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{'Nk2': 16128, 'analytic_conductor': 71.85195127621532, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, 1]], 'atkin_lehner_string': '-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [448, 1, [127, 197, 129], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-10, 1]], [5, [84, 1]]], 'hecke_orbit': 12, 'hecke_orbit_code': 49539596001739200, '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': '448.6.a.l', 'level': 448, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '14.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+10q^{3}-84q^{5}-7^{2}q^{7}-143q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '448.6.a', 'trace_display': [0, 10, -84, -49], 'trace_hash': 1100346759840415727, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.048', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.989', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.075', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.983', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.154', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_nf • Show schema
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'hecke_orbit_code': 49539596001739200, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '448.6.a.l', 'level': 448, 'maxp': 2999, 'weight': 6}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [7, -1]], 14, 8], [[[2, 1], [7, -1]], 16, 8], [[[2, 1], [7, 1]], 15, 7], [[[2, -1], [7, 1]], 15, 9]], 'ALdims': [15, 16, 15, 14], 'Nk2': 16128, 'analytic_conductor': 71.85195127621532, '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': [448, 1, [127, 197, 129], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 308, 'dim': 60, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 100663744, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 4, 4, 5, 5], 'label': '448.6.a', 'level': 448, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 332, 'mf_new_dim': 60, 'num_forms': 32, 'plus_dim': 29, 'prim_orbit_index': 1, 'relative_dim': 60, 'sturm_bound': 384, 'trace_bound': 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-5710093328, 0, 0, 0, 2427263320, 0, 0, 0], 'weight': 6, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 329312
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '448.6.a.l', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '14.6.a.a', 'target_level': 14, 'twist_class_label': '14.6.a.a', 'twist_class_level': 14, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 329313
{'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '448.6.a.l', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '98.6.a.a', 'target_level': 98, 'twist_class_label': '14.6.a.a', 'twist_class_level': 14, 'twisting_char_label': '56.e', 'twisting_char_orbit': 5, 'weight': 6}
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id: 329314
{'conductor': 56, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '448.6.a.l', 'source_level': 448, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '98.6.c.c', 'target_level': 98, 'twist_class_label': '14.6.a.a', 'twist_class_level': 14, 'twisting_char_label': '56.k', 'twisting_char_orbit': 11, 'weight': 6}
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id: 329315
{'conductor': 56, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '448.6.a.l', 'source_level': 448, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '98.6.c.d', 'target_level': 98, 'twist_class_label': '14.6.a.a', 'twist_class_level': 14, 'twisting_char_label': '56.m', 'twisting_char_orbit': 13, 'weight': 6}
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id: 329316
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '448.6.a.l', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '112.6.a.c', 'target_level': 112, 'twist_class_label': '14.6.a.a', 'twist_class_level': 14, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 329317
