT/GCIjyJCU1qmPTKU+bpg1K0Qe3yQbOpAWFtIu+F6ZzOZJEDW29ImtAFv2LkWq3Q7M1srkork5/7uy8x9KpSerN9FAqkSklQq6+KatZfDAhKx/rm4M7nzOy6pktYEelXTuJjXnkWZ+nDhXTE6uEHurcsauH+IvX6+DDzQ4MGxFWKUXDu93Q0w6FKSY9DaLXc7jvug7vvqfN4fMF4kRjpKJrVMriecIpLMoIpLHZU/TDFmkEibBZ2JI+jRTIXHq1on9tc1Wq4CksMYcuxMwuKkCmcuvQjjEw1A0CjL5QYCGygsgIQpMO/gkiUrFAGASZXIbJPkN6fzZPJ/huutMNfD0iIz6Lnxg8Y7mw4PCnz0tGil22r4VqsUucGHSYpDHplRXLoy8JVto+MEOUGKI4ScV1a1Kmzj4A1mISw8xYwoff3qXsJ+nvWYs1CXFs2LrWcN32GEdKJkYkQmg6PYcwclKwG3UVg+dl27yLJB1L7OiQeifh+SOaL+4b5/y5iA3jMUU/7cIRTmrpzDX7AcgGbV1qCIyDg1CH7Zo5sON+7K2yws6Bs4JPPFYGnH7l0ssXTc7g/RBFvHF4MgTxYQYfbnywq7ZtQZKdg5kXfZIkTTbjWGON4kNv6fK15zq8dMbBSodQSnqG1Cue72LJ6ushhUCaQTwuRbZryGwnlnkMPiAKV6exb6lguHlXwOaNCzz6suC5I2Uu1308pXHddEBQvx6QhzVZnB1bUmAnliA2JEGClhFrqj20jtm1PWDb2hATZdjKFkW5YPnI2wKmR9OG6b6kmo0fiRNNHGnCWBNECZaIpabg/Lyfjp7WFu276VY+WtLcvLFML5RcmDdcXDIkgcDG2VmXSWqwirPhLYmxXGlYXv6oxaR76+AZGzatDbhhe4+CE/HwvR3WTQTcsatLyXfoBh5xks1IGYq1hEjDoKIfo3TEUiPmyQOazz9d4Qv7JiEqsnPa0unZbAZ1NvTRMhRXppW4/hy9rH9RX6Wi6CH27oNd57F4jOPEREnME/sKvHaqkPaxCY0jRH+6k+7vFnZ1BfAqe8IbZptXxa5v1OFjksyvbRSJSdIJVYkmCF2u3dbl/ts7HD5foJu4JNKhK1MWd/rgzpjb2D6wc0++NJnuncmwUtjBKI+hnVDrdGxGuZBQ8OC9d2kevmuFr75c43PPFHj+cIWFehGkg/IkUsk05s943GLTRDWJsWFE0e1w740t1k6GvOeeHr4De7cZtqyxqc/ESBKr0lcjSZISiVXZd88S7kSRxAppNFYobOKysORy/oqk07MkUmBlejS5vvvaBlIKur2YhZolSQTlUwqB25eConj1uYZBLAiSdLtJx4NlQ13yGMvCUtvy5RctsUn46sEeVb/Ld99V44MPtbn/+oBO181YPL0UUhp8NyY2Cacvw/FLij/5+ghPHhplbnGE0ZLDhhGDq22mNHBVsWfAnoOOnyEGv2pS7SoGz0ISLQfKieuEnJoT/P6XywSxC0UXmSWXebNzfybfkDS4SkERQ/ge9ipcFXsPZMJhkOevcijhVP3O+5IX8hfe2eWRp7ocv5z6YqJE0hUCN3MJpto4KJPWDaSwxCZl8X5FUqS2WSOzok12PXMTW+7ykwKiSLJYKzE1ZvmBtzZ4281Nnj3c5BPfKHLiQoEzlwt0ey642fQDREp4JoYg5P4bG3zwLS0evjOm4DqMVVySxKHT01y4kk88G/q+VmSms3SkRn7mahApwkhmUx3S/uDDszEHzvZSaZsCUjlgDXpiy1+dPn7y2D96/OmnuLQUohT4SjFedfpT/PMxEb0wPTsmiGzG6NnM7yxR6I/vtfkUI0GQOLQCh4srJf7jZ4scOLHEz//1Re7d2yboaqQSSG2wieHgKc0nHvN57KUil2slzi5UcFyf8RHBpG8ougZHZeXZq5LRPsDkEKv2B+YPDYkc7iSRJlNOzCpZUOuY0MZ85rEiB04V03YfobO5KwPte3VP5Ov178FcwiF8D0lnwEBFWcXeWSe8sSTGDDruVZK9KsKey03bO3zvW9r86h/7dI2DMYqecfAS+hOndDbNVWZOQZU1OeSsLqVA5Zq0Gci5ebaQbz7GpqfCdQOHlVaBxMBYWfPBBzrcdV2T+UaDx/a5fOKxMgdP+SSxzmIlC72Ye29o8a9+ssEdux063RHaXZ/zVxziWPcB3VfeVo20E9kJEimwe4HsH7AQhOm10hrWjidsWpMgpGW5FrDtmlv/0YaNO39SP7Fvtnpxrv2uQ2cUa0YrlH3JaEUwUkqBFMXp/OZ219DpJukxzGF2wFSchiv9Xj87EPjzjDhOoFeQNALBlU6JZ45Y/v6/T/i5v77M/bcHnD6rubig+cwTRb76YplTF4q0owLCLVAsK6oO6exuLx2Q6WrRrxoKVp8hM/AYr25C7ieDahCDX62aKJXOFlcqxtUhJy4LPvaNEkgHpDs0gyU3Vw26+wdHflylgwvxrSKUIcPSsB6eJerW9tvY+nJhIlFS9UMVm2g+/FCXzz7R4+hFF6QmNpquETh9Fs8stNmrMplOnj1VHqIYMqBnpfehZuXcIxNGkl6o0T0nHRlhBL1QM1XtsWm6xw1berzn7h5f2efy2SeLXLzicOac4r47uvzcX6tz6w6HpVqVWrNMp+sSxvlx7WTDWIcGFdk0REtrINmJIUHqhWp1od1ND8uN4nQ2TKWoGKuUqZQsmyaarBtbeVdBnK7qHWuazBRbrPU6TI+5FFyB1inzxbGk1XGyAZuaWjNr8+qlR05ESXbWeG6IGtp+80c+06LSs4SJZK4neeW05h/+xwp3PeXx0jGPU2d85tsevcQH7SNLLiUtqDpQdtLB9AXH9g+jyk8FS0Ek+6Aa7occnjO++vSHwViEXB7MRy9rmZbljYp45JkSR08V064IqdFZcukMT1P9ZuyNGGjeb1TxHX4/XN01tp/GrK5oprG4MSpjdE2SxPQih93burznnjanP+4TGgdrHILEIRDgCNHX6nMgx4a+qqISMNL271/682zm87eDs4RMapGIYkEQKXSQAhybOlzysXO+57B7Y8A1GwI+9M4OJ85o9h/3uOv6kBu2xSSRT6dbYGGlTKvrEMf5nMqrF/6gFpAX+XqhoNMT6UTjZkytEVPrWBrdFIOpuQ4KHpQLmts6kskJ0FJY2l3BoVlLTy4zVjbZqrJ40nDjNkG9Ncq5y2VSb5ZGigSt0sExyTBzD93P4YE3gjSUGZ+I2LB+mb/y3nleOqb4uY+OcPxyAVwPtAeej9aaES0oa0PJsf3B9H42KDM/bz23wg5LgoO+TPt6kKtBeKJkyt5KDTN4glKZ52RO8h8/U6EnHZCDwk6/cjnkILxaGnxdoYdBmNK/iXmCORSLm2HmGgZ3XtlMJImUJCoPV1KXoa8i/sr72nz6iRKn59LPGwtF10gcY9EZkNMZMqnnO8lDFpnG5Kofk+dtbHbV2fRxFo6GsUSHacf98NlAdihHiGKF5wSsqwRsuj1k48aEf/WbI7x0zONHH7ZsGCvSaZf6Y0deXzvIXSrZ1K8EwlhkE60s9WbMleWQcwuGlW7MtTsCpMxzMstkOWTzuKZaThuo9ZpJ8HTEK0difv3TU0jSLT6ODa4TcPcNPb7r9joTVYdaS9MNJEmS3rRYD+LHPGZLw4Xhxl+B5wjKRbh2W8ite2ImRiWb1wR88RnD8TkXHA9UAVdrKtpS0emJC4XsmXa8i34nTn546eCZgTyPtRV9IA5AvvpwqtXATmNvx4loh4bf/HyZS4s+qBQwWqaDPJ2hbvZ+nJ+HJrkTj6tu2BCRD5P5wFQ2ZDldVRS5GuxyVQk/TjRKJsSxy7rJLj/x3ia/8PsujTjNF0LjEhiBa9L+zThjcZVksXiSqg0qU8RkknrCE2PTNrY+yEX/RAYdC0IlUaFaVdjKv91wBdJaqLiG/Yc0n/5GiVY0wr/4gxJ3bXPYu9FSKmbhphYMF+b6o6AzTCVZo0MQpSdCdIOE5aZlZLTHh97Z5f69adNyGKmM3CQf+4bl1MWEiXGDPnLGZXnZI+56fPfNCqwkyiTBIPJYWRzhsRdj7rxWYW1W/tbpHdXJUDKSxZz9My91OibNc6DoG8YqCZWipd0tMlrpcuK85ewVB7QLysfRmhFtKWvbB7c/BO58UGY+00TnZ61nYyEGHpSrWDtXTuRQU2s2ikzJwew9rSNcL+SPv+jy0U+OECQuuO4Qe68+tkMNM/jrOukHRZ78176ZTGjJS9R5l32eYNlBeCIHXT5Jooizzx5LhUw0Be3wU9/X5sSsy+884oJKR1X3ktxSADqPybMEU2V+lUQMA31gR04SQ5yodHEkaS6mVd4UIZEyPwDLDnjXkhaJssUdRTFbZhJ2bLTsP1ug4ml6nYSLC4aRsqLopSPzHL16R1ZDbGABk6RKXmLSBTBSFNx5vc9UqcKLr2mCKK1sR3FajCzqLtu3SMbGLHp8BJQVTE9aSsUu29ZIBKq/alvdlD3qLU2nNzCZp7FwZsPse7AHJqd01kh61F7JN1TLIaVC1B8J9uxrDq+c8sFx0UpT0fTB7Wdjjr3+MJ7hiVSDJmI9BG59NXtfpXeroWrlqvc6Rqv07MyVuuXTjxWphW4We6eFnXyop87DHjFgbyWHu/otUsjV4QnfBNyrZEIxiHkzYOdGM9Vn7xR0iZQYKUlkGqYkSZIasdyY9z/U4bPPlFhua5CaUEh6iUiH1Gdxag7yOKtwDvvsZQJGpWBRMrPHJmmIE8X5GZp5Q4lcvZiHlNC86TkIXW7Y1uGu6wL2nzZERtAKBCstQ2IsgSfx3QTXVf2xHvlw/7z9MP/HLenO7XuSaknyyjFBYg3tbtQPoZCWret6KAzVFQvSoudXLFcWBPuOOayZarJuTYNqyaGApd2Drx0oEMU+FaeMp0Xf53w1oPv+66ERDJ5rKHoJRT9hpBRQKgSUiwHLzZhXT/pEiY/wXIpKpIeU9k9dyJmb/oBMR6evWsuMxcWAvYddg8MHWPWrlwNZME8q1VArmlYxXjHki0+4vHioiJEuqJS9fQlebtq6auDO4GjxoUqmzBNgsTr2/lYsbumHKaY/gWq4CTkFZf4+NgppDDIxKJnG4o6OueO6kIdvb/MHX/RARxih6RmNm6sqiSUe2nmUyOLwJAsnM0FAyrSELhOTqjBxCrowTieZDS/i1KylhvT+fAqWIQg8isWQvTsCJka6NLo+9WwXNjY7WzMSeKFND/9V+WnOsh/eqrygJwXKSee3r5mIKZdrGNvjC8+5tKJ0ylqlFLJzs2DUKzA+A+UK6JGSwRUJD1wfcOyy5be+UAHrUvXSWPzMJRfPcZmpWsYrEb6v8Nx0Frejhxt4sz7H/shhg+8lFN2YYiGiXAwoF7oU/Q5ffknwuWdGMKKAr7MTeJXBV6tZO5/h7WThic6mUWkt+yHQ4DjqofdqmMGzczOlQek31r19N+TUBcHvf7HMlZaXrizp4EiRxd52cO6OGBy+NHzI1ColhdcnmcOtD6u90qJvI+0XX7JETxqBsrnpKuuLTUSabEpFIg2xVCipiSKHqWLMj3xXm2deK3B6QYPQREZmCSdDhZ9hFk8lwjgZWH6TLAFNZHpKtRQiNXCJgXolhRxURfvfc9hLlB4Q5hmP997d5dHn6nz2hSLLvf9fe/8dZ9lVXvnD3733iTdWrs45qZUDQgJJIEBEE41xmsFjvx5s40n2jNPYY3uc7ZlxNvDDr8A2NsEkIQRCSIAyklCWWqFb6py7ct104n7/2Puce6qFxzYGg/17z+dzVdVBXVX3rvucZ69nPWsFOMIcIE1boYldUbah5vXVpQOwowsvG5OTVAtgrOUyPVYnDBzadYEWOfUwRYiIwyd97njC5VIU66TAOTkH8/Pw6D6YW25A6hN6Ck8ImjXB7itg1XjEgeN99h3ymVLGS9tRNvrD06Xlme+sNIoP/JSanxAGEfVwQKvZoZMM+Ny9LY7Pt3AbHk0Ham5eqdr2YwluUfbebtWdqrBks28Ap9B2r8jXrLYiw4NlsWtZ6E3iPOX9n6hz9yN1eybwkEKW1bs8XIqVh8wVw57y1n0WsFds9ZylR9ErufD8LDbD9MLGHaDQZEtZhKlaVkU6pDJHpi5OknHVRQPe9fZFfuX9HlGi0NJhkEljNy3AqVZxWRw6NVmFYUmtN8rQeNNUcSkxH0u2SFiatmDOsKpOW8VlTrcbsmok5Q0vWebex2vM9BQIl0znRvaRaYJU46faWlnnuK7At6HBnraDPXtHnxxJ2Xs04ravBUyP1lk9Ds26JhGaMEhYNxkjSdm8JmdsTOD4nkMtUGyc9jhvS4BAEvrmYDgxklKv9Vjod/jcgw3yxLwwylbvwNMEfpH6a9xXfdckAAe+ya8Jgph60KdR75HoLn/2qZBP3jWODEIajkk8q5X9dvHR2hjbtsS1jlTFwymdYocV2z1LX1IMcpRTDHSG1btgTRyV4vsJtz2i+MxddaLEh5oH0sVT1eqtS9faItZaVav3Cj5cWCZgpaKw7CTPGqCsBPmQQclybFtiktjMtpI0C7hSk0k5bFVyhcpN5k7dT3nzVQNuu6fHbQ+54MZkQtLPlHmjWlqwOGgWU85yScKuu6UVz0MDbolMReWNWwE4wwouhBqmrdk3yXI34y1XdTlxZoY/+LhgsT9Kpl3SXFtRH8SpiWhMc/AyTe4agINhRvzc0Bm+l7Nj4xJffVaw70SDpq+YaBVx61bt6fSYns6pRRrH9wf0kz6DdI63vkiitYNUGY3agMf2C2643eG+PU1ajs/mSeOp7bkm8Tf0NWGQEXoZgW+rtmeCUUPPBLGGwYB62GWg+/zhx+r82Sen6egWzUDRdnPqbl5G+ZWV2350XYHryvKjY9uT0plKDVfRVGVbRxWraHIlJeisWGgw1Xuxl/P5e5vsPRUa2Zz0UBbcVUOfwmexqORFizKMruaFlOFZh6+zBz4l/51jtSBiWMEF5UjdfJTIzAA7y4xhvDyrVZHSJRpkbJvq87qXdHngWZ+lWIFQxELSz4R14DJtVlJOOQ1PngqxwrYtLZy6hN3eQlaMliy4dWXtrUr3l7821bxZ1/zk2zsoeZo/+CgsDFqkeUCUKVpZTs2SGklqcFBojSBHigzPFcSpotOTbFoT8Gs/MstXn17m5gfq3Pm0Txg4COkAmrdd1cENI7ppgrN1dU5dCej5fPmxPl99BlI86r7i2QMui0sBkw3BmlFBu6mo1xT1QFMPtNnwCTJCPyP0EwLfgDvwYgI/phYMqIU9vvJIzns/M8JXnhhnoJs0fJMwXPcsuIvEMwvu0qC+ALcFtlv03RbcjmNz7e3ycHUVrVAHuisEVXm5reO5CZDwoZt9/vwzLbQwgiUhHYKi97ZpEStCUEulolhBGRZ2FUUFl5VK/nctZa7YUc2HywlZLuxHrBqw+Cht31yAXZFafU0qHJTMSRIXx0l415t77D/p8v4bXZLUIZfFgdNShnYhwqSjaRJh9fcF6CVG+28da8utIFE5cxgOzVo2y5WsUWGEX3ETrtfgx97c5fxtJ/izz/T5ykPjnPFC+pminWkamS4patOGFbsw5u7rOpI5T+GdabB6QvKKCzpcurXPEwcjggByMh54OuTE6YCnD9YImwGOIMZ3+xw5E3PPk9MozDc/LwTjnmbDOmiEknbD7ASONKDV0DRrKfXASFvDICHwE0IvwfdjakFELejTzwfc+ojkp/9kggMn2siwRjuQJbhrHiaz0mpMfG/Yc3u2z/YKm+PC27vScw+34qv9dwXM1ertFJXbbOp4XszB05ob76rT7Q1bk+Jg6Vesn6uG8+UAS3796l1aL8jKobPyKHtvY0syNLfRIHLIhSjlq6IAdkb5hlFSkAlpq6tGSkVikxdUZijYKPKpNzLedHWPL9xb4/mTDiiXFElPyLKKD62MzdeWGSsOzMKCSwg5rOJWHlG1qhKlsZBcIUUQdiI51JhALZC85rIuO9fP8N/+NOGeJ0aZ7zXoZx7tTNJMNXGWl0DPrR/O8B92yDKHbr9BYzakHmZsX5VZdidn2zUJX3pwQJwkhHmGs9wf5cxCiq8afPdVRnOSZtras5kX0/ck9VDQrEGzltOopTRqKfUgGYLbjwn9iGa9T5REPLwv58O31fjs/aOcWmzh1n1arqDlaeo2PrtoS/xikFOJFvGqldstokYYegkWFbsK8sL6oSqkcoZbOqUU1olJ0pTbvhbwlcfqZholfaRSLzhYFsOdsoKryuFSFYfNYTBr+RBixSHzbBYlN4SDeeTmlp8LXQI9s8sJWQG6XCBtgFQhKssyTSo1Utg2JXVMzywyooHHy88f8IoXdTn6BZcoc9BSEecu/VyUg5+imhcbOWWrIsxhdOivUn6j5psu1jgqlbywohAlVTScbBbDrCJifPVYnz/5qWW+8ECfv76tzRP725xZqtGruTQzRTPVNDKjdzIVPSPNDS4HscNyz4T1SumUvilpCvOdjDCQbJvyqTd9nCte3Fx88KFTtxw/lrzp3E090twhSWFm3md+2SXPjRdK6OfUw4x6kFEPE2phQs2PCf2YRn1AIxzgOANOzKd8/A6fP/r4BMfPtFBBSC1UZgTvmZTh0MbzBWdNKb0VuTn2UFkBt2tpSNfR5qMynPvZ4F4J8pSVUtgEN4i58xGH3/2rETKsDkY5+FIQKm3CnmQx/axMMItJXuVzp8KeFLOBF0pnX9iAa6yoSgxBnoliKbi6CW/FUZWDpsw1aWaM6kVhVJ8pW9EdpMxJEvMG//l3dth71OWuh11yoeyB0zGMiiiSiYeLybLktgUrwwqMBZwgs9CWJciHViDSWH5Yk88cu3fLWXKDTJFkDiN1lx99Q4/XX3GGP/1Ej7+9vcWxuSZdGbLsObRDRSsxUu0owUq2Nb1BxrJvJqB5rlno5JxeNpPMPM256Bzo49yixdSikuHa7v7Dnf2zS+6/f+JQl7lexEInw5MOzZqkWcsYaaaMNBNGGjEjzYh2Y0Cr3mdytMPYaIdB3OW+p1I+c6/D+z/X5qO3TnKm2yaoB7R8yZinaXq6VAUGHvYhylG8X1Turwfu0qR+ZcSIAXqRxlAkoRUOsdb22E3tI8F1Yzw35sRCxu/9dYt7HmtCEBipgFLUlKamzGKrZ/t87yxXLEeJUg8znL4NjfbLAcULqvnXAftZn1bpttKNl0q7UHgHFqC0TIdAVLaJhsFQGpgcSwjcjK/tcVkcSBCKXJidyrO9XMTZ32cpN6geIK1Q5Kw/sOviQy1K8XnpnjB0UygkwGY7yaVdF1y+O2L35j4bpnrUg4hT8zCzoOilkhhp5QIGxHGSEyW5tbHIcX3N6lUxa1f3XcpITwAAYsZJREFUuWRHh+mRBml/+Z3JwlN7nTv3ODhKsdRJWF70GGt5TDQdLtnusHNDRqseEwYptSChWTPTyFrQpxYMeHif5tgc3HhPjXsfr/P86QbIAM9xGKmbGJO6YzjuwMpdz6YBTXalHKaeFeAuo/4o+26v6gRbsTs2lmtVw57Ko0IJuk4CQcxffbTODXc00eHK1iRQQ2amMPJfMUSSQ4mCYyNS5NngXtGuyOEqW/VgKYyLVF5JG8kqdEthnIkVtYlMIsgtoIvWx7YqQpnhTCpJrUZESseM2mVO3PN48zURTx9a4vc+4BILs+YVCZdeedAsevyVUSVF8yFWCqBt9bYWxVqUFZtKJS8lt3lhoFnY/ckyTS5JFYlndirroc91l0a89vKII2f63P3EIp+7p87h2RoPPttk1veouQ5NH0bDnIavqXk5zZpk/bTDhTthfATGWwk5A+LUUJzOFbtSNBlKg69DPNehUYOp0YTJsQEjzQFjrT6+12d2KaYTxXzxYZevPhPyyLM1Ts2GHF/0QbjUa4pAmYNj6OSENhO+SBgu++wS5MXB0QLarfLdBagp2xHX/ltDF9iVQHcsyAvrY2N5bA+XTozrxHzlIYe/+ELTRn/7COXiSUFY0ILlFv7QNVZVwb2CTbEGn3Jl5VaqECSdtdFTgNzSgAKxQklYHECHxzMLOiwAM6yRjyxTHdJMWmrPtCipNSJKZY4QDlJ6BF7GD72mx32P+XzpcYWWZg2sLxxcK6cdWi8PAV60Liua6grINZnxOKxU7+EChyDXuV1Dq1ph5KYaZ8XKmTH6jxMPzwnwvISpdszbr0m49qIuJ+Y6PLx3nq8+HXD3ngY5PgdnQ1ylmGjCeKxBZywsOzRqHlLVGBsV1GqCLAPnmvPn8V04egY6/ZQX74rxnNwMafwY1xlw+2Ow95jilgcaLCyHzPR8Zpc9lFC4QjLesGbyQtvY7CI621RDzwWvEsJq3LTEC0BdpQJLcDvDnttTFXC7BbCzFd6Cpa93te9WJnakn2T85gfHOXAiRHtmYqmkJJSUrIlbpQQVL9SfVNuQQiuhVv5aSVnayBXgHlKCVbMcUzG1GO5jooZNiyh2I4s2pdJGyLKCa1O5rdBLSkUqNCJTBuBpjhxkbJoe8Is/ssR9PxfQiRwQiiSTdIUsmbOzA8JECezy/lPpuXNr+2Fz6LUsh1RD01RJnudlVIrRlsvhR8csEHtORpyYOHEn8uj0AlyVE/gp21Zn7Fib8NoXRSz3e8x14JYHAp4+GnLPIy1OdxSH5m0MuwOX7YiZ6frMdVxzDtt3dAuuo5hb6vD4/kPceB84bmBdTSUanz0Hawz6IRqFrySBA5vaxs1UkQ9P4AXbYG/tnrIqwNJ0Xqx8qCHAS3CrYUsy9O5eGS/iFVVbZStBXbYlxu648BX03JhMJ7zn03Ue3VtHSzPQkcqEtxZab7fy/buV1qQItCortv24MuBKlp+Xh86CGtSVgY4ervgV/bW0Lcuwfx1CnNKRakjRSZGTStO6lMkIxWEztUBPHVJhOXLpkmYZF2+PefdbF/nDjyvi1PTjUebRE6KUzw6rd+FKWwG5Nlvy5e/qvKKl0aUnjs6HS+GZLtSKssJvC+N16OS4qSR2lJVPDIOppMwRHfvc2LvyaD1lsh2z+7tjOoMFnj60SKYlUVwjyVwCb8D8okuc7cb3x8jzBOfNb3wtrVaD+772CF+67wBxOsaqEcnRhZxHj4FCMBpo1jTNZo3n5DhSlwegImemap9WxPdVFxSKGO0CyENAF313NX2BlbbGZRtS+VwN8ysd+2vPSY1hT9GaqATHifHrEbc96PLBT7VZGvjg+6BM9HbNct5eOe4ftiYFuMsDphRUPQ+VfGH+T1H5C4CXPXYGie1TC/vhoZa+UMwV1g2ignLbrpSVu2hTzIEzzUSlVbFjcptxKWw/LmSOTHJqYcaPvLXLw0/73PaAA1KhhaSfueXgZsXYvWpRReFgNrwLFfp1k6KcG1bI0eS5xF3hzmV+/jQXhs5ztcn7dIYtqmODaA2fPTyvFHcEKUCpHN81Q8UwiLls+wAhM54+MMKJmSZj7QEiW6K97hKmV19KHC/jzC4FDPKA7qDO+ZuabF3vMD0W89D+LofnQkY9xVhdU/eLlTHTD2qMjiFJrV+0fWKqMtphhLYoQe645oepgrzQj5fakiJ9QQ0rd+kI6ww9vIv2pIjYdsq+O8VViTWtj9h3SPDeTzZ5ft43/ibKQynTmhRZnq6sDnWGbclwmWJYxYsWpZB2FgIwZwX4h+N6rc1GTaatU6t1Zy1dcW0Pn8vKcU4Ne3eBMG1H0aJIO9XMzKQxXdGqyHIAJO1BsxBkxVHOppE+P/G2ZQ6dcnnuhEQLSSYkvUyh7DZXcccYtid6WL1LLU3FV1HbNsQeJnNHl65cQ725/ehgRVai3JhPnbxMWpY2PTnX5k0bJ+bvaW0KgOsa3VM9SBhp+tRri9z5eMRjzzaZGqmzekzx5l0OW9fk9Hrg+L5J/K2Hgg2rYzat6/PUoQFPH/VY1RRM1TXtuqAWKnw7OpfCyDn7UU5/kDGIzG5m6UVSDV/9OgGsQ013MZUsgqGqrq9VcFubNVupHVfbNqQIaa1WbtOWOE5MEEbMdXJ+84MtPnNHE+36oHw7joew2ppYBuVs1mQYCT5sR1SlaislUAW4yzeptYxTQ+ovSYsXVTOITc4R6EqekPm3Sj7ZVu/hEgFl2yCFsF6DFcmqLAZAasWhsxRMCbNLK5XLm68ZsBwt8LN/5HB62XiYpAR0rUG+OKvv1gi00nZYoyu8ty4VkE6O6bcdYVsUTa60deYSld1Os4KWusYSO3WMHUUhmiuYnCwT9GNJty/pDYxsQQlDFQe+ph64dPsuYyOC7Rs6zHXP8MyBJnGS0u3ndkEaHEcpwsA/hXBu7aWj133sS2d4+lCL0PHYNiUYaUgaNUUtkDavx7yAWkOnl3PohNH0lgu/qmhPhtJWpxKfbZSBllv+O4BdakrO8u8eDnKy4a8LJ1gL7mIc73sxmUi46f6ALz9k+27XN0pB25p4ldbErQx0zu67VcF1WyBWQW5+pmprNWyvHNvyVOm3Y6cy5pcyC0ph3wj2blC0J+UgZciHp+XgZWWCXWqHP0YVaAZASpiDpkzVENxSG81IbNimV1wa8YYrlvmbWxWxGVmS4NFD2q9ctChnV+vhYTnLh+IwY6BpN4SUwMkFmTLyXMcRuBWgZ44xi0qVAbyb6bIgKlUELAj6A8HhE5ruIEVrc+ZzXTPBrIeK+WXFQsdh9YTP976sy2Preyz1plBK3aqc4JQQfdSf/PEfs3rbZYsLPb14cib//sHiMudvCtk47TA16jI56jA5Kpkc1UyNZkyNJqybiti8psvR2YTnjph3c9GKeK4sH76n7OcK3yt+z4j2PDvN9DyrIvS0+bVbDGzM4kR1gOMUAVHuysPlMIHYVG/fS0DFfO5el1//8xEOnq6XAx3lKOpKU1dF7035qFbg4YocK1blhoyPwHUUw7zNYghlfi7fNTLi0M9ohBmrxiKE0+HOJzQnZ6W9Db/QU7us2BSLEmfLUwtJ7tC9S1CdnppVrRXb6rJoH3XZMo03U87ZFnP0tOS5I47xJRGSTCg0okz0WWkHIIZ9OFVqc8gCmdQ1XWlj9LDSV3jxFUvVxRCoeGsLQw3Xg5jDZzrcu0ew1NH0osx68+T0BjndPix2JMdPexw+WcNFcvlFa1i32v/pxdlnHti845Umo2eqPcDzcgYjAxoiYsO0QOceSmqzjROa8Xy7HjHW7tMdRNz7NNz4wAh5X7FqBAI5HLE7zhAIVaC4K0KgdKV652XFK1fMnMo2TjF2t1s5rl05KyJGhknEpu/2/Ygjc5oPfqbB3oM1aHggfYRUhFITymKgM2RLii2doiUZ8t0VrlvJYfV25AvuQsNJa25A7mUEvnnuVo93SeUSp7ujnFxoIYSm5msyt3JQr1AoBQ/NCoAPwS2lGHoNSmkTio0QS0qjTEwrvbjRdRutSipy+oOcnRv7/Ls3LfPgHp9DswqkAfAA1/LaBWsyzNXMqruj0i4qS22XloW1oqhuWgmcTJjP7ccsMwvrWSbJHPtvOGJohy0g9HNWjQ94/VWzHFv2uH9Pg95xn/GmZLSW0/Qz6kFK6JvXIxeaiVafidUJiQuJ9ZB3AF77sh20GiFfuD3iwzfsp9uXXLw9Y+Mqk0HoeX1qYY9Dp3NuudPjiYM+9+1pIhKfde3hyLrUk7jSVjdRVrcil9ItD5HaTh6H7UgR6Vya9BQGPbLYyCmMeywdKIuDZWL8vC0luNjJ+OOPNLnzsTqExpkKZWyPQ1lhTGSl31Yr++6iLam2KcUmv2FLRNm3V1sTs4tqwB16GbUgoRHGNOp9/OUeWdpgaSBYGhSHt2r9HhZNUar3pD1gVlmU6uqYbU3sYGloOw0yUwZwUiKFsr+vENJBZjmDXsY1F8b8x+9f5Df+QrEwEOAUIHdMtc7sJNJ6F+bStCWZstGDuXkjOXY7p5wfFDMEx9jHOUrg5oJUGVLCAFxbQ02b2GGdhqXAmP1ELqsmavz89y3x1ae67DnkctcTIU+fCgk9s8s7UddsnNKcvw1WT2rqo5vIgheB2x0CfHzVFLD5tmTwld99ybm1nxttpOzatMzyYJkDszGfuD3g2OwIywOP46d8PCGpuaZtadcEoW/zND1zEPVcK2+1a0bFBNJxCneqvNKnVrJypAW1GvKhQy9BjZLZ0PahGjNiwe06MYlKeP+NNa7/dItO7htTIemhhCRU1Wnl11MMVvhutbJ6V82GquBesWhtq3e5k2oreOCZN56SGUKn9FJNNxF4SpQHwRUtRVVvUgG6lMIyJsKqCA07IzPDu6cVQVZqPUakNPRhZuW1qXRshc9JYo8wyPnRt3U5vaD4kw9L+lYzoAVEOMa5SuvSoD5T4GhrKFQ+d2YaWkyAnbM/t89Tmpp+PHOGAHczbX0JZTkFRYCUkrklnzxvMzbi87Lz+rziwog3X9GlGy1zfE7z8TsadPohTx4NyREsdMfY4iz97k+8YdttX3v65BDgQmzhf/3v3+rluTzYCDymJ07y5SczPnNXg5NzITpTBEoQurCxbaTTNV8TeGaNP/Akvlf03KKiEKwsIq/gsvMV+TjD5WDjDe4os7Cq7F5fAfLh50NwKzupdFWCcmP27Fd89MsNllPfymDdMhEtkKbXdgt/wdJieUjtrWhNqpV7BdBNZRomRoA66+czQq+sFHo5KkWIDHRGkmn6qaSWiuEbrHJQLz6mZZiUBWdmt/btUCYttvhL0ZTxUDHcuLQ7llZSaxWHqcxRwixICJkTJy4NP+P7XtHl1vt8HnvO9MRFtxTjoLUonYM9jdGTV8EtKgUiG9p4FEA3d3hN6hj/8jQzrVwZS1gaDRXBCMZG2cTVSBa7LrWgRi1Iafopk62Ebatirtodc3K+z6fuCdmzt8aW9TUC5g6+/72/3vuxd//yEOAAL3/Vd1ELA27+8l2879MzLHUD3EyyY5yh6c5ZKroqBei6ciiiKpaHixG7PTi6Kx56qNcubdUya7uWl31jAXozACiquH3IDOUkuCrG92OePCB59++N8uTzIdqzrYldYgjtofIF9g/lOH4opJKVPxuyKKY1qVpVFCyJa9kYx7ZdXrEHWsm5VyqzOmoTJDDIJXEGXm5WtZQEmdqEtHQofkqlAXhWieouqnixgVM4UhVDH1Ph7bKy1OWqW2rpxEQohMqRmUMqciKRc96WiPf87Dz//nckT+6viGe0JtEOmZYkWuDnBuDGH11Yp4EhyMtcJOsVWPTirmVMEmWqdpYJ3Cy37Ykuw64Kk9HCj7DTl7hKrdjWch2Nb++UgZfylsszLt8yYNPWDWzfeS1J3AfOAviG6RauV+cl5wj0vGChExAnhs9cKQEtuF1RzgFkcct2KnJWyyRUb9tFZXPcQhRlQKDOqtIFdyuK27f9PVECPkfJ1FbyGM9L6JLzvs+2eOyZkMzxLLg9a9xDaXvsFiZBauh1MtzOKUb1K/04Sq1JZZJZ9JdnL144zlCTXoZbyQwhcwNw665pEg+EFfSblsNUWjF8Q0tpDpLSxPiJ8kBpIhTNobJYELZrbgWo82ElN28Uae8EdgCUanuHsM9nknPhrpgff9MyP/9HLp0EcIs6npNrh0grEiEMoHNKf0bHvuEcYYK5iue5eK69YqptCYZyopkb/5Wq+VCWaVJHEydDOrQ8mtjWxdwhHJR9Y8dpztEZlygY48JLp+h0e+X/UwJ8kDgIx31+rtPa74e1LbrbZ3ykQSMU9sUyh5dCSGN0uXbKZE++K0x/LJPgeZml+zJ8N7MUX1UQlVlgG6AXwF6xz1f2opUXRGZImeJ5MQOd88HP1PnEl+tEyi09BYU0m+TGmYoV2/GlzmTFfuXKoYtT6bmLyu2qSmtS3IrVkL93V2z1G76+WKcqKrgBuCYu3FMtD5zaLZu0WFMr++wi/0aXPt+m9x724Kkc2iGXLUrJpAhkJq1bld3+KYVZZpyfihwvyXn7tX2eObzEBz/TpBsDHuZNKTLQDrlQ5EBiA2WHzI7RiZmWReAK46XuWSlEobH3UoOR1AE3Bz+F3DVDoiw3/bmZ0BbTck2S5KTZ0HlACMo5S6OeE4Y9mq0m2zf4+9st53lHqRcCfOOGdXzipltuddTYhwd66pcWlg+zfmrAro0JzVqC1iZsSiCJEodu3+XMvMdCR9nDjXnRfctfB57ZsvfcDN/L8J0Mzxvy1Z4dyoR+SuClCFvlhF1WzWxE83A1qgp66yvoJHRTzV98vsZvXT/CmUXfbsYby2NVLg+vZEwK3/CzWxHHJrINQS/Lyl0eQKssQWnoWbWIG1ZxZa0qpMztuldx289tKBMkVRfXClVZepTYTfesEFRlBThFyaZkBfCltYEQ0nilSGFbGGnpu8KuTaHynDSXyFyRZTlCOog0Z2ok4xd/eBm04C8+16CTavOuERnolDK5obLooBPDgqTFgMraCihX4nvCnN8UhKm15cuGj8wtAhPsQdYOiopp+WIn58ySoDMwCSMaUwzQgmYAuzZqJsdzNkyMsmoi/PATj9116yUveuMLAQ6QZx4ptZsn27zR2ZBfeHShx2Xnnma+JzhwQjLezploa/p9l+VenSgdRWvj6uk6Q2AHvmEQfC+zW/YJvpviecYDMPDMqltYizl2WvPcCbOzVegftIbp0ZyNa3PyRJAlJpRpCHQDcBXkfPYLNX77+janFu30SDogXISUeMV+ZdkzrnSmcmS1ehce02fJYQuQrwB3wddXnbSGbVYV2MIq+kRZvc0tP9OaNJcmSq+8VRdgtyAvdy+tGU829BtJrdfg8M+sg2xRtQvTTuulYmwmrDYlk9a40/w6zXNEliOFIopdVrVjfvFHlphblnz48w0ItH1e0+HgJ8dk1qQ5G9emTI+mNv7EDIy0UByf9Tl+KqQfuHQ8h8AV1ByzCFNzzWJxUBwy7aS0mAM41oHT9XLqIwPyQYYYZEyOZEy0c/Yfd1jsKqYmBMdnApzAe2xipHXzUqe/gnFdAfB3vPla3vOn/+NeIXhofjm4sFXv8eA++OiXxsgSB9/TJJgpkqsUF24QbJoWNEKzde57xmwz9G1l9gsLCaPHrocRgT8gy2P2HIJ7n3K5d0/A/gPeirWXPMvZuj7ikt0Drj4/4srdMYEHaWzGcEKA8jXPH3f468/XOTnjQWjLrzQqOSUEXgFsOeRn1Vk9tzrrIdVZrUp5/ih676pz1tnRhMNfG5POvAT5CumpNlF5iYZUixLcaWZG1WWbYg0xTRtijDersYBZNmxVMgvyzLYsmaQ0zs9yaSyRM0GurNehdcZSmSKXudVtK/JcEccOqyZifvB1Xe573GX/cc/QJ4UtQAyOl3HFBQOuOj/i0t0J29aZAyParNZpAfsOKu5/0ueup2o8dqBOJ6rRcz16vqSZKRpuXgaalfGFmDOf50ItdDh/Tca52zu4bkS/75LnPoEribOYv709Z7nbZmpUkWaDhz74t7fe+99/9lf/boADbN82jaMEjz7X5aHnIny5mqaqsWZKotE8vD/l5Jxm7Yim14X+AOqhOUD4rgF3LUioBUbSGHgRNX9Aoz5gbjnmE3c53HB3m8OnQ46cDunGPllehBbZ+W+e8eTRiJvvH7BuYsBrrujytlf0uPL8GBeD4f0nXH75PS1ufzgwZVooEEbILyy4PamNs6qgXM1aYYFceouftW5WPWRWzD1Lk8+zfBCNjnnI4Tsyo0prSlGp4LZFQeckWtnqLYZajsKn2/p4p/aOY9qPooLnlkZUZU+eKesxaK0msuLwVlTybFjNpcwrzrXDHUnzUOQyIxsorr1kwK+9e4n/8Z4WB46bzB1PaK64NOJtL+/zuisi1o4JpHQBnzx3yLW0IM/ZsSrjVZdGHD3T5/CZOW68u85n7mszt9hkEPoMMkkrMzlE2goAhBC4jnmeQk/SCAIazgirxjucmHV55JkRtFasnkx57aVdpOiQ4HEyXmcWo8+6XgDwl1z5Ghyl4mcOfIqjxw+xdb3H7i0Z7UafKOtzZqDo9kLWjQtaNVnSZL5nNjBqQUo9tN4o4YBmrYdQfT78JcUn72zz4J4WM1ENpTx8R9KsCXxnaG2W5IJB5tJPXHqJw97jiiM3KG66y+eX37XM97+uz6lTil95b5NP3BYSC9sQi+Jhtmk8OeRrv17V/nrVe8XKmawOdlZW77O9x8v8TTt1lcqAugC5OVtUenDLTGS5JsmLHEmjyHMq1sYyN3bHWVYsUFi6MDN9eREoleZFbKCt3EX1loVMdehMa4A9zP3JtETmEqUluVbkOjNRKVlG4GZ8z6v6ZDn80nuanD6t+N7X9fmVdy2zejTDEy6DKKTXCxjEHknqkuUFwE0kpOembJxK2LY24vLdHd5ydZdP39XgI7eOsxjXiQOXTEtyo1VESiN5CK1dxFJXcvRMnUY9Yf/pPl96rEcae7RCl92bW2xbp4jkVl51zWvjPE//foDX6tOgmj+7fcu2c75XHH+ZlLMsdHMefCTmi48GpLnLhhY0a9K4XIXGxzAMUuphYi2S+zRrfZr1Ds8cSbjx3hrv/dQ4c4Mm0vEYawjqriZQ4CmzQFGI3NMMeqlkTioWRUAuMvpJyoGTmv/+Jy3yXHD8pOTjNwfEBU811JOCkJa60sOF2uJAWcmWLyjPkgos7CDkWUMd+XUqeFG5ZfVwWT1Y6grlacA9lBJZy3t70Iy1jWG0vXcidZnCkAl7cMwLEyCzLFGwKanMEZmxGi6T1PIqqPVw6eDsh5Yl0Fc8SkGVCYFypeZ73zDg2SMOJ04pfuPdy6weSclixSDy6EcB3X5IbxAQxa6JJtHGZrmYOrtOhu8lhH7ENecPuHTnEmvHIj7z1TZPHholzkOSXKG1STx2JPhOTs/PWO5JFjuKM/MBF21Z5sItx/jSIw0ee77Jg/s0h85M8KbX7rjj3B1rfnZ2pv/3A1w4LT7y2VuXobZ3/2lx1clTUh0+2WbXBnjpuQn3PC6ZaEK76TDSkLQaOa16Sqtutu7bjT4jzQ5J1uWepzS/9IEJHts7Ru4GtGrK2EfYTXu/4JHVUBWX5tCLcnIkvVQSFaM6AVoY9eFLLo7ZsS3lyQOq3Cayejkok9eGzk3VJIZqOvHXq94r25WVrMuw97Y+hU7Fj7x60JRDcBe8PpXIw8IUxfThwlTxMmEBm5ujK8ObIo0By5jkBpyZETylJfhNJLcx5zRtSWrftLmt5iujwkW5MTNUBkrrb2Ke81zAM3sd7n3EY+1ENmQ6rW49zRx6g4CF5Rq9vkuam1azCPtyKxPdQeQR+D61wOfnfqDHdS+a4Vc+GPPw82Oc7jTItKH3pMjtXCXF9yS1QDG76DM56nPXE3Wibps3XZ5w8FSElkm2ZV2+d+8TNy6fc8Gb/36Ag+Ub0+V3b1pdf1F3kYveclXG6ullbnlIs6pVZ2rUYXLEYXxEM95KGG0NGG32GWt3Cf0OZ5YGvPczAR/44gTduE295tD2tHGSLQOlLMCtFLXoibU2sYXLiSaLEohjyDKcPOf/8+Y+b39NH19ofu+nlviPvzPCc0cVhMW70yxdFfEi1ZiRghYsPK5NRa+6UfHC9qSy1eOcBfJq9R5axOUrQF7uFpYc+BDc5GbenmpJkpsWxc2HOTqFvbGsRAFmcthjF1bKMjMDoVyKSorasJKXWu1KWkSxCJznwmZjFtYPlVU5QHmafcccfvYPW9zxNR9fanZtTvm5H17GcTOUjNE64uTMKCfO1OkOlHEfFtjNq6HUOfBTIs8lis1jEHuct7nHR355ib++rc97Pj3OiYUR4tQn1cK4ZIkcKRMcBYHnMt5usNAf8OWHI546UGf7Oo/MG3lidqH77smx+teD8tcH+A++6Tpuufkvs9zfpJcXH8QNu9z3dMbjz45yzjqXddMOqydypsZixtt9Vo13aTeWyXWXLz+q+ZNPjfLI/jGirM5ETTDiGS/C0DN2baEnhmY/pTBLVjJ4YHJyic3rzpCkMXv3K87dFvG91/VwkxwkXHl+xPe9ss//+ahHP8+L/QDDsNhaLiuVu/qxNK8vVsteEGp1dmsyXF5QheOVM0xrc1bQg0MxmFSZXTiwVbzcccyBDPKMLHcYCJNOHJfgtlk6mWmpCtCWbYhNYcgsyFVmlgdKYNv+e1i1ZcVzXJQRKWUuZ9lAFWty5m7UiwUf+VKN+x4P0EoRyZyP3Vrnoh0p526NeeZ5QT/RnDzpMDPrmkUXp5BqqHLgF3g5g1gR+orIV0SJQ5w4JIlDq+HyQ9d1uXj7Kd7zqT63PDLG4dk6y31JnGmyLDP7q9pDyQaXboVev89zh1NOLoRc9dJt+uSsyq665i3/cIAD7D7/1SRJ72NzM8/s+MqDeb27HHL1bsWGVTDeThgfiZge6zA+ssShUxHPnUq56b4at9zX5tmjLVpNlzU1Y9dW9zShZ4Ad2IdfCLRc8zHwJaFnGJmJkZQtaxO2b+yQi2X+7NMhr78y4txNCVlkFG5tJ+NH39Ll0f0uN93tmtKny5ep4lE9BLqqVO9Cs1GdYsoVh8tKa1Lw34Vm3RkOdIaDHU01uc0pJrPSDnrQw7mzNl4e6AydZ0TSYVA5ZKqsyLYUFebEWilnBT+OHckbFkJlpornZVpaYUE8ZFQK+4bcpkaUQM/FiuotRI7jZtx8r8/1NzRZSjzwJFpr9jyv+NXrc15/xYA/+1SbQT7GjumQHVMDxlqKWqgI7Ovpl6+3JPBzokQSxIqab2K5k9SY/jRrLlfu6jL1w8u8eHefL9zX4lS3xrMnGsz1FMsDzVIvZmbB4fR8k+1rfKaafU53R7ovvfyKj9XC8O+C8d8N8PXrVuu/+MhNfxzrF717VfPe+rbdUK93qYUx0yMDpkZ7zHYjPvRll8/cO8LpBZ/9J2q40mXVGLQ8A+6apwk9CH1B6AnzQ/vFk6AIPEEYCGq+phHmtBopEyMDJkYi6kHOLQ/73P9Ijct3ZmSRJk582/ulbFxjqvrX9tRM9IgzpJoKXw9pM+XPrt4rMnYqrcoKW+SzKng1/2fYolQjUVZGEyppHlJkIHJ0uSeTW4AnkJvk4r4QuLZ6G5MfPUxhyIe0oTl46pIKVIUhfj7MvFQrgE0F3MUWjSS3lg+5tof0ctHCtBcnFyQfu7XB4WMhhMZaGp0jGTA5mnHFRREPPxPxua8JziyZXNM41TRrOfVAEgSK0AI98AVhIohjQRwYw58kNZ4oaSZJU8UgdpkeGfCjr4951SVdTi10+exXO9z2cIOnT9eZjCTTScJMR7L3iM/m1XXe8vpzZpfnHvvj9Re9Vf+jAQ7wkhedy+LSIs8/fx/HF+d44hEQSvBvXjXPIwfho7dP8NyhGlniApI1TUOl1YoAV18bi2RfEviUwA59ZSq2b4BdCzMaYU6zntJuREyOdBlrz/P5rwn+xwfWsOfZOvgeF2zp4DkBWoPrxCgFr7go4ZqLe3zy7pBc69LntGp+eXarsmJ6ucKw5+tUbwvwlSN5u+GvqnZxw82iql2cUilSpqC0TX3StrTaqaAwvUScucafJKueH+zeplhZxYv2JbMHSmlBrsrDpXkT5EqUlXzlAdOGt9q+W1d2QaXIgZw7HvX48qN18ANwQ5RykVrTagh+4s0pr77YZXWjTy5n+NKjq3CVR65z4iQjinNqcU4cSKJEESeKOBHEviRJIUlMenFSLiNbh6vYRcqcVihphTn/8c0Rr7lskY/e0eHYXMj3vVzhyYzHnnNYNdVgZHInYW3k/wbh/zvAt29dEz3y2NKPa2fNx+98uFcfrQdcsjXm0efqfPjLdZJ+i+0TmmYgmO9qZpdNT1jzoO5par6pzqZ6K4LAALvmS8LA0Iv1wLjWNmsJrUbMaLPH5Ogcdz6Z8IsfXMXRk6OsWy3odBQHjzcZbWpLOZmcxqmJlCsvHnDrgxkLhQLuLHCLEtyiTF84u2r/XdV7ZbWuDHaqESlF7k/FA9FsGUW4foJwc9Jc0F2S1FtGPpsNzLOvPVM3tRAMMqd0mSqZnowKC2Skqakc9uJmwFMY6mhSVUSfDCt4mf2j/w72pDKDUkrTGcBXH/E5cTqERkjgeYy4UHNgvBVQd1dx8DCsGe/y6/+uS/7B03zlsWm0do2hT5YTJ5ok0cSJcbpNUsdYRKQY2zYL7CwzdGTx5pMSZhdC5pc9mrWUzZNdfuqts3z0KwlPPTvGJTvgmvMHrF6zoSuE+nHlb4i+YYAfPjKTr1u78Ws/+NZXLa0Oj9V3bujTbC3y/s/XcfMmF2wRrBp3mRoVLA663HCvJBCCmqepB4J6KAgDU7FDX9nPBbVAnwXumGYtYrTVY6S1yN1Pxfz89as4cXqMzeOaVW3N1rV19h+ps37VgJFmHwEomdHEIXA0isywEwwJwyrIS1aieuA8G9yVNbXyUFk5XK5ISi58ENXKxWfPSfCcGM+LGJBw98Muz59weOagw7OHHH7mnV3edE3EMwcd9h93uf/xmpGmasgI6OEOJagFd28FV8pW5qxCKWaZ+d7yooqXAx5LG5ZVvGBUxIpqriu8t+m/NbnIGSTm3ec6LiMOTAQ5Y3XNugmXPc+tIo4Spsd81kwqfutHlvj56+HOJ6ZJtWsAntr8ndIVVpu2JFX298ydJs/NQoUQEHgZuehzxxM+nWXF1IjLqTmfnRsV29Z0+ODnI54+GHLeljbvvvz1Sxs2bPhap3sm/4YBvmHdFAhn5tSJ7O3nnbf79mjpVvfm+x2OHWty2VaXTasV66ZztqxbohPPctPDkziJS83X1ENBPTSHjlqgCP1huFUtyKmHJvqtERpwt5s9RluL3PdMws/8+WpOzoyycUQz3dRMtiWtuqIzECx3XXwvxXcTfM8hSxzGGhlhkINdNJWcBewVrcqQElyZcV9ZdCjpwZWc93ADaaj1Lrf53RTXjfG9COkNOHxK86sfHOGOR0IWZh0GkeainRFTkxmvfmmf/kCwMKe445Euv/qBEY6e1MRAiqAjnJU0p51eKqnLoChVUQ8qG/lXHkLVyjjCvHqw1C98FBvtBch7fcFcx2xUe1JQc4z1dTOEWiBYXHY4PSdQso4QsHoCfu/fL/HT74N79kyR5T5Jltudy9xW64reO1OkqXGZzSz/LqWmUVNkWcIdT/SIug5bVinmlhy6/Tab1jq89opl7ngoZeeuq5J+lLzd9VszgW5+4y2KkC6nThxm06atx5Ts7f/Ep5/Yuf9QzhW7fDav0Wxc3WOktcTSYInf/2SLpOuwZkzTCCXNmqJec6gHilooDLj9nFqYUw9SA+5aQj0cMNLsMdJc5K4nM376fas5cWaMdSOa8XpOqy5o1MyuJ2AOKIkizezhbODw5qv7fOhLCUfvH1oolFF2VWAXh8yzePCqoGpF7y1XSmGHLYr1ZSm17aYlCbyIJBvw2dscrv98i/sebxAJ15TjJEPIFDJwUhc3cVk1onn7K2PWTc5y/c0Rn7lrhE4iSERIVyizQGBZnLRyMM4qga0FjagKKazOyTNpenFVZVO+zqDH8uAFyIvr4acdPnVXgAgkrqTiHWP+TpRolrqKwHdxnBApc1aPa/7gx5f4b/9Pzh2PT5NkfilBSHMD9CI5JLUx4VmuyKyXoQBcx2f9qpCf+p5Ffu+jmieP1Tk5l3F63uH0XJ3NqyXhSwN2nbNz/5pVm44dOHCILVs2feMANz2Z4ku3332o0Wj/++3bLriz7j3AlrWwdmqRM8sDPnG35vbHJlhaqLFhVDPWFLSbDo2aQyOU1ANBGGoD7qBIiDB6lUYtYqzVpVlf5M4nc376fWs4fmaUNS0YC3OaoaAeSkJf4rkGcMCQv9VDa97CdrhatVccLiuPEuSq2oev1Hq/QClYJiYX20hDwyHXTQj8AciID3zG57f/YpSZQQOCwOishSDPMrQcoDOXwcCj23ft