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '448.6.a.l', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '126.6.a.f', 'target_level': 126, 'twist_class_label': '14.6.a.a', 'twist_class_level': 14, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 6}
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id: 329318
{'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '448.6.a.l', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '350.6.a.i', 'target_level': 350, 'twist_class_label': '14.6.a.a', 'twist_class_level': 14, 'twisting_char_label': '40.e', 'twisting_char_orbit': 5, 'weight': 6}
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id: 329319
{'conductor': 40, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '448.6.a.l', 'source_level': 448, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '350.6.c.d', 'target_level': 350, 'twist_class_label': '14.6.a.a', 'twist_class_level': 14, 'twisting_char_label': '40.k', 'twisting_char_orbit': 11, 'weight': 6}
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id: 329320
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '448.6.a.l', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '448.6.a.e', 'target_level': 448, 'twist_class_label': '14.6.a.a', 'twist_class_level': 14, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 329321
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '448.6.a.l', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '448.6.a.l', 'target_level': 448, 'twist_class_label': '14.6.a.a', 'twist_class_level': 14, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 329322
{'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '448.6.a.l', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '784.6.a.i', 'target_level': 784, 'twist_class_label': '14.6.a.a', 'twist_class_level': 14, 'twisting_char_label': '56.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 329323
{'conductor': 168, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '448.6.a.l', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 24, 'target_is_minimal': False, 'target_label': '882.6.a.x', 'target_level': 882, 'twist_class_label': '14.6.a.a', 'twist_class_level': 14, 'twisting_char_label': '168.e', 'twisting_char_orbit': 5, 'weight': 6}
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id: 329324
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '448.6.a.l', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '1008.6.a.b', 'target_level': 1008, 'twist_class_label': '14.6.a.a', 'twist_class_level': 14, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 906350
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 49539596001739200, 'p': 2}
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id: 906351
{'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 49539596001739200, 'p': 3}
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id: 906352
{'charpoly_factorization': [[[84, 1], 1]], 'hecke_orbit_code': 49539596001739200, 'p': 5}
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id: 906353
{'charpoly_factorization': [[[49, 1], 1]], 'hecke_orbit_code': 49539596001739200, 'p': 7}
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id: 906354
{'charpoly_factorization': [[[336, 1], 1]], 'hecke_orbit_code': 49539596001739200, 'p': 11}
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id: 906355
{'charpoly_factorization': [[[584, 1], 1]], 'hecke_orbit_code': 49539596001739200, 'p': 13}
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id: 906356
{'charpoly_factorization': [[[1458, 1], 1]], 'hecke_orbit_code': 49539596001739200, 'p': 17}
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id: 906357
{'charpoly_factorization': [[[-470, 1], 1]], 'hecke_orbit_code': 49539596001739200, 'p': 19}