/mnC1RdEnLtzgcnRnPd8ytiVDUSIKwVuJso3nbJVXNldyNxWa5lBpgyjkitt9dUW2EWbkmGdps7qybWsDHuEbRdMAcgrz+fQi1ITJ5p+JOn0FL7r4qgQJTWrRnP+97uW+en3ae58fJIkq5NYGjPN7N3FAr2w/DNANzoY8JCyxdZpwW/9yDK3P9HnjkebPHbQY3bJ4eiZiOuuvYSJhv73+/Z+9dDqdRf8ffD9+wE+MbUWrZeBxolnno7umpl56Oozy7M8eyLnlvvbzM4HND3BzmlNu2HCqpp1h3pN0ghMzGAt0ITWx6IQY9VrA8ZaXZb7HW5/Ev7nX63h6Okx1rRgPMxohVAPBbVAEfhmmbnwrsN6Zgthtofu2+Pw/BEXhLSxHPnK23ul5y4T0F4giR1Sgi/Qfhdcd+XhOsbs03OMFLhRH3D7Y4Lrbxxhpt9G1EMcx6WmwFcQSQfXa9LrpSws+vQiYf+NhDR1GG32+NE3dnjkSY87HjUBrj3hD7XsBcjtMMiRRvdd0IKl9sRqvDMlV2hShpx45aD59Sq6Fmxdn/OScxPueHIl+5bbdOIoyelHiu5A4nsOrpOjZICUOWsm4P/8WIff+OucB56d4OhikzSXJJkBdFI8bF9uDqFq2J+nAf3IYbxV47sui7h8R8wXH0yZmdOMT7SYXL39rnMufOmJufk+k2O1fzrAAYRo8rWHH3iuXpv+Y6dxydWf/9Ld1P0Rzl+rEGtzFjs5vq9o1R1adUmjZgVYfm4jBu0jSKgFRhc+3u5yfLbL//lIwE0PT9AbtJhuwliQ07TgrtsDqhkMFdRcwWubFsR1M548oDh9pgD48EC5QhYrzvq1PJtFqfqAf71xfOGRmFkfRFO9PTfGdyMefx7+5ONt9s20oFYjdB3aLjRdM+hym7C23eDEqRqBNL176MfmHJFLhBBsHOvyH96xxEzXYc8RRSoVPekY2a8sQG2qeFrk19vQVsOHY3Pt9XDgowpd+JATH6YtDIVXQ+sGxZpJzfmbY+54ZOXdIM2GK2SDKKc/kHRdieu4pZpSCM2aCc3/+ckOtz16jN/5m1UcOtMmbkiSLLdRgZo4gchSioPY/HuDSNGPJL2Bx+yiw2KngSDjwo0xcvMs6zafz6qJsT9+8vEHnrvwwhf/Q6D7DwM4gNtcj9dsfm3tuu4Nr3jx7FsOHzvArk0Ze55zcV2fiRGXsbZgpG767DL52IbDBr55QWtBxHi7w/HZPr/1VzU+dfcUOE1WtWA8zGmGhoGp+XYQ5BeeiMWS8tAAyCzzZvi+QDoKElnSeqraf1eXHVQV/Ct5b7nC5aqQw1Z2LIuhTsVJKwgiOmnC+29o8unbx9BhndBzGHGh7ZmojWZgDEyn2x6nZl1clTDSjA1NltsVMAENlfPmazocn1/g197nMRu5RFLSl0b+W13eKGSxqf2Z8govbsBcXea11TujZFJWaFKylZrwLJfEkelv0hySXJjNo2xlRk4/qqThKQcp/XIpfWIE3vGyJXz3OL96fcaBM6PEDUWc58SZIHI1QaLxIo0/0HTcnFovo9dXxInL9Lgg18s8vj9h6+qM9esvYvfO825YvXH6a6Sdfyhs/+EAv2j7anqLJw5tfdXl//kDRx5Sae6/cbE/w/MnGmyalKyegDWTEdOjEa6blad7xwZBFXLJdr3Hifk+v/6XDT51zzTCbzDdsJU7sOAOTGsSFtMwz8SG+64uN/EdJyP0U07Nau58NGQh8nA8WdniqXielFvndjxf9N5VQVXZg6/UfK/IvS9iUiwt6LkxWsd89h6XT97VRrs1XN+l6Qwrd90ySo3QGCJFsWC5pwwg7JpeYYxptC0Zb7uqz8N7lvjo7S5R6tKTHr40CxyJ3fpPbaWuVnFZgnroNWKqNy8Y+KT2MdSKm/SzODHt5dUXR9xw34C5fo3IFwbYGcSpOWQOIpM+7A6Uddp1bBtot5c0jLYEb7xiCbKT/MoHM/bPjBLlHq1U03AgdIVxNBMQZ+bzVSMJcapp1x02r0vYeypmYqzB2Hjzs6Lx0v/87HMzh3dt3/zNBzhArb2a55694/ArX3bRk+PN02/82Bc7jDfq7NooOHfLEq3mAo88lzDSgEu2O8SxMoBwE3w3oVnvcXw+5tf+os3H75pGenWm6jDmG3A3AmEBXrQmdgLq5fhebjf0TXqakVLGnFzIOXjEJ8t86kpY75NKxa62JmUM4Fk9eGVTp9zXrEpgq9W7HOiY0NuDpzV//LE2J+fryJpLXQka7jB4y8SUG1+ZQq8dxZJBrPBcx0aPG9WhIzN6PZ/pkYT/9I5l7t8T8szJgEQp+tKYL7m5dWy1b8oCvEOXV21ls3olsAugW0+SYsCSZbJ8GD8SEwm+ZX3EeH3A6aWUQeoSWT47TjRxrIkc01YU7sGGhVJIUZjpmzPSCPCmq5aAU/zSn2ccmh1lEPosOZIghpoyd4QLdy4y1kh4ZG+LmY7p9xu1BhdtWmSmv4bL1l325L5n7z18zUtf+o+B7DAR5h96/dGf/Bwjo1sffOa5mc0qjc978TlL7Ng4x9H5Jd7/eY+7Hm6yZkxzwbaEWhDRbixSD3s4To+Hn8v53x8d4eN3rDLgrhU9t7aMiaAWSuqBQz10LJeubXS4SVU2B9WYWjigHnb5yJccPnrHKImq03AlDddEFfqFqq3IBfq6QVfCRoUPLS/citWcVzpU5aWm2feMVUXgR+RywAdvCvjY7WNov0HgurQ9aLqF/sZqcHxh5QqFy27l8KqKRQyNLPpYNOsmY84sah7a4xPjkkuFW3iPyOHiRkGBqgobNIwv5Kzft+eTcm+U8uvKyiBLyozJdsTRWc39TzXA8fDV0EddWv188bWNbYQcOuBS2D4LciRKSM7fErN6rMfJuZRTM5osTknjnDhX5GRce17KD75Kc/62ZQ7Ppuw7CidmBGunVnHxhTs/5oy8/OeTTEd/df0ffWsB/j//559x3oVXR71s0+d3rX3yZQdPzG+4/cll/uyGcdysyTnr6uxaHzLS6vOFhyI+cbfD6YWEPQc0P/a7Ezz4/DjCqzMRCsaDnFaoaYSinHzWA4da4Bigh5p6qFdw57UwphZGjDR6HD4d8yefqvPs0VG80KflahouBGW62zBgtgR3kTBRZgNRSjxLcLuFI1c+BLdnbdi8hMCNCYMBB0/k/NaHRjix0EL5AQ1X0nJN1MswD7SinLQW0qUhaYWlkWVLZcJdfTdjrB3xpUc8ZhZdtHQRQuJLXd6VVlCeK2TBZ0cZimGbdtb6nqxIgEuAi5x23Xg9PvCUx8mlEM+R+JXWr2SlCglEacYvbBZo1bjHtIYXbot4+7WLnJpLOX9Lh+95+RLjoxEzcyFjQYPQbbJllcvbXz6H4y2R5CEnl1t3/9d3Xvk9y3N7Oldc/qJ/LFz/cS1KcX3P297A3r0P9XT+3fETez9Dlkh2TIVcuMXlkp05WzfMceN9OX99yxqW+z7OKw9zam7A3FIDGjVGfcGIn9vKDPXATMhC3zF9dyAstahLJiaw/imB7eWVGnDXY4oHn2mC6xvfDYdKvmV1UWFljqWjzmJOqpvwK7bk8+F4Xhbj+QzHTRAy4Zb7ffY8X4fAx1OSUOV2KDLMJipapXKnmmFupEk7ECZOL5UkmZGQuqlLb+Bz7taY1724w/5P1omzhEgpolzg58Y2IrNmQU6h9S6lsnrFI89FaUXhVONDLJuSppLEUbhpRpI4JMplEPtctrPDVRcts/cLTZbjOnVH4Cd6mIShjFeOFJmJVZFFFZc2wtC8Wc1zaxy+2u2Uay6OOH66yVtf2uS6QcpYfZHbH4Q0C1nsNoiT1cRJnw3T07zudW+KHz0oe5dc8tpvBKrfGMABNqzfhdb5AxdedPDKZw51wqvPl2zfkDHSnuG2xxJuunucXasCLtwm+Devc/jNv1GgPGqOYsTTNLycugc13zAm5aEykBbsOWFQ0IzWgsJPCLyERjjg6EzKx7/SZqFTx2sr6srYs7lVkK9gSSob9Gole7KCHqywJ8rKYZXMUYVdszKDnYNnNO+9sUWifJRyCJQY5v1UowjLdkGU5vO6MllMrRdfIRs1XLABOanHj7+px+fu6rH3jE/qePQzQSCtFVqG9dsuwG548Twbsil5llt2xfTgqR0cpdkQ3KnSBuRq+PV7fZ/R0Yh3XNvhroeX2HfGZ9F18Mp4muEgzLiRZStCas2dxKH0d1c+rptST12ixOXPbthAdzHgwu05b3rxPIJFHtub8PDeBkvdgE3rXCY3XtTfvGHrA1LKbxSm3zjAg7DO0ZP9X1y35RV617ZDPzXmPR8sRQM+9CnJcmecHdMB521RXHpOl73H4KkjTRw/oOlC3cup+UXVloSB0avULLiNGMtMPwuPldBPjFlQOMD1BtzxqMOdT7WQdXO4DB1j9ulVqmcRwV3NsCxi/kpgrxjwDPXepX2zqrjZ2nArTcKHbwk5ejoEx8exxvqu5atXaMkrWphird5MEHUpiMpKyaiRjZqHQxR7rJ+K+YHXLvM7f11nkKUMpEekwLfKwcJmIi0HPpSDHaMuHG7fF2lnxdZ9kprnw8RkSxyliFMHJ81wE5duJ+Ql5yxz9UWL7L+5znLUNEEHMi+fI7OtNJwaC+GUts2FEWeRxuG7Hr1+yDnrY3as73LX44puz+O8reO84fJFrr5gmU/fqdl3NOCi89cNvuu6q//QD9QvCdH4hgH+j+7Bq9fv/+/f1OHqi+/KhauSNLvyKw/1VNpvsGtdwMU7BJfsWqKXzfOHn/J5dN8oynEZDXJaATRCYR/KHigV9VpxqMxtqkRKLRxu69eDPmHQ5b5nUv7XR8c4MjNGGHi0XU3D04Su6b19l4qNs+FpvUoep4kMt32wWwTNUtkh1PYFMVEphSuX7xrtzMnZhN/44AjHFpoIL6TmSnOwdIt9U5vk7BTfw1kR5dUWqqyEZy1W2H1O380YHY353H0Bi0seOA6OFPgl41P019W71DDtrtDgyCKdrfz8hat8hTVF4UIghFF9rp0YsP8YHDoTEAvXHDYLQDM0NBhehgwvRv5KYcN7cxwlmB5RrJuMeGCv5PAJSRI7aF1jouWydiJmenpV/Iorx353rLb312X4kvQbhOc/rYIX186NTuzX1v3OwukkPmf98q8tLaXyvM2aTesWufXRLg/vrdFbavCycwUH5gYMuh6+k1PzzKSyXlM0asocNC24a2FGzbImtSCh5seE/oBGrcfxuYhfeM8YD+4fw615NB2MBUXBgpS5nF/H6llV/L1f4ItS9N+WZbDMgqMy057YLR3HidlzyOHwyQDteLhSmtSIctqoV0hzy4wcsXIjswiHLaeKK2L1TD/uZookcdkwnXD+ph6HTtbJcp9B5hIpjV9MKMt/azjcGXLglX7c2rwpZcb9SSZQaXE2kfbNpZDKKd9ky92MS7Zn/PZPzPMDv+Gx/7RiQXo4QpaOAcbUKMeGN1tlooPE2E57rqLmO2jgyBk4dnIVY62cn3xrh4f3Dbj30VFyHZCkCtRYvmvn1K+lat3vf+3p5fifis9/UgUHuPETH+c3f+F70gt2TMyFQe3HT508Ks/fscgde2K+cE+TplPnit0e3/XSHuPj8zz8TIM1bU27qWjVXZoNh1YdmjVohJnd7ikAnlALzWi/WevheF3ed2PIx78yhQzrtD1J29PUC2rQxS4yU1Zvr6AEbQX1qszJ10lSLqq3oQUtNWgHVYE3QMqI3/zrJg/vb6FVjcBRpno7Bd9d0JJYCrIIwbXRJ2plBV+xElc6Y1nK0PLuNS9FiJQb7w3RwvgvelKUSRVDluQsBkVUK3jhAivKbM5h5MmQ8SjfjMXnNqtn46qYpU7MfU94DLQPQuLaf9fiugyJHW7mS4Q04bi+lzPWHvA3X8q49f4WaVxn7bjPpTsSorzPE/thvKnZtP3Fee5v/y/HTovjr3/1d