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id: 906358
{'charpoly_factorization': [[[-4200, 1], 1]], 'hecke_orbit_code': 49539596001739200, 'p': 23}
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id: 906359
{'charpoly_factorization': [[[4866, 1], 1]], 'hecke_orbit_code': 49539596001739200, 'p': 29}
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id: 906360
{'charpoly_factorization': [[[-7372, 1], 1]], 'hecke_orbit_code': 49539596001739200, 'p': 31}
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id: 906361
{'charpoly_factorization': [[[14330, 1], 1]], 'hecke_orbit_code': 49539596001739200, 'p': 37}
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id: 906362
{'charpoly_factorization': [[[-6222, 1], 1]], 'hecke_orbit_code': 49539596001739200, 'p': 41}
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id: 906363
{'charpoly_factorization': [[[-3704, 1], 1]], 'hecke_orbit_code': 49539596001739200, 'p': 43}
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id: 906364
{'charpoly_factorization': [[[-1812, 1], 1]], 'hecke_orbit_code': 49539596001739200, 'p': 47}
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id: 906365
{'charpoly_factorization': [[[-37242, 1], 1]], 'hecke_orbit_code': 49539596001739200, 'p': 53}
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id: 906366
{'charpoly_factorization': [[[-34302, 1], 1]], 'hecke_orbit_code': 49539596001739200, 'p': 59}
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id: 906367
{'charpoly_factorization': [[[24476, 1], 1]], 'hecke_orbit_code': 49539596001739200, 'p': 61}
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id: 906368
{'charpoly_factorization': [[[17452, 1], 1]], 'hecke_orbit_code': 49539596001739200, 'p': 67}
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id: 906369
{'charpoly_factorization': [[[28224, 1], 1]], 'hecke_orbit_code': 49539596001739200, 'p': 71}
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id: 906370
{'charpoly_factorization': [[[-3602, 1], 1]], 'hecke_orbit_code': 49539596001739200, 'p': 73}
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id: 906371
{'charpoly_factorization': [[[42872, 1], 1]], 'hecke_orbit_code': 49539596001739200, 'p': 79}
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id: 906372
{'charpoly_factorization': [[[35202, 1], 1]], 'hecke_orbit_code': 49539596001739200, 'p': 83}
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id: 906373
{'charpoly_factorization': [[[-26730, 1], 1]], 'hecke_orbit_code': 49539596001739200, 'p': 89}
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id: 906374
{'charpoly_factorization': [[[16978, 1], 1]], 'hecke_orbit_code': 49539596001739200, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 12, 'label': '448.6.a.l', 'level': 448, 'portrait': 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1pdn9MLMDA+xlqu2BLR7qbMLmkm6h57tiTs2NihVh0gpCWKBM1uhcWmz0RV4EmP2QWfY+cFp+YSziwnBJUur7+5w9tuhUCOc/h0gzPzigt55F60HFuy3HT1Ir/6I6tsmRjn9Owkc8sVFlc9FlcFS2sp5+YjFtspr7jMkqR1VL1h3v3Gyz9x+baJn212otZVN7zz5YbEf9Xjrz3AV1ebWGv/jwefPPKq55/9E1nxeGVvcEZ/z011zi3U0QqaXY/FFY+lNcFyM2WlGbO8ljK3BseXBTPTa/yLH1vmln1Vzs5PMrtQY3ZJM79smVtKOLeYstBOGJ/s86prO9x2BfiyQqAC5ldCLixp5lYE3QEkiSH0DbUwZWIswQCn5xJaHdi50aNWGWCtAOHT6Rl2bBqwvKbBOiqy1oFBAhbLSjNi6waPdk8hlEWYAY3QY8fmPmtdwelZTWo0Uw1JPRQEHiSJoDuQzK1ILixb5lcTgqAPXsLtV3V45dWCmUaF5dUGZ+cDZpdgfilhfiXh/AocX7bcdNUS//LHVtk03uDMXA5un6U1yfKaO39LzYR2z6KU5OQivPqmebbPbEu2b44f/uF3/7AR/rUPh774leW2ZeavcXX0ry3A/8lvfJTEaH/nxDfk5vHbP/v1R868uRWdplppcsX2Dn/3ez3OXJii2QlodnxWWj7LTc1KE1aaKautmJWmA/mJZcnMzBq//tPz3LA7YHltkvMLdeaWgyzpMswvp8ytpnSihIFJuHx7lyv2wMqq5MrtA+56hSFOFALL5x8NWWiGbJsccOqCotOpc91lKQuthNOzsG+75Ogs3L7fYOyAbhwS6IhGqHnkpQrVSkygEqLUkqaaW6/scfxcwL6dMSdnYWm1xnWXpbT6fY7PK7ZPDlhpRXzh4SpWKNI05e7ru+zdbplb87hhb5+9WzySuEq3V+HCUsjckmBxNWVhNWF+xXBmRTDfibh+3zL/+0902Dwxxrn5ceaXKyyueSw3ZXHe1lopKx1Lq2tZ7kvOLRr+7vefYedGy3RtjMmxy7CVWwc333rHv9u8ccP/Fi//J/zpn3+5IXPJx19LFeVjH/8Lfuh9N6p/8M+//r91upN/X4RPNGaqAUdOVXlxrsIzm5e59cpFrt+zjFLjCAHWCqwFrEYIhRQghUCqBF8bzq6O8Yu/63PH1Su8764ldm/pMznWYHq8wuKKz6Ypj+1NxXJTs9o2NFdCvn7B0u0nvHTU54kXDSAIPMu5BQ8hA2y/ymVbLFs2dJlfHbCwXOdV11iqlVXanUmWWilRVGFqwtDpeeyY6bPcCZmZhMFAsWFcEqc95lcqnF7os7Ba4/p9CRdWOnzpMZ+tUw32bIYdmzRqm8+2DeB7BiFg50aXzLZ7AZ3uBCfPeqy0FCtrsNw0rDRTlpopc01Y7qfs2Nrh5+5e4o4rNKE3xYnzDZZWQ5bWNCstwWozZa0ds9ZOWeta1rqw0FHMNw03XrnA99/ZY/vMGEdOj/HA020Onf9a0Ok99ktvv/PfJ7/4H3/uXz50/670VXe/4+WGzkWPv1YRfHXxaZSuVGR6asdX7jvz3q8+NPevvvrYUb731QlTlQkePeA8G8dWDdfumuff/uwS1+2psrgyztJalbV2yErLY7WlWW1Bs21YayesthNWWpb5pmC2Y0F0eNedTd56i2HP5pAoqrLaDFnr+DTbitWOoN0V9AeWKLGkKShpCTyoBJbxhmXDZIz2+hy/EHHgWIBJarz51gjtrfHUwTF2bYYvPZ5w5zUBC80eoVYkaczkBCSxh/YSlpervOqGFl96pM7uzfDk0QEeVd50iyERPQ4cTzl5LkRLn40TmomaoBIIfF+gBCQGotjSj6Ddtax1DO2uYa1rWO5YemnKzm1d3npbk3e9MgJTZ3ltjIWVCstNj5WWZrUJa+2UZidx4O5YVrtwoa1YaKXcdPk8v/mzS+zfVmd2YYoT58d48IBkYmKWt90Wc2H1Js6sbPtnprH3k7dfv/NMq93r3X3zVS83lIrHXxuAHzl8jOnprf7R48/+5OL8C78zf+4FceAw8tljMUudhPGqRBpo9gQXOpJzzZSbL5vnX39ghRsuC1haG2d5rcZqK2Ct7bPa1qy1Bc22pdlJWWsnNDuG1Y5loS240DRMjHd5w01tbr8iYedGRaPi0WqHBJ4EFFEiMUZgLHT7gDBM1PscPW8xNuJrT9YYdCtcttXnjmu7xGaNB54e5/rLPY7OdWiuNrjt2i5ffypg46Tl4GnLz72zxcFTARsnJfc+rbjjSsVKt8WJs5Ncvy/igQM9kkGV26/y2bu9Ty/p8NWnFKSC4+c0japGC+j2JMYKUmOJE0AatG9odiy1esz2zQNeeWWXN9yYMFULmV8ZY3mtwmrLnZvVlqDZgWY7odlJaHZSml3LSlcy1xYstVNu3b/Av/rAItfurrCwPMFys0ar42OJadQHrKw2eOpgwMklzF2veoW96dqr//5lu6758MLyhWj37j0vN6SAvyYAtzaSadx9+/NPffGyI6fsb33qnge9zTOC6XqF07Mxi2spg8hgLPRjaPYFCx3F+WbK7VfO8xsfWOTGvT5rrTEWV+s0OyFrbZ+1jqbZVjS70O5YWt2EViel0zM0u5bFjmCxA3E64LrLe2yaTOl0LW+5bcCuTYYklWhpiWK4/7mQMwshmycSXjgegqlyxTbFDfsNQdjlqaNdFpdqXL2rRmN8lUee97j58pDl7hqrqw02bbI8flDxw6/t8MRBzbYNHkudJqsrk9xwZZdHXkiZrIxz9WUdFppNHn9pnIqucdN+y74dfZAdnjsp2DAZM78Y88BzHv1YISWkxrJrc8QbbotodxRbJgw3XA5RVGWlWWWlGbDW8Wh1Fc2OpNWBVjel1Ulpd1NaXcNa17LSk5xvCZq9AXfsW+Rf/swqN10eMr8yzlqrQqsb0I8Uxgj6A8X8qsfJ85bxRouNE4rxja+Kzy/KX/yh973tWKNe+UIl9M3Lja2XnYPPLXU5N9/7sQefePS399WenIyahmt2V2l1BVEsaNQUYOkNoB9ZlLKARZAipeKJoxv5ld/XvPOVK7z/tSvs3hoxt9wg8CtUAp9q4FGraNoVSb3nMVbTdPspnV7KxoGhN7C0+wEriyHnzlqixHB+LiEILCDwlUVLQbenEHgkXc0rdgn2brHs2NplkLb58hOKQ8cmeOONATdcucpHv2zxRZVdW7s8/4hi67hiutElVBWi2GOhDbVQs22j4NlDETfsq3DX9Ut85J4evlfn9bdavKDLfY9HfOmxGi+drLBnS5Vdm1NmJiJ2T8dcsytFKYPOzkc1CJgZD4hij3bX54WjHp2+pttTdPqSTg86fUun6757u5fS6VlaPctaDxa7ivlVS3Wsyc+/eZHvu2PAdbtrXFhq0OyEtLsB7Z5Hr6/oRZJuT9LsSHzPYtMGR04bTjz6mNeTY7/9vW+orsxM3vWPrW19RIiXV2F5WQHe7fYQgp/5yy899hv/6WNfmfy57zvClbun0GqahRVNqyuKj6hVilYGJQ1KWJS0aJniS8mBYzM8c7TG0dkF3vnKDq+8qs94vcFKs0qtFdLo+XS6mnZ2sXt9TXeg6Q8s/cgQxZY4tiSpO6LExxqQSuBpQegLxuuCiTpsmjZs29hleqLJV56Cbz3jIc0Yb7zR4xVXtHnopZio3+COVwiavR4LyzVu32eYHu9S0QH9RLHYilFG8Ip9mmp9wNOHQ159wxi3Xdfm6cMK7Bg3XuXz029b4evPRtz7RI2DZ0J2zCg2TVaYqFcZq0MlAE9blARj4eBJQZoK4kQQJTCIcd9xkNIbGPoDQ7dv6A4MnR60BrDYkSy0YWD6vO76Fd7+yiY/9HpDkjSYW67R6oS0ez6dnke3p+gOJN2+pNMXdHqWTi9lbilleS3l0GzClk1HWD57YdKktX+zY+9dutfr/0GlEv7PB/Bedw2tzE8/+8xjv/HMEw9sCOI+H/7SNP/r+5ts3xiSpDUQGiEEQmiUFCiVopVwQFcWrSxaGUJPsNSt8PFvbOO+Z1rcec0aP/K6Na7Z3WFqvMryWpV2L6Db8zJgK3dEgkEsiRNBkril3nm3XFKpNYQ+VCuGyXrM1g1dEjocPR/ziQdCTpytMR5UuPkqze3Xtnj8SJOvPdrg1stDdmzu8rFvCJQIaNRj1joDjAUlYKbRpdX2MUmFt9+5wMe/VGXvfMhbb+0Sxcs8cGCKOA255aoNvPXmFpdvb3Lf012eP1vluZM+2yYlkw1BNRD4nrsJpQAhLMaCMZY4yW7W2DKI3Y3cj6AXQbsvWB0IVtogdJ/r96/xI29Y486rUqYaFVZbVZrtCu1uQKc3XAkcuAXdgaDXd+Du9FxyenbZUh/v8/e+TzB7wePRA9/acNmV4jdedcdtdnFp9Q9npif+5wD4V7/0uzw9N80ffPqLP37bZa3fai+cmN7Q6HPN7gpnFiSDQYexsZRqaIgTg7USEEipkEqgZIpSIlueDZ6yBNpS0YLVvmK5OcGn7q/x2Asd7rhujR95/RrX720ylVZIkoBuP6TT8+gNNFGsiBNJkkpSIzBWILBIYQl8QzVMCPwI3xtwfnnAPU9Kjp3zOXluAmUC9m72uXK34sYrWqhgkQPH62wdr3L1Htg0s8pKq8E1WyWJsXzliYBBVzJeS3jTLX2+8EDMmbk6+y/zuLDW58UTHts3TnDd7kUeer7NIy8KBpHPFbsnuWJ7wBXb2hy/sMKx8/DEoSpHT9SoakGgJbXAEnogpUuqrHU3a5JClECUCjoDQasvaMUQmQRj+9x0eYsfeUOLO69J2TwZ0