/9T4flPr+AAjZH1BPWJfefvrr8718l7P3HLg/LkqRrnrvc5Z5PDuVsGRPkSX3owZLymadSMnLZVV4zUodXQNGoZNb8Y7WfWAi6m5kfUwx5KdfnDv/V53w1TEDZoeZK2XY3zLd9dhMkWVhRO9VGt3mclOhTVujDfLxgVRw5H9EqmhGHCZ+9xuePBOqn2UEoRKGPNXC5FrNCYD3ni6h28jPbWlCInw2gMBy5ZpkhThyR1CTyHay+LeOOVHW64q0bq+AwyRU2JFaadRVx4ZrUoxkqi8D0sIkzsGlxqzgfJCn28DZEVari0XciOZc6PvblDkp7m9z8pWYraOFLaFTcTVmVCbiFNM9JMk2vTk7tKEvoui8sBr7q0wzNHujzwjKTTdzln8ySXbumyqp0Qjl2RT63Z+e7LLlq/7/CR2W8GNL85AF+/4WK0fixm7KXXP39wf+0l5479wbP+HBtWC87d2mH9qjP85kcdjp5ocu4aaDcU7YbLSFMw2soZaaY0woTAN4yF6+QEXkLgJ9TCAa7b408/7fJHfzvFXNqmFSprRWG29QNXl5WziAE0lnI2hVgVUdEr9y2losJBVzUqQ7BLmSPtIVPIlAOnfboDk5bsKkFQWWurTk4LxWLZn4rCnG4YwbciUi8rBFDS6KSzzIA8c0gyl3oQs3k6Ap2g84xEK5JyiaEC8sLNyloSKzvFlCviTCoDoXTYsxv2YxibIsRK5WarrvlP7+iScZo/+KTDYtTAFRJJhtZmnN+LoOdpotTYPRgLChfXdQjnauzY2OA1ly/wu3/jstT36PRdJsdcpD/N2nbwX1/1ssuu/9ztz2dvufbc7xyAAwhxIbMzx7MXXf7G55W7dtlTNzeVPM1Ye5HPPaTYs2+M89ZKVo8rxlouoy3BWDtjciRhcrRPs94zeYraIcskrpviexEjrS6fukvz3k9OMJuM0K45jHn2UGnB7bvgF22BsgfLIlzVKaK2q8FRBY2ozwL00GB/WMkNfxsGCcdOwWfuqLEQ+YjQIZACT+Y2RPZsQ8/hwa285ZfBqsMc9mGvPFT5pRVWJUmNpXGr4fDmlw34xF0DjszWSByXOK/ovi3Qh3cGSl68dKkVukzNGLYqNsQqlZYRkZbscYDCTqLQ20OrqXn3d/c4eOwMH7vdY8kJ8JX5f7sxxADLMBpCkuZondrBj4POPbQe46KNgtdePs8dT44ythjjBiP8wOtfvrxr18XPz5w6mb3l2m3fLFh+8wAO4HohgTP47EuvuPwn60H/D2/8/B1j3UHC5+9ssmnUY9s6h9GWMW9v1XPG2wnrppdx3QUOnol57ojHVec10NqkETRrEQePJ3zsyyOciUZohS7jvqZZrdwOZTaQ6XUFqgrsShpxQRuaAKkKqFeAW1fYhKFqUamEY7OCuQUfhDlcBmViWyGvXdn6iMpkT5z1XJVR2LriBJu/kC401dwhy13G2xlrxwccOR2btbBckuTCZleyEtzaHD6LwCrzveSV/lraCi5K5WXBYQMIm6pWJJ8VnoVCQLOmeccrOjz43AKHz0ySuKbvR+VcdfECe4/AoZMN+rOeCStQKXmumV9SzC567Nw4yhuvgKVuypXnTHDOBdfObdpy6X85drLz2Y1r/36N97cN4K3WKAAnT3c+tG7zdc5b3uD87gc++aXJqUbMFbsFqya7LHUlC8t1an7O6vEefjDH//fzii88sIZNIx6+MD37SKOHlBHvvanG5x+YpB76TIWapm8GRKYtESVwhxVb2NbEArtMK67kdVYqrqzw1OVBq6DKKrmcrpNy4z11njkegucac/1ialk9NFaWmZUcHvCGpj+VHrwy8MlsD57a7Mjq8Cd1FFHksHWV4I0v7XHfkwlaZ8S5tAyKKFOTy8ThytfIhEZk9kUSRdiAKEf3iRSIdPhcgDH5SYthVGYSz8rNd6F59aWLHHjjPL/4gSZpXiP0cnZvUrzxkiZrXjPHzQ/P8Oc3jXN83qdRM5KL+U6fg6c0x2d8XrS7zatf7DC59hVnXvuqa35OJ8mHVk+v+aaC+5sO8OJaNdXguSNLH2yuulqes3X+t711d0826l2eOtzjgacaXLipxrZ1KZ6/xAducbjxrkk2jrpsW+PaJ3dAqx7z1OGcu54cwXFrTNY0o2FO3R9avxVU4NBXkMphcpgC5znD5LcC4MOqPXTDogB3pXpLleO5KcdnYd9Rj0z79nBpI8BLnXbFb0VVV+QqFbxqbFVQe5lJEC7G5045XZSkjjIAz8xhsxY47FifMTURcbqTkTkuaT5MSi7sH0yUtrB9viZl+PUgR2iJIK9YZwwdd4tpa5aDyhRJKs3WTVocfiUC8JyMK3d3OH/TMs8dCRCjQC7Ze6iF77q89cozZPksH/niBEvdgJ0bFNdeeYYHn8nY83yL2x/xeNcPXHrmmldc/gvQ+6D0xr8VUKxEkn+Tr23rW5zaf9f1F+5o/ezWzY25h59R7Dvc4PBJj0YI66Y6PHE45Qv3jbK25bJ9rWLtlGK8bcx/ZpYG/OUXGxw4PsLqOkzUcto1TasmaNaEsW8OzUKEb+PDHSlL3UlRyQtwF/LVUlNerr9Z0Nn/FAeqEugiwwtSHj2oeOzZGggPT0kCVUgCho6zjhrGgBea82oMd/F1qnqUTA912SaQSq7ov40+xYzPs9zhou0Zl2zqwyAl1Zq0yIlnyM6Jyg+VW7BWpa4GsDlpmpOmmiy1ctqMcqoZxZLeQLLcUyx1HZY6DovLHosdn4VOyNxSk02rAt75mkVGRvrM9SRzyxlHz2Q8ezjk1Mw4r79UsXvLMkdmM7p92DIl2L5GcdFWqI9OzJ2cb/3sp2746vVCfGvADd8EHvz/dl3/wb/m373zqsdz0ToSBrVXP39syV8zWudlF0fM9xf50K11iGvsXOuwYbXL+umMtZM9Nqya58uPxfz+J6dpOAFr2jkjdWjXJI1Q0qiZ0X7gKRzHAkgDYli5PRuA5PsQ+tpmBxmjftcxAC6qHNZ/xMQB5sPppWsmqGk+4JN3+Nzy4CiJrNH0zOSyVplcVqeXbklLSnuHkSglV/LTlcNnMREcHkx16YhbCsEsXVkPEg6fhq89VyPWAb5jMkA9NaRJiwO1slvwea5J7DZPvuKNXGjh5Yqzg0k3EwxiySA2YaymghuWR1v7t8ATXLC1x1NHNA8/b8RYSuSAJNM+7Zpk85ouz5/UnJnzGKkHdKOEXO1Y3rp19U9mRH/zg+/4Hv0NwusfdH1LWpTqtXF1LV+/2vnY7V8L0i0bvL/cMrY/iFji+ptqnDld47yNLpvXOmxak7JlTYc1k/PsOdzl/Z8fQ+k6a0dyxpuadl3SCI0gK/AVrmNurXGiWe6m9NMMoXW5Fa6k0aJ4jgF3LcwJbfKbBgYDh87A9JSONgfEPM8pU90wQHOcjO5A88xzPr2ej9cahsq6zjD70a20RkVwbNVUSBQWgCt6Y2uFnNohTJrbjSNpRUoSJ1UkjirZlPFRxe7tCa0gpt/NyLSsOh4bd105/H5yrRnEMIjN3/IcTe5LELlxg00FmatL8x1l72pRLFjsmqovpXnzhr5kEEubn2p68fXTKe963SIHT3nsPTxuHGHzGK09PKfBuVsz3vWmZT5w0xI331fj+15/zmA2WvWjTx9uf3K0HuX/SDj9o69vaQUH+IM/vYHNu79f33L/Oc+845WzT420+2/67B09Z26uwZoxxY4NLru3JOzcOEtYm+HgmQ4//+cj7D08zuZRwaoWjLUVoy2XdtO1HLqk3YCxpgm9Oj6TsricIRhWb88zLlpGkmsGSc16wkhjQLsx4PSCw9yiZ+KxC1A4GtfNre47JfBj6kHEPU/C+29qsxg3qflOOWD6etNT35V2yCRxK4AfKgor/bjtJASioumoaLtlMYAapkG7TsZII+bh512eO97A81xqDgRO5W5iHV3DQBJ4iijNOHhGECXFm1db2bCZFbiOxHcFgQ9hYAw00yxl/7GUhaWMOMnNIy0cqSQ6LzTAkq1rEl60a47Hnk85vSSZW1aQaRylcByPmucSejGxWjNww7X/5j++a9enW/li9s4f+J5vNfy+9QAHuOHTH+fuT+7SG3Y/+szjT174bC0I3yCZdVuhxxXnJYS1GR7YN+BPPz3B8ycCTi866LjG5gnN1KhiYsRlvG2WmkebmpFmxmgzZe1kRBAu8oWHU87MKeq+BZl1Na0HUA81zXpmfA9bA6ZG53lgX5+//EIdT7gopXCkKMf0vlssS5uEuFrY4/bHJB/+8hgyqNH2RLmxE7gmltO3Xue+J1dsD5nob7kS3BVgQ+n4PLROA6i0KuXwqIxISZkajbjnSclDexso16XuUAq9As+EN9UDRavhsGbK4borFji82OHRQwFKFHcHSgmB70l8a6nXqudsXNXBD2f44oOSM7OSXGdEFuTG7sHGOmqJlJJ6mNEbRKwZc3nbSwUJXY7MSeYXFO06HJ5JGJ84lwt3bfnhH/2he/92Vjj5j//wD/5zQO9b36IUVzD90/zt335c/++b7v34D159kdMeU+9d2zzcDmszvOcmn0OHR7lyl8dbXp5xx9NdPnWrYKItmRrzmBqTjLZymsU43zdKv8mRAX53gUHaYL4XMBlDw1AFZplBmSSJ0M9ohDGTI8vsOdzj1z+8hjHlsNBKzCqZN6TBtD1tmhApU71mlnyQHr49XHqOyaYfcvDWwN8RpWqxGolSSUg0DrhakNtzg8wrDIcu/AGl7cGVcbJV5sAZp8oEPWUOE60M341J89rQPNNqTIq7WC1UjDVzxhoe/+MHZji1oHnqwCS+EiaIwDdBT3lu7h6OgtBLaTcHdLMeJzp1uguCJDeH88DNCH2j9OxHDmnmoJTHmsmAm+5rc99jY7z1pSE/fN0Cz52c532fTnnqcJPXvGTtzDWveO38xPSugwvLb9EjTf+fC3b/fAAHeMc7vof/9Z6/5D99X+MjR45tcQ+emPj9m29/Znz/4S4XrPe4dCcsD2L2HfLZOA6rxj02rBJsWBUx1u7jO0aAFfjGciHwNJ04RmtNlIryxQITJ+04OZ5nNOWNWoTvL/OZ+0KWl2qsmzYKuyS12zH5kIUorN98N+PAKbjhjjpoD9+B0MlL3UsxYCrTKjyJ76pS+1KM6mFI42kbF1hUbiEgTQ1Xb+g+m7JQKPwcZfTUiYPnusSJi9Yub3vZgJvuiXj8+JBJKQ6PUoGy/L9S0I9dVk+GvPXKRR7a12B+ENLwjQNsmplQWrS5Y7hOjuekSJEQpRlLsSBdhCTT1DxJ3TcBUePNmCjRSOEwOVJn94Yujz8X8+AzAc16mx0bYn7gNWMQXjh7etD4rxs3vvSvomxWaLx/Tsj98wIc4Gfe/UP8zLvhzMzSX5075TpTE7f9Tr9/9+R0M2L1VJcP3QbPHWhxxS7FhlWS87YuM0iXOTKXcfmOiO4g4ZH9gtGwwepxnyxTYAFTBY3RIBuQBl7CaLPH04czPnffKA1P4jsZwuah68oprbBxKDQog0wzSD2UcgitT19RvV0Xs6voSnzPuAB4nsRTAuWYN0oRyVMY52gKKasNP8X03QUPnmtjpSyFXRhwNK6j8JyqA5SLpyJ8FYPOSXOnpArN23vY62sNcSLpRyGvv7zDx+5YYt/hkPEaNBNIMrMYkeuzfn6hcaWg6cOayYxma5mnjoQc7fq8eOeA7rJgzyHzhqqHHlec3+C7r13iw5/3eHSvR6bWMrb2FWfe8fprfj6O07/6rz8xh6/Et5Qx+Y4AeHFNTrTo9zof2Lj1WvFD3+v+9szhL08enz3BqdkxLtris2GV4oJtyzjBGf7ipoC5xRE2Tizy118W3PnwFK+9JOCNV8UItThMWrMST8ODG3247+XUw4RM97n+5hoLnZAtI7oMvjpbtC9kkdWYkWcpjzzlcmw2xPMlgdL4ali9Td9te35r7O/75s8dZf5dY3cGSWoqdGrBnaQ5aZajbdVVSpA6xllKI4yWWhqq0QA8I0mNwrAfGWOcC3cPePxYTJQ5ZFqgczuyt8nBuTaJbXGi6A9cVk34/Ojrlvil60dYGviM1PLSIzDPNEOlqwYp8B1JqwWvvzTg1Vcs8+U9M3zoC6v5ty/Pme0O+MDnUp48WKcW+IRem7WrMur1Lkfm27xyw6vPXHftlb8wSPUHavXmNw6Uf+L1LRv0/EOusNYgCJPrL7jwsp9Zv/26+QNnNnHxFpcdGxPWTUdoNc+Hbws4eXKMSzfVWez4PLS3zZq2R7PmkOXW17riHOtIkzfvKvBcsxEz0ow4dCrlkWcbhFJS83RpJ2GovaroyvTerpMyiDMeejZgaTkgdM1anHfWtn7gGqYiDBS10Og0WvWcVj2jUTNW0Wa4ZM4FuTYipNjan3V7Gcv20e2n9Pop/YGmH8EglkSJoeXiRJqHBXi74fCinTFNPybObFqyFqVC0RhbQpIKW8Fd0jTgsp0p61d3mO8JogSSxDq+2mXkwvVK50N2aamjODkzxiVbFOO1nMefHWXd6Cjf/8qETPU4OpPx5GHNY/tavP6qVbzze185f+4Fl/7MqYX8+lr4zdWW/GOvb1sFLy4hRlnspB+qT7x4bmLq1NYrLox+7/a7HnTHR1M+8uWQUydbXLjZ46KdEc8ci8jiNus3SMZaUA8ThJPguLXSs8OxgxYDQk3oJzjOgIefU5xeqtH0BaGb2+mntH9/uCU+NLU33hxffKSOW3PMMMVuDBUDHd+V+L4iCAxj06jpclnDdU0iz1LPAcy2eZIJ0jRnEGckiaY7yOn0zOTUdYyHSmaZYSkcsxxhWRnfrRpUunQ7Aa+8eIn3re7z+KGWMeax3oFpOnzEiRnU9COH7sBjvOlyyfYuzx8dpRcL4lQTp0N2JE2lCYdKFIMoI0s1c8s5h095nL+9xvaNyzz6vE8Y1Ni5UfKOVyxz/xN9GoFiet2Lk/O26p990ZWXPi+V/zkhgm83vL69Fby42g0nb3uHP/uTP3Lte1avPe8/vP5Vl2cokWdRjetelLBxTYZyutzyNY/Jhsv6aYfVEylj7Q73PQ2HT/k0Q8r9S9c1GySBZw6lUg6454mQfuTTCjRBQevZ6MLC5KdYjnXdFCUTDpwUHD5TM4yEY9sTVfioFNNSy7eHmlY9Y7SVMDU2YNOqBZSzRJwaldNoK2O8NWC+E7O4bFDsuZCImP1n4PQiLHY0nV5Gr58xiDIGsWYQV6q3zbtJUkU/clkzLti6uo/QCf10aK+WZJo0NSkLcQKDWDCIFZ2eh+94XH1eRKpjlmNbxe0Y3/gOSjo9l41Tghft7nK6qzk1l3LkJMwutHnt5QmJjth/IufmBz0cXWOsLfNNWy7PLj5/139wJ7/rPQ8+cfqzQgTf8iHOP+T6jgA4QGvsPGZOduK1q9Z96JIL1u5ev+bCX37ppZPsO56idcqThxPifo1zN7psXZ+xfeM83WiWLz7k0un6NAONb40gXVu9Ay+jVY/Ydyxn78k6dVdS9zSBjzkMetIORjSeZ9qZMpU3SfjQF2tI4RNaSziz1jYcx3uuOWCaRIucVj1hvD1g3fQ8+07O8zsfybn3cYgSweRIzOTkAseWImaWwPcUV54v+bl/O8vGjQs8PyeY6cBST9Mb5AyijCgxAI0TYYcshiqMEyO+ynOfH3p1h1FvQC+FQWb+XpxgwB1nRLFpdfqReVMMooAtqzQ71ndY6MEghsjy21ECUWI2bVqhy2tetEytscQzx3P2H094ar9P6LQ5Z0sfJVM2TC4z05/mnB0X/7Lf2LC71VrzId2fjV988a5vN5zK6zsG4ACTq3cyMb22//Tezt7XfNeVv9PTW35t7Zpzs7Wr+uw7qDhvg8dlu1O2rZ/nzicjPnDLCEo6tIKcum8OfJ6dKvpuTi1McJ0etz7kcuBEjXYANV+b7MYiwrDQqXhmuOO5xu97djHj6Iz1+HZ16ZRVaD1cy3/7HgS+NllD9ZhV4x1OzC/xWx9ts7jUMEsHubbWF336SUI/LqzXPNphi1/4/nmmJxc4uiBZ7mt6kbEUjuPcgtUkW8SpIEmMtYMJU/VYM64ZGekxSHP6qSAqzDFjbW2JNYNIWFtil6VeyKYph1df2iXKUzqRsIFR5msVf6/Td9Gp4keu63PFhcvsPZny4DMJT+6rs32NYLaXs3vH7uy112z8tS8+/NrfEVl37/bt6/uXXbzz2w2jFdd3FMCL60UvfRt/8P792X/40Xf+yn969/f9rmi9KpocXc8VF8RESYfjMylfvK/JdG2SqVaNkRDGmobJUNL01L6fM9qM2Hss5fP3tXAzj5FabsNolT0YCmMuFJgdUOM7mOB7MV+432XvoQa+r6gV/fcLNvSNz2DgaWp+RqsW06gtccsjHvMLDVa1jVOukfXmKJmS57k90Gl6A8GZ+TqTjQavuXSJhShhoS/pRwaksVX7FQ5YaSpMBF8iSRKXbt9n5wbB66/ooJKETiLox4J+DP1IGw/vKKMfafoDU8WXOx5C1HjjFQO2begw27VtSmbW3gaRZHbBY6nrc2auxezcal73IsnUZILyYu5/Fnx3df/fvu3SvRe/5J2/d8XV/+5X/vC/fDX7oR9447cbNl/3+rYfMv+u66d/7O1oPceep71fvPLy18qLztl25b33flwePSmuPPbMUafuuKyZTNl3UrB1tcfWDZIDJzTNLMdRkkaQIkSfLz7k8OyxJmtb0PC19RuXhIHpm5s2wrARxsaQ3k2QMqaXeiD9cgzuF16CFT9AM+7WZRZ7uzng0JmEm+8fIxCKZgiBJ8tDrMy0VeqZvrcfCZa6Lkka8rrLutx0/zLzC2OM101PbNgNbR2wCjmticKOYocodtGpR81J0UT0Up9OInAi8715rrkz9QeKfiToDRTdgcvsQp2tq3q85rJl/urzDToDRZaZFqwWxjx7ROB5LaSzyJGZjPP6AS87bx7P25Se6gb3r9/1mifz5NBPul5NHzjWYevab9yY51t9fUdW8OISYozzdjeYnmr/QtI9/PKrXnTNG9746vM+ccn5W/PzttU4eKrH0ZMeV5wjabY6nFxIybUZz4+2BpxeHPDlx5o0XZ/Jusnt9F1TweuBoBlmtBsx4+0e4yNd6rUBrpNyZgFue7CB9JzS0Me3RkGy8Ku32hJle3PfzRht9rnjcZejp0NaAcPFDGuRjNBou+WeZJoo1vQiSafns37S4doLuix2cwa2ohaT2WIUn+Wmeg+Kfjr26EU+r7wsYWQ0ZpBpZgeS48uS08uCxS50+jm9QUY/NvLX3sBlfjmgP2jyigsjJkd7zHZMmyLRTI31mB8s8cAel42TDmsnF9h/vEG9dW4ejFz0ie2br3zd4SNnfvz1r/m+bNPqIN/yHQxu+A6u4Gdf2y94K/OzTy5PrNv+H0fGtzz30CNPnHf/kyNv2ThxjJ2bl/jcfTmrWnUCT+K7GVEy4Mb7XI6dbLJlQjPawNoWG9DVAk27kbJ6ootyF3jk+ZTN0y6rxx1mFx2e2BcQeJKGbzM/A/P/gklTyLUBrLR2xrUgZWYp5alDPp5W1H2N5ynLtZsFZklOjrFZS21GjVkscNC5zzmberRHYrpxQFYZAklrbSGEOQTm2hjz+J7HIPa4cFvOWEuw0JVMjUZGg30w5Ni8R+DlNGoZceKQZub/n1sMgBE2TGW88SXL3HRXQJT49GOYmQ/ZtWGeG+/os3bS45VXbuDYzKobdu2+9MnVa6f+KBpEy7u37/h2w+EffP2LATjA6Ph5ADNfffTI/9i4e+fGoP0c8fLTb3nkqfvpdlOuuWjA/mNmu+axgxmf+MoYa1sOW1dLfF9z6KRJSHYdqIc5EyMDgmCBT94Nt3x1ku++yuXaSwekaYxwJaEDTd/Ej4y1HKJYM7+ckWsjVNJWPi6lEXSdmtc8vjeA3KRSFP7j1fwazTAGMEk1cWo4aikdLtmWMD0WszATlPIBo8U2/uhhkDG36DK/bIZcvpcRxS7KVSjpsK6puW634C0vT/n8A/N86s5Rzix5jDTM1/KcnFa9y4FjHnNLdRylecc1Mxw43qe74ON5CV9+OOPKcz1e+WLN6g1XcO55u2547eYN/wXdPyTkxm83BP7R178ogBfXlRetp9+dP3ThlnN/Zt8B8aHU2/yfL9q1/5p9hx5hZtFM9r70kM9lW0Km2zmNUFFr9njkQMpow8NzYaSRMNZe5tZHNR/6whQbRup0ug7zSwItHYSQhC40QhhtOmxZ6xAEXT55j6YTKRqhaSG0NoMaZU2CpFtIZnNDWSrK6G8hNHmxzFsEOqVm2hjFDnHsmIOlnUYWmprA00yORiCXufXBJoEKESgaoUsUuwShxJOSZj2n4QXE/Sl+6FUnWOgucPcj40x1IUmMN+BIa4HDj9Zo+OMs9UOmRqe47pJ5brorpR7kbFzn0hx/Cd9z7fo7Ty60/ihonv/4yVPJodWrvvkLwf8c179IgAOE9VGA57TWz+3ayZNHn9er3fb2/2f9mr3bRpyvKFeH7NiYcmwmYUPbYXyiTzMMrFYcRlsRc90en7u/hUfApmlo1Cj12kpJaq6m7gtGmoq1k5pWq8sgEfQGDeLEqBG1lraNKDwMq76Iw01+YzCUlwBPyyg97DqYsku9mrQQPmGkB56b025ERHqB5095jHmFPt5hELvUU8csGgPLPc2hkx6rx0d4w+VneHx/n7lugyjWDCLFYjfkyCxMNzJGxzs8ud9l27o6c72MtRtfnH33ZVue+9oefmxy3TUnJtexV6x01fwXd/2LBXhx2Rdg73MH5vdu35y9xtnorXXdcz9x3eK9rV7vQP2JgzAxEvPgs5KxuouQ2Illlw/cHLD3uSbnrNG0GopWPaceRiQ6xlWKwIHQlzRqkpFmjO/H5LhG+5EZqzJNIfDKy/1GRw4XkN1ySpqiZIbOzUg8tofItNCR2I31PDcHUXNnMGt5ZsCUEaWaTgwqyVnuaXoDaSebLnGSMhhAp5ez2NEcORNy3sY6P/zaDh/6vG8HQwlzCzUu3rHMI0+nXOznZMJDBud2f+NnrlzKMv32tRs3HNuwRR36lw7s4voXD/Di2rZ5FK3TQ3DZkdMznXPf9IbsiuXei/5848bD6alTj48td0Tz/G2SO/fEXKwVh2ZyTpxps3bMQUhNqy4Yb0fUwg5LUWQOj8ps69QCo3txgxjH8UmFWVwoGA4lNeiMr+5xOXLaYcI14HSsXjwMMsIgAhHhEjOIc3oRQyVfbvQi66dyrjx3wBfu1UNNirUx1rm0DEqOg7ajfIc0s1vCus9y0mB22WGpo8nznONn6qwbcVg3GZNpj6nxRe7f02LX5hoXnTfO+NqXL7z54nWdfuS+6/ILt92H01jUeZ4L8c+y6PXPcv2rATgYo0cg1/m+ecT0Ldnp7o7o6KeiS67+zf/mhg//2zH/6eTUYrKr2YyDR/cKNk96ROMRM3M+U6MwOdbhk/dIJlstNq+OGSzX8D1p9jrDmFQmuI5CO2bzJ83MQdNVOZqEx/a5HD/jMbFWgzZyXN/LGWn0OTITcefjDV56YUQ37TLXq7MuNpbGAiNvXTuRc8n2Pjd/NSXO3JJrl0IQJQ5J4pDnMctJnd7AjPGV1Dx/UnLZVkG7tcjtD46yesHsVD59KCKK6py/ZZm5BZ9eunrQo/nMho2b9NuvfIUX6/bv/+Un/+Yvr37Jd+mHnlvILzvn2ydr/VZd/6oAXlxCbgdjw917dM8BlHJ+Tyn1e7l/oXrtK5vvCbzujseOHrzqsnOPqYMnY1a1Be16l+ePRzz45Bhvu0ryiksWuOHLOaEvGWunjDT7fPJeh6Ulh20TAqVMwnOaaWphwvMncw6eqjExmjHIBIldZq4HGTkDPnRrnaefn+Kn395jcqTDh2/x6EUKrY1dhefFnJoXbJzSbFnbp9txcZRgpJmR5SlHTgVsXudyzUUDbrhdM7eU0xtoXCfhi19t0u+Pc91lPQ4e63B6Pufpgx7agcXlBj/w+rXZXLTj7jUTrb3Ta7vvlgwy13MR2tfv+v5/Rz10v90v2bfs+lcJ8Op10bmbYbjskp44tfguofzR886d+a2HHr7Ze/Tg4ey8zd4liculN98rafkpjuqzbjRl/UTEaMtlzeQSWZ5yasbFQ3DBNsXxxYQjxyXnoUjzlLueCGl6Lf7Tm5a58as1ulGIEOC5Gc8eyXjoqTqbxlxmF1q8eFeXh54Z0Fvy0EA9TJnrDPjQbSNcucvh6vMSbv9aBghWjfc5fLrHyTNjbFjtsXY8QTk5xxcyNi8pDp8WHD8tme9EnJmBH3yl5NmT66gHPLRuYunhTrZJbdj1XfHlq8b/e5ZE84438u1+Sf5Zr3/1AD/7Wj3dBpgHfgLgD/7qLhZycc2aVYNXX3Vl5+3Trf5OrZdYz+NcuA2CIOaBZ/pMNn2uOq/HiVM5zZpAd1J6sYOjcpIs5dSMz3ityZW7Mu7ZE7E875mlYpmz75jLwlLA1BY4Pe9w4Q6XzWtzHl8w31PoJ8x3Uu5/YhXnrBKsGltCORlprqn5KVpHLPc0zx/3uOPhnAvWp4y1+3QGgr0n2vQTl+/7rs2MNVvs3Ow8u2136xMX7tRfTFPuDMZf9+1+yr+t1//rAH729VPvvBrgzpOn5u+89ELuCrx06/4ji/nxfUfz83ePb56anvz5rz5yDK/uMcgOMN/ronWP0IkIHDOQWe4mBEpRG8mZX3Z56e4Odz+sjbOUECjXZfWEx6qJlJPzmqOnAwZxZj0ANZ0+3PtUyFg94cSsS70JI7UIress9xxOLQo6/T7kfTZMT3LOls1Mj3VJnU10ugu/s2Zu/sAbr7tGamdSjjSd57XmFqc2+u1+ar8jrv/XA7y4Vk2PAtxS/FrrI4A/cvT4ia8udzwaNZXkaudP/eDb9XXnrMvpRhE3fmEPR+eWmO+PcGpBctX5kueOOYzVHZphRj+JeHSfZjkS+G5MLUx49qjDwnJKKBJ2rJOgE07NaY6dCtm1SdJJAi5e30fnJmU5leNcceWrSBOf3ZsiNuyQt84v6j/wvdSdWncubrj2ziuvjham1kx+u5/C78jr/w/wv+MSYj3AAnAjwKnTJ0DwzOZuOt2ukafpgHseOMTh48vEWcggFbhOlGzb8ZJfJZ/5risgabcEs0uSiVpMvSnZvFWTeoq1GyJUPaceuMwtQauheInjuNNj7Zvuvu+hXx1pOu7qSROhopyQnTsuwnNcRpuZHJlSp4AD09Prvt1P0b+I618Hm/8dcu176qsgxPTs7KH2/qO5bjTg5Kyi2UhYWBKcswEOn5Ls3hQzv5TTqLmcntOEgcPpJVesmlq3qLU+dd21V3y7f5R/Ndf/D5sCj5gKlBtAAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE4OjQ3OjI4KzAwOjAwpyM2YwAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxODo0NzoyOCswMDowMNZ+jt8AAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 12}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 14681000
{'hecke_orbit_code': 201326667, 'n': 1, 'trace_an': 1}
-
id: 14681001
{'hecke_orbit_code': 201326667, 'n': 2, 'trace_an': -78}
-
id: 14681002
{'hecke_orbit_code': 201326667, 'n': 3, 'trace_an': 243}
-
id: 14681003
{'hecke_orbit_code': 201326667, 'n': 4, 'trace_an': 4036}
-
id: 14681004
{'hecke_orbit_code': 201326667, 'n': 5, 'trace_an': 0}
-
id: 14681005
{'hecke_orbit_code': 201326667, 'n': 6, 'trace_an': -18954}
-
id: 14681006
{'hecke_orbit_code': 201326667, 'n': 7, 'trace_an': 27760}
-
id: 14681007
{'hecke_orbit_code': 201326667, 'n': 8, 'trace_an': -155064}
-
id: 14681008
{'hecke_orbit_code': 201326667, 'n': 9, 'trace_an': 59049}
-
id: 14681009
{'hecke_orbit_code': 201326667, 'n': 10, 'trace_an': 0}
-
id: 14681010
{'hecke_orbit_code': 201326667, 'n': 11, 'trace_an': 637836}
-
id: 14681011
{'hecke_orbit_code': 201326667, 'n': 12, 'trace_an': 980748}
-
id: 14681012
{'hecke_orbit_code': 201326667, 'n': 13, 'trace_an': -766214}
-
id: 14681013
{'hecke_orbit_code': 201326667, 'n': 14, 'trace_an': -2165280}
-
id: 14681014
{'hecke_orbit_code': 201326667, 'n': 15, 'trace_an': 0}
-
id: 14681015
{'hecke_orbit_code': 201326667, 'n': 16, 'trace_an': 3829264}
-
id: 14681016
{'hecke_orbit_code': 201326667, 'n': 17, 'trace_an': -3084354}
-
id: 14681017
{'hecke_orbit_code': 201326667, 'n': 18, 'trace_an': -4605822}
-
id: 14681018
{'hecke_orbit_code': 201326667, 'n': 19, 'trace_an': -19511404}
-
id: 14681019
{'hecke_orbit_code': 201326667, 'n': 20, 'trace_an': 0}
-
id: 14681020
{'hecke_orbit_code': 201326667, 'n': 21, 'trace_an': 6745680}
-
id: 14681021
{'hecke_orbit_code': 201326667, 'n': 22, 'trace_an': -49751208}
-
id: 14681022
{'hecke_orbit_code': 201326667, 'n': 23, 'trace_an': -15312360}
-
id: 14681023
{'hecke_orbit_code': 201326667, 'n': 24, 'trace_an': -37680552}
-
id: 14681024
{'hecke_orbit_code': 201326667, 'n': 25, 'trace_an': 0}
-
id: 14681025
{'hecke_orbit_code': 201326667, 'n': 26, 'trace_an': 59764692}
-
id: 14681026
{'hecke_orbit_code': 201326667, 'n': 27, 'trace_an': 14348907}
-
id: 14681027
{'hecke_orbit_code': 201326667, 'n': 28, 'trace_an': 112039360}
-
id: 14681028
{'hecke_orbit_code': 201326667, 'n': 29, 'trace_an': 10751262}
-
id: 14681029
{'hecke_orbit_code': 201326667, 'n': 30, 'trace_an': 0}
-
id: 14681030
{'hecke_orbit_code': 201326667, 'n': 31, 'trace_an': -50937400}
-
id: 14681031
{'hecke_orbit_code': 201326667, 'n': 32, 'trace_an': 18888480}
-
id: 14681032
{'hecke_orbit_code': 201326667, 'n': 33, 'trace_an': 154994148}
-
id: 14681033
{'hecke_orbit_code': 201326667, 'n': 34, 'trace_an': 240579612}
-
id: 14681034
{'hecke_orbit_code': 201326667, 'n': 35, 'trace_an': 0}
-
id: 14681035
{'hecke_orbit_code': 201326667, 'n': 36, 'trace_an': 238321764}
-
id: 14681036
{'hecke_orbit_code': 201326667, 'n': 37, 'trace_an': -664740830}
-
id: 14681037
{'hecke_orbit_code': 201326667, 'n': 38, 'trace_an': 1521889512}
-
id: 14681038
{'hecke_orbit_code': 201326667, 'n': 39, 'trace_an': -186190002}
-
id: 14681039
{'hecke_orbit_code': 201326667, 'n': 40, 'trace_an': 0}
-
id: 14681040
{'hecke_orbit_code': 201326667, 'n': 41, 'trace_an': 898833450}
-
id: 14681041
{'hecke_orbit_code': 201326667, 'n': 42, 'trace_an': -526163040}
-
id: 14681042
{'hecke_orbit_code': 201326667, 'n': 43, 'trace_an': 957947188}
-
id: 14681043
{'hecke_orbit_code': 201326667, 'n': 44, 'trace_an': 2574306096}
-
id: 14681044
{'hecke_orbit_code': 201326667, 'n': 45, 'trace_an': 0}
-
id: 14681045
{'hecke_orbit_code': 201326667, 'n': 46, 'trace_an': 1194364080}
-
id: 14681046
{'hecke_orbit_code': 201326667, 'n': 47, 'trace_an': 1555741344}
-
id: 14681047
{'hecke_orbit_code': 201326667, 'n': 48, 'trace_an': 930511152}
-
id: 14681048
{'hecke_orbit_code': 201326667, 'n': 49, 'trace_an': -1206709143}
-
id: 14681049
{'hecke_orbit_code': 201326667, 'n': 50, 'trace_an': 0}
-
id: 14681050
{'hecke_orbit_code': 201326667, 'n': 51, 'trace_an': -749498022}
-
id: 14681051
{'hecke_orbit_code': 201326667, 'n': 52, 'trace_an': -3092439704}
-
id: 14681052
{'hecke_orbit_code': 201326667, 'n': 53, 'trace_an': -3792417030}
-
id: 14681053
{'hecke_orbit_code': 201326667, 'n': 54, 'trace_an': -1119214746}
-
id: 14681054
{'hecke_orbit_code': 201326667, 'n': 55, 'trace_an': 0}
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