O+PsdwMaXcCOn2fbk/T6TuzWm8g6PUlvYHrG+0NUrq9hG4vpTewDGIYa3gMBjVOz4YcO7PCN5/5+oaXTp7+rTfdTnLqyB989KuPenzgR3/8by/A7//6J3nwyT/nhqve/ENzyy/9h3OnD47vmm5wxe4Z6tWA3VsD4mgDra7F04aKbzAGhJAugkvlIrh2kdzTAl8bfM8SeJaqnzIeCtoDj9XWBJ/+VoNvPNdn40SX997d5Irtffq9DlfvtmzfpBjEHmmqSI3E5uCWBk+nnJ63nJwTrPUMn3uoyvmlCWzkMREqtkxpdm7S7NkKV+9tYeQSH/xCjZWVMW69QnP13ib3PScQiceGCUmtmtCNfaSVYCVK+zT7gvkVwVW2yt03tnn46Qpbpn1uvXqSn3rbEh/+UpsnDtfo9D2W1+rs3lJh/+Yut+xr8/2vbjO7ssLnHgpY7gacvuBx/ryPpwRSSgQCYy2pgdhY0sQwMRVz7VVdBoOYK7YPeM/dAzaMKSbrAXEccmExpNvz6Q7cKtcrgC0duAeC/gC3EgxSeoOU/sDQj9xKMVaBGj4PPKXp9mPOLxpOryyxGp2Y7rb3/IcdW6+JWxz804/80Sf4iR97398+gP/OH36Et/+6J/7iF7/nB06dmv/9T3ylXz29MsM/fu8ad1y5Sug36EcKpSTGGjxlCIMUCwgBSsiMnmTP2gHR1wLfM4SepRJbqpFlLEyZqAi6kaQd1Th5rsa//tNJMAkiSbjx2i67N0UkCRhrsNYVcVxhSKA9n8NnfA4eC6mFmrovma4KZqYkGyY1W2YUOzen7N+5RiqW+Y+faXD6zDi37vO4YldKL2nz6IGA8YrH1JhlvB5RrTgqZIyk2VesdCzLzZRmp8Krrl7jyYNdDp1RjDdCbrlqnA+8fZn//Fl4+liNTs+y1tbMrzTYNF1lw0SfnVN9/skPdGlUmzx/Eg6flXieS8KFMIB1/7OQJLBrU8od1ySksUecBFhbpR95zC359AZuRetHqqBvvUjQHwj6kYvag8hx+UFkGESGfmToRZZ+7GRKKSCKDMfOxfQjmG0Jbrq2zf/y7h6nzi2Nn75w/vfHpi5LfvzH3/nAj/+oXQDS/xETu/6HAHzl/G8zsWVVTY2vvOvpg4sfvXbLmfBtt03z0a9XWWwuMT2+iqcsnV5AnDoQJEoipUVKi1LK8W3tvNGeFvieYuBJBpEhiFIGsaUSGwaxIYosjQQGsWGQQJQI+rFkkAbEacihYzWeOwSptThoO27sSfCV83zUA7h6MzQqMFaTTNQVU+OaDZOwY9OAzTNrxHaF//iZMY6fGOOGPYo92yR7t63yzRcT5pfHuHG3ZKJhCP0egQywSpCkEmEtSRqx2gmZX/a44YoKr9jX5qGnQzZOCKphnRv2GX7+Xcv8h88aXjxfZ61jWGsrFlc10+M1JhoVJhpjNKoxM7WYnTdEBF6CpxOUSpHCJRMWdz7jWLGwqIkTRZwoolgxiLPnSDKIJYNI0o8kg0i4BDUSDCLrQB0bBgN3nt3PrsA0iJ23xl03iA2s9SVL/YRNE12iQZ2vPVbjuVNHqx947/IfHTlxoiX8nTeatHP2fwT2/rsD/OOf+CRfvH9M1Stn37O4eOQjX3jwRLjnXQNefVNEj4iJRptKaPG0wNNORosTRZRolDKZWmLRUqG1xdMS3xPuIniCga+IYgf0OLZESepUkaR0pJCkljQ1pAbHtw0FuIVwnZxagudBoAVhIKgGklpVMVaVTIwJNkwm7NzUpV5b4zMPRzxwYJK1pQbX7lDs3Oxx+fY+qVjjK09UqXmamQlFvdrnwHF46YTmmu2W7kBx3eUx1+61zF1IWVz16fWrvPnmNg8+3+PoeUWtIgn8BtfsMfzLH1/m/hd7fOH+aZZblp0bUlabmvGGYqzmUa961CqWMDAEviHQKVo5qiWluwbW4gpWRpAYSZIKkkQQJ5IoEcSxZBA75SWKBVFsiSIYxClRbIhKgWMQlw/ox8IFkRT6iaSTCFZ7Fm27tLs9PvWA4psvddi1rcmYdzr46tcsk+PXvGrfji1//pUvfyZ981ve9Tcb4Fft6ct2p/P++x5e+i/3PboSnlrYwK9+uMvrbmzS6yesrFVJki7vf90aM5MRnV5If+ATxR6e9vC0wfMUnqcJIkXfy6KNJ4l8p5UPYpEljBDF0ikIyVD2S1JDmjp1IbWZUpKpJUIIpAQlBVoLfC0IfEkYSGoVQaNqGa8bNk4OmJlok9g1PvWg5MNfmmJDGHLtDsGOzR67thh2bl7lM49aVlZCrtikmGhAvRozf0qysBrg74ZBLJgZk4yPw9GTltWWYW4p5PJdIa+9sc093wqZqkPg+yg5zjV7BX/nrQt4coHPPzTBS+dDNrZiNownjNUU9YqiWpFUAk3gQ+CB1k5hcn6cEshxN3ZqIE0FSUoGdIhTS5RAHKcuKMSGKH+ODVEMgyRXZTIJMnHnvpsI2qmgG0F3kFDzW/zwGxZ48y1dFlcNWzYMeN31glowhXdqKWj3F37/kReUToz+M1yc+ZsJ8Ifu/yKtrvnxhfkD/251ea6xZSpEK8OZ5Rp/+pUarciSRBH3PdVkqbXE339Xi6mxAf3ISVRe7ONpDz/28HVK5Gn8WDGIJZHnSuku4ggXibKolCQQp5CmTkkwxiVcxti8hzMDtwO4UiJLWh1AwgCqoaFeSRivJ8yM95ieWOPhQxF//LUKh0+Os2vMY+8m2LbJZ9tG2L+jRTdp8fjBBhXlMTOhGK/DeH3AxFiC72uEcDdXb+Cz0opZ61qanYSFVZ8dm+rcdsUCX3uiy+HzDapBjKd8hBhj71bFj75+iZv2L/DHX6vz+AvjLHc0GxoJ49WEaiiphIrAEwSexPNcrqIUmXzoUG5xPazGUAA9SU22umXSYmJIUgfuJIYoscMjdqrMIBH0E0EvFrQTQSeBbt+Qxj2mqm3+3ruW+F9+sEfFDxj0PTq9gLnlMY6dqbOw6nP6wtlGX8T/8bYbrvQ/89nPf/hd7/zev3kAt3YZUD9z5Lk//43Zk+endm/18T1F4MV4MqHuw0JXstSv0Op6/LtP+hw8vszbX93hrle02TQ9oNUO6Q8CBpGP72miWBPETt6LfAfwOJZEiVt24yTTtFMy6Y8sckuMZQhuV6TMIjdo5QomvmcJfUMlTKiHCRONAZunW8w3u/zO5zy+8uQkK6s1LpsR7Ngg2LrBZ9sGwe4tfbS/xscf0Jw4W2PfRslEXTJWS5FywPlFS6AlMnM9RrFm54YWT5DS6ipWW5b5lQr7toV8/91N/vw+n1PzAZ6OEcLD2BpxIrlx9yo7f7DFV57u8rGvTPLUqRpbJwTTtZRamBL6gsAT+J7E0wKtMkelFIUnw+JuMmNxSkvqAJ+DPEkdpXNghyh1SWSUF48SQS+BTiJpJ9CLDEk3YttMi7tuWOMdd3Z5040WaRvML1Vpd6ustKosLFeYXfKZXYTzCykLq2emwvHtv/WzP/H96vRc5w92bqr9zQF4r7vCoO//VHvps78xpr6+4ao9gkowiVYhAo84sURJQmoMwkokmuZgnI/fH3D/gSY37G/xg6/r8dbbmkyNB/T6Ab3IJ4o8osQjinWRKCWJIk4lSSKJU0GSSNJUkBox5NpGULAS6yK3FKCUUx08ZfA9Q+CnVIKEemXA9HiHXtzjvgOWT3xzjMdfGGfC97hmq2XzpGTjlM+WGcm2jRF7tq7y/Kken3twhjGlmRkTNGqCRjWm2U350qMhdd8ihANWb6B5+x0DvviY88Q0O4aFVc22DXXe+coOjx9qc/CoTy1IUFI4kJsq/chx/R99bZN9mxf4+P0tHnlpnDOrFTY1BGOhpeobQm3wPdBKoKS7kV0kh9x+ZDKqZsxwhUsyoLsA4RLHOM2Anbqo3U0EnRSX80QRtUqX971xlfe/vsmN+wwbJjzanRqrrQrdfki7G9JsBSytecwuWM7Ox5xfSjl8wfLSyjMbNm5q/MbPvPsNZmVl7UOTk+N/vQG+2myyvLhGbyB/7JsPPPRv/+SzT0xt3tDlLbfEXLUrolGdRIoaS2sSTwlCban7BpBoKWnqKudaHrOPVXnsQJc/v7bFe17b5U139Jkc84migEHsuUQ0S0bjRJGkiiTNCjbpEODGZpHbDOUoIWyWVJpMmTH4Xkrgx1SCiHqlR0qPrz8t+dNvjPPCyTFEHLBrwrJ53DI9rpiZ9Nk0LdkyE7NjU4uzi21+9ws1kkGFbdsE43VNowaNaozwIlq9GuN1ixDOsx4nkslAkZiEduzT7qasthTnFytctafOz37vGr/1ZwGnF2toFWc3hiZJQvqRZNNUwI2Xtbh2T4cXT5/nE9+s8LWnxpltVqgFiroPNc/ia4unQEtXzhdi1F1nAGvcTZcaQWohSYXTz1NBlLoiUS8V9FLoJZYkSTBxxFTY5c2vW+O9r2tz5zUJjVATJzVW1gL6g5B+5NPr+/QjTZRI2j3BmbmYQ+dSTq8arti9wutfcYZ99c6Gk0er/3b3vluT1tqFPxIqoF7/7nXwf1cB3uv12Lhp/B1fvO/J//ypz3y9MXu+z1OHtvCVp3rceVWTn3zLeRpjDeZWJ4kSRw8C7aiDFBZPCNrSp5doFgYhn3+sygMvdLnl3g7/4N1trtzRYsO4olHVRLFPlHgkiS5AnuYANxJjJdaWGiHII3de5jdonRD4CZ6KaPViFlsx//4zIScXJnj64DjW+ExVBBumLdNjgqmGYmrcY+OUZNNUwtaZLlPjq3zlGcNTL41z7TbBRF1Sr0oaVUOtEiG8AUGg0YqsMQPSVNIbaHr9mMQI2j1Du2NZaXnMLTe4fX+H265a4+P3hlRWFFrGDpBWk6Q+USzpDTymx0Nu2tvhpss6PHHXLKcXJX/8tXEW1qqcWw7wlaTmCfychkmXeBaBPKcquEieWEFiIDaCQQr9BCJjIU0giZFqwJaJHtfudNfj5itTGhVNktRodQL6kU8cawaxxyDyGMSK1AgCz7Blpsd9B3okesCv/FiTV16ZUvHGmF1IOX7oq1Oen/zn6S23rib97ue+m5j8rgH8pYMn2bxxo/ron37sshMnjjfG/Q5sUAS+5UKzxj2PVPnmcwmhlowpS9V3S6evHfpkpkNXtKGbCLpeQC/xWI6qfO2pMR5+qUctGPATb2myfSph55Yet1/dRgtFveq6eJIkr0o6r7S1pciNRUiLEk7LtSQgE148KXnykOaex+u8eKZOlFSpa8VMxTJZs0xUrdPBG5rJMc3UuGDTZMKWmR6bZ1Z54IUBH7xnA5vHNTMNaNQUjZqgXk2oBAMePqLoRxqv5kBlrSBKJKFWXL+vx2MHxp3xqZey1vJYWguYX5rgZ986z7mlZR57dgZPAiLGAEmiiWKPQSTp9DQT9ZDxRo3b9nW569ouP/iaRQ6dNXzx8ZDHD1U4cqJGIjSDgaIbK5SQmb+nnHhmNQFrSIzFGoMnUsb8iJCY227osHtzn23TMT/ypgEVX1ELNVFcpdn2M2lXE8eaKBnSxzhx1lqtDds2xPyzH+3ie33qlYBmu8bZ+RoLywGzixFnFx9oXHbZmcte/6afUedPn0i37vzu+Mm/KwA/cOgpkiD1jx155CcbYfrvmqtrbJwO8bwEJWMCzzLdg0GikQJCbQtOKAAprJPpUouXWnwlqKaCvoZ+qumlmm4a0m6n/NuPT2CTmI0zfa7a0WdqLOE9r+2xY0NEHIuMb0soRW6y3yWlQUjBp++v8PzxGkJrTs9WOT9fJawoxgLBeM3SCA2NEOoVwVhV0agrJuqaqXGYHk/YONVn64YWqV3j0w826HVqXL7N0qgq6lVJvWKohwmeF/GVx0IGXYm3AWQGpjiR1CqKN9/S41vPGDoDSaeX0upq1tqaueUqV+6u8547Wzz9YpXTK3WUNECc8WWPOHVqUj+SdPqaZsenXqlSqwy4clufW/f3ObvQ5NSFNbSX8twJzZ9/s4pQyoFbyNGLaA1gwFriKGXnxoT3vrbHdCNl/07LxilIE49BVCdJPFbbmiTWxOmweJRkz3GqSEoeHwEMYo2gQRzXWVlTtDo+yy2PpVXFSssQJS0aE/6/e+DhR7t3vbLx4eMnHo/27rn1rwfAH3v2NImt7mvoE7+z1X9AvuGmSc4vhnjay5K5hKpvGSQWYy0CUSzXxli0JQO344CBscSppZoKImOJUsHASAapJDIesYHFToNvPm+wpPzl4zFCpO4iWXeRIBNLnBaIEAohJFIpklgjjcbTknoAu2csNc9QDQzVAKqBoFaR1CuODo3VJRMNmBpLmJkYsGWmTcoq//4vQh46sIG9UzBRzaJ3VVKvJFQrEbVqj0qlSqAkSmYcHEcH4tij3xP0BintgaLTN7R7xrXM1XzOzY/xqqsG/PwPzPPbf645sxYghMHaGJNa4sQjiiX9gUenp6j3NLXQp1oJqQZVwiCmXom48fII34u5+fKEH3ldF62SrAhkEMKOkvKM0hkjEUISeArw6Q80y6va+XbSPOfJjkQWOVCcSNIM2IkRpKksEnwRSTpCY4wgiiXtnmK5KVlYMcwtJZxdgqX775f/4hfav9Oc3/agiPovfDew+f8Y4M8+/kn276pUPv6lE+/65JdeENdeFnPTvkW2bx4jisfpR5rUgJIpQWwLS2qexedKR6pc9p7mGX0qSIwdZvbG8UN3CCIjSawkNZrYBKTZf7P8KKqUArQQrlKpIKxYQm0JVUrguTwg9C2VQFDxJdWKpBpqB/CaYLxumGwkTI0P2DDZYcuGZT54j+FjX9vI9nHFdN3QqCnqVUWtCtWKm1N4Ydlw/EJA6Dv7LVB8536k2b3JsGm6T6vvF/bTVley1tbUKyH16jg/8roFTlyY4/c/txUtNRZDalISY4kTzSBS9CJniuqGkmpfUwk8KkFKs+1yDN9L8XSK56Vo6RolpHTlfJEdzroiAJGBXNA0mcvSuLzGAVaSmGG+k6SilOCL4XuFipX/9zJfTCocvepLWh3L8lrM2aUBMuzzhqt70H1efPE+/a4zzSuP/18f/kzv7/3ku15egB86Lf1jpy/8csjsL08HSn7lwRm+9WyX26+I2dBI8bVHGEiEAE8b0tSB3BjheJ+hOBzAHR90f4/SYYdl9swp57RcUSRKZc4NZJU8R4e0NGgJWjllwVMCT1unG2tBGEhCX1IJFJVQUa9I6lXLWC1lvJ4w2RgwPdFlx8ZlHj8y4OP3b2EiDNhYNzSqwoG7IqmFhlqYUK8OePwwPHeoymUzNuO9w7J5b6C4eb/l8h09nnhhnO7A0uundHo6A7lHNaxQCcd536tXeO7IAo8d3ARWYUzq7LCJJYlt4SfpDTTVvqUSKkLfEPgegZ8SaIPWKZ42mZfeWSCkdMk9wiIY8rlhcu4sxCZXpEwuv5ak2JJqlRTvlZ6z7+v+naucRrGgH0EUQ+DD3Tf2uOXqAfVgjGcOVeW51vz/91U3j/lbNjR+HYheNoCvrPblYND7ta9+8aP/+MTJZX/DZMBVieXCaoOjp8Bslfge+J5LbLQSxKnFFCC3WUXNkhqBVwaxGQLcWIq/Z7KbIi9WWGspVd5HVty8VJ0XdJTMKpaKzPviGgYCTxL4ijBQVAJBtSKoVyyNaspYLWG8PmBqrMeWmVUeO9zj1z6ykTPnxtkzbRivQqOiqFUUtRBqYUoljPG9Ps2+RUmFpyxSDj+ZA4MkTnwalZhuYuhmPutuP6XdlTQrimo7IAzq7NoU8y9/ssk//6jk0YMbsSiMNaSpIUkTosQQxYp+pOgFkspAEfqSwLdu2q02eJ7T+7WyDuAqM7JlNEUIO9qgm5X2bRZEbBaN0wzweXQ2xqlCSf7aCNKUog6RZnWINKOfSYqzBiQgpGDDpM9lW8dIBoKD5wMW1wSDzrx/9Ij/gdOngn/zsgHc2kWsbf76c0/c9w+jzvmwVqmgtWCbFMxMOrhpJZ1S4snMFSjQaRbF0wzgNge4zU5YXlbPQJ2B2xrrusgzC2j5YB3AhRgeUjqK4jqCnFyWe8k9LQl8ie8pwsCNZKgEllpoqFdTGtWYsXrEZKPHlpk1HjvU5Z9/eJrDZybZOekUlnpFUqtKF70rlmqYUg1j4jTiT+6tI5XCkxYlhjKhsfmy7vGjb1zlq09FtKOAbgbwTk/R7iiagSb0AwKvwf7tCf/qp5f51Q8LHnlhI8ZKUuPK6nHijGaDyDAInd01CAShJwh8V9n0tS0qtloZpHLauBTWNUrkAB+WPIEsiOBqCU5tyWhHEYiyKJ0OAV2AOv87qaOWaVZAyotJZJTlxLkqFlc86vZS4ljx/Etnp3ftv+ozp2ZXHpNS/tMdm/7bikD/zQA/feIk1prbzpx4orJxqku9GtDpKbp950xLUlGYmlILOs2WsFQUNCWP4qmxRUUtB/3Is8miiLVZ1Ca3O2PXfa4c4LkHI6/k5dFb69x3IvE86fwbviAM3MyTapBSqzhwN2oR440eM+NNHj/U5dc+NMmLp6fZNiGYqpWoSaiphc6/UgkTKkGE5w04vzyBpwRKmkyWGyaZaSpJEsXmCUuSxLTikN7A0h8Yev2Udl9S6SpC38P3Qjw9xhXbEv7VTy3yT/8QHntpA6mRDuCpJU7SLJIbBoEhjCR9XxUUzPPA02RtftLVAiQZTQGRPV8C446ukBWFEEVxqAB3CdDrX4/QzMwKMKSpYAfQsu79Qex85p2+pd1Ng6A++4bZsyeFlPKvguN3F+CHn/saG2qV6u//+Z/41++YZ6ImaXZS2l2PTk/TixT9SBZOtSRbouKEUhndFl/alKhH+bXNXxfR2g4j97f5bIX8mLkEpRQFuJUc+skdPYHQg8A3VEJLJXD8uVqJaVQjxms9pieaPHW0z6/+wQQHTs+wZVwxUzOMVQT1UFINFdWKoBK6m8OV+iMeOyjo9H1CRXaTOQ6eNyGkRhAnmlqouP3qNo+/2KAbl9vBFO1AEfgK3/Mz/jzOldsNv/mBBX7p9+CRgxuIjSQ2JmuWHvZgDnxJ4BsXvTNvipfd3O4goylDGiezKu+lQJ4XhWwJ4ENPi6Bs4DJFdRRMOlyh08LvYrKWutz16QYY9SJLt29p9WG1K2mmSzz44J/6uy77QPWPP35f90ff/7r//gA/fPwUtYlt488e+MzvfuXx5NVHTjb5hXdHjNVrNNs11toh7Z5Ht+9AHkWycPppJQqfQ750pdqB3WYc2508O+TXJcUl/zkLK6O8Wzi9VcgM3JnJSBUAB5U5Bj1NlhsYQj8zWAUplYxe1CsDxuo9Juotnj024Ff/YILnTm1g07hmpmpce1YoqFUU1YqiWkTvlDBIqFf7PPCcz1ozZGJiWCbPAWOyBCxOFRumFK97RYcHnjSuiyYyJZBLQk8SehpP+2hdQUrDldstv/GBBX7p9yyPHN5AbDRx5gB0tlcXyYNYFu5CX0u0zkxYUqB0fm4oPl9+E+ZUReSuNIYFofXHCNBL+ZIZWZ3XA9xmq052Q0YO3O2+YLkrWO5D4PX48dfMc8v+ra8+sfLcH/7ED7/5777tDYfXpmb2//cF+Nlzs3jzS7/01YcOvv/FU6t885lNLLbmededLV57fZd6tcHiWg2vHeD1NT2pULFEKWdjHQH4Or5msuKMSyLtaCK5PnJnSM8rcgX3lrmDbsi7c8egVq5y6mmL57nG4tA3hH5KJUyohjG1cEC92mdyrMnTRwb88u9N8+yJjWwY99hQTRmr2gzcWfQOJZXARf8wSKgGEYkZ0I4ChJJ4eQQvOLjIoltmEIs9an7f2QWikIkc5P2Urq+yLVEkntZ4Ot+A1nLNLstv/d15/tf/Ynjk0EZioxmkgig1WRQXhLEh8Cy+53pXdZZ3aOUswkrK7PxkXfn5c8mYVdyY5VxnHbiLIGSGgWk99cyjeJKNwotSSxRZ+pGlO7Cs9gSzLcnaIOL1Ny3znjtbvP02OHr2AuP+s+8/e3Ln8SSJ/ul/1wje68wSVjfv/MhHP3TtM88tU7Ma3dDc8/A2Hj/S4ufeucirr15j85QpkGitKJK9WApUKtDpkKLkmXi+pA1PmChFimFV0pbXzDxql5PKfLnNOnRUlkxpbfGUA7avbeEeDL00480xlXDARKPLWK3NYwcTfuWD0zxzYiMzY5qZSspYaKln4K6ETk7MwV0JUkI/oVGLOHjKcv/TNXwp8ZTJkrihRpF/1zhVJEZz940xl+3pcPxMhZmqG3DUz3ogu/0sCmuF1h5K2qxoZLl6J/zm31nin/6e4cEXZ+jHFVcMSyzVzMMdeDiQ63z1MkVvq1RpscIpKUoAFyWQcxFfGYLcjgK8BO6RPKrIuYY83M1tGYL79KpgerrJO65d4efeEbFpssrcUg1PaQKaPPLYgWvvfP1P7Xzp8LnTV+3f9t0H+IFDc8yujO06+eRj/+fq6to7tozH+EhaPcNUFeZaY/zahyq85oYlful9XabrPv3II05TB8ps2qujKaKUiDiJcATUJte1uQjYQ1qSRe714BYWqXJZMBsQpLKorS2+NnieIfAMgZ8Q+glhEFENB0yOdVltd/nWC/Cbf7qJ549NM52Be7xiqVcEtVAUWrlTXoyL3r4DeCUYEKUp/V5IqNxNJoUYcfLlhRSXaGrH5fXALdWxKAHc4PspvqfxPIlWCiW9AuAIuG634Df/7ir/9s8SHjk0xWyzQb8mGU8t9cQSZhMHAs9m2n+upNgieudUJQd48XmzD13GecEQs4syXFntMPksU8tc3s0bLIwlTRzAo+x5uSvZsqnFr/zgPK+7zmOltYEjpyu0uz5rHZ9z8zA5vfqO3vIj6ZX7b/hHNrpwSvibv7sADzhCSHjrwuxL73rhxeNUQp+ZCUM1TGlUDJM1w2LL45lD09z79Ao/9Bp3EZR0wBIYpHAJplIlDdWIQgI066jIxVF7lBXmF8GNe8ijt83oiS2GA3mZLdbTJhszkRbgDvwM3JMdFld7/MafVPncozMsdSaYGZPMhBm4Q8e7q1liWQkk1cBmEdxx7zCIgIhvPOuzGvtMBYz4sRGjK1SauuaHRqB57Q1dHjsc0Y4DxmLjutgjgz9wXnVfO4BrZVHSQ0hXoMHCFdslv/0PWnzxsR6//qGNnFuaoDeuGfcF9cRQTSCIwfesG0WnXaFLFwDPk3H3XE7UyzemEEWvyDCKF4GodO2yHGpIVyjVO4ZSockW+tTAG2+MuWnvGMfPTrDc8un0NJ2eotNzluel+ZM88/z0uxZalT+Jo/6p72oEb7a6VOuVy4+99PVf8JInuf4KN3q3P4DaIKWfjRKYGbPsTgJCMc3CSuI6yAUo5TzfQpYKNiavktmLKInJKpKXpCXZic4jS15uzlUAlQNcZc3KWfXOy8dMeCm+lxD6MYEfU6/00LrLA8+l/OGXGtzz0AYi02BDQzAdOlriJMBcJ1fZIbLIXY7eMVoPePilcbqRZnM1/zzrI3ied0jiRBF6ituu7JEYB/BeLOjnakjkRq55Opc4VQZEV310YBNMjwve/5oO9WCWD32px7demmIurtANJY3EUtPWgVxneYiyWV5iM5Dn51AMveMSJMMoXp7yUL4keSucHQE8pWtbTj6HQLfWrXBbxgymN8GTL3r0I80gEvQjQS8S9AaGaGBYXBU8d/p5fvpH9vzCa++665k07hxV3l/dBfRXAvzs2XMsnvkiQWV8y+rCsbui/oCtM5owMHR6MvtArq3JWkvgw1Rds9SMCfzUjWSQLoIrKYaSUpZsOW+UKErto7SkJD2U5Sth11GTvCrnHINKUky+yiO3p5wXI/BifD8m9CKq1T6+3+VPv6b513+0geOLk3hByKa6YDJIaQSWWgC1rMO+ErhqZ5gVhJx/Jc1WAkdPllopncjHVwpf2iLBpPRV8u+eZj6OKPGoeH02jfdY69bpxSIby+ByBc9LM5lPZXKncgAfSVyd8/Edd3a4+apFfvOP+3zsKzOsJDW6gUfNkzS08+AEGnxF0Qyh86JPtvLJgqoMC0DloDJKVkYTzxzgownouqhekhm1gpnQsrqqefaIxvfyphBDlM1f6fZTVtuW1LR49KlDdy2uJVtWVptHZ2dn2bJly/8zgBuTUpt5467Zc89/cG72afZsi2h1PZQy1EJdzNFIU3cWfM9Sq+Sd6yKzqIKVtpQwiqG8lOmqljK4S1bX0kNgh9Ekq77JMsClRUmDHIncaQbyBF87ShL4AwKvx6n5hN//Yo3PPjjFifkJGlWPyRAmgpR6YLPSew5umYFbFkWhMOPege9unEZtwGce1hw9XSHMZigW7WIMUV6McbCOh8eJ5oqd8Lab2/zhl6foVDWN2A3VCaIsb1AGrWU2to4SyL1SWHWrwo5pya/8cJdrd5/j9+6Z5MTcGCtJha6nqSlBNQO6L7NxHZnKVKx++XnN5UMcPx9WOu3FOnm+0mbyrfkOgM/fz+fRCFzT8vxShKfdG2kKUeImZ/UGlu4AFtqa2otHeM0rr/vg97z2lresNZt/JVX5jgBvtmMaNc0Djzy97dzpl/ZOqhU2Trmppu3Qp9v36A80Uey8CNbmOyE43pgbe/Kom0flsjJSVMmsKJa7YVTIw7Yd4YE5sN2zHQ4IkiZTTfLoneLpxHXu6IQgGODrAe004nc+5fOhL27i/PI4RlWYHFNM+pYx31DNIne1KN/LzKeSUZNMOy/A7bvq5SCOOHouoBMFTASZipMXnXJVIq/C2pInJdY0aprd2yJU0Kcd1en5gkqmEfsZvfIyiqJz1UOob5O8KmbGuvzsO7q86+45PvTFFr//6SmWejV6OiTUiqoWVJQlSKyL5jLz5MuhvSGvcl4UyRmlKwW4y9EcLqIs6wt0+RzFgQDbd9VYJd3fcXMVLf0YugNBsy9Y7kvq55c4e+rZvVs3qG0799xyytoEIb49jL8jwJP+PKlfm5ls6E/93r3Pezu2JARBmxsu77HcrNLqhvQGHlGkiVOJNSLjw7Yw9RTVsZKeWo7SxesM0JeuUNqSHGgLYI/QE5m55FTqAK5TtErxvZjQj/C9iGY/4uHnJX/6tQaffnCKflrH932mfMG4b6j5lmrguo1ycIeBJAgkQUZNXGEoUyYygPueq3yevGD51lNVotgjqNmLEsz8UZS5MytqFLu5L6+7uc3Hv97h8LkavdDNHBl4Fj8BLzZ4kUEpN6fR0Qg5HO6TAzzX2I2kGmg2jvf4X9/X5codAz72tTpPHhxjsVejr3w8TxNqQUVCIDMZNZdXpXX1BEEJ5KOelfXmrHJEL4IWQ5CX7RWFpSJTVuLE0pNDv06cuhkynUiw0pcstQ03XrHMm26K6K0+5/WjV31qbqH1iijqLP43R/CV7oQ8d+HwrXOnvzH2hpt6HLlg+dBXBB/wuly+tU+jWmGtU6U3cL14aeb9pUQdyD3H6yLzyAnIQF6O4CPGH9ej4/5bRUnZFHZPx7stWqUO4Cot6IjWMc1OzEMvCD7y5QZfe3qMlWYdWQmpVxTjnqXhG6qepepbKj5Z1HaRuxJIQl8R+oLQJ3PomQzchsBz/FvpAUfOwflm6AorGb8dLZwML7Drg8xspkYSRZqNDcHl23scOJPQjT0G2YxvP8KBT+WTdfNCDch1nTn5zZPLkHHq/OHvfV2PN92yyn3PtPnoVxo8ebDBcrtKU/p0fI2vBL4UBBLXwyktWuR5TTaFQGS233URfF3PROk6l8HOyPWFdbaKkhktMW5KVisSrPYMWne46fI1PvC2RU5emOLzD6UcXfr62A+96zW3Xnnl5V/mOwwP+o4AX1uZDdaa5r985Asna61OnwurDR4/NM3DLw34vjtX+J6bO7xib0TgVxlEPkmiMEYOQZrztfVdIyUwjwok69a9EWpiKRv0HS0xGec2bqyyTPFzNUPGLLYTHnhK86WH6nzuW2MstGqIMMSrezQ0jHmuk6fikdEOqPgiO2RmOc14ty8I8uidA1wn+H5C6EdYG/ONpwNOX6gwPSnwpMl4rBg2+pbPgRnaTtNU0Rt47NwoeN0NXT77aEQn9ujFgtCz+ImL4oPYllYpVejVCDlCU9whh40KxuntlWDAe1/T4w03L/OXD7b54kNVHni+zkKzSk/49HyN9hRaCDwp8KTEEzajWhaFKFHDUflwNO0sG7XWgbx8ebP/K3fOJgb6qRsmlMQRt+5f5k23NHnnKxN2b/Z4/FDC1dsXkfpwbbLx6v/SXpm7Euj9NwH8+LGDrLW6nD+XstoZJ0kF124TLLWq/Oe/qHPvU4v88T+dY9eGhHa3Qpy4ccR2PdVY14gwpCUleWTdYyShLAFbCJPJgQaRAVzrFF/HhGFMf5By+DycmlV84t4xvvxkg4XVGnghuuFRVZK6Z6lrQ8WzVDwIPQfu0HMzCZ3NVJYOkf25zUBuCpD7nmtPOz5rOHAyAM/LlnlbKtGLkZBXTrzSzGGZpG6c8zW7B1y1rcOh81V6oaCaCILYMlBk0p7JoneupuQS5JCrFDp7JkUao7LpAx79yKNSGfDjbx7w9tvX+OpTHT759SqnZkMOna8SrQUkgaavNVJJV84HdPacR/KCuqy7Vuvu44uiuC1d4fLfMxZS3PDOQWqJ+gOu2rzMb/7sEvu2VFlrT/HSiZBGIKhulCysCI4fP4n+K6TCbwvw+bk5MRj0f+ELn//49G1XhrS6hk7X0OkbVhspp5Y1R89P8W/+rMu/+qlVJmqGQeyTpiob2SBHOmzsJUE++kXzr1uO/CLvNsmjtjBu9INMCQI3STVJU+aW4d5vao6fq3D/4xXOr1Y4PluDIEBVNaFW1LSlpo1TETw3OD/03Lg2B+L8kNmhMoCTce4M3F5K4Lno7W6siJOLcPBUFU+OyoPl5up8CS5UhVxJMVlfY+Jx1c4el2/o8sKJhG7iUY8FAw1+4mYCqhLApRQIKUciOazXnUWRzOZ9lHHqMfB8GpWIH33jgDuvbXF+tcU3nvA5cTbgq09XmV0OSXseRmpiXyGkdCtF1pUvySqeMKQt6y7neoXFXnSlKVZyZ7CzGJNCErF5rMn/8oNL7N5Y4fzCBs7N11lp+bS7ilZPsNYyVM8cmX7/+973C7Pnz//Wlq1bL5m+fVuA95e/jDHp+y/ffLZW9zTLTU2r4/ZjbHVSYptyZkHyyS9V+bnvW2bLTBelEpJEZzRFDiO5FQUtGf3yF0fvHMyjkbtERVSKF6TEqeXEWcGBE4p7H6/ywkmfl05WaA0CBlEAno9qeARKUFVQ1YZKSQcOdO7TyG2zzhceZLTE9xW+L7MbwA65t5e6yqLneH7ox1gTMb8iGdgArSW+tOiSzLYugBcgT+1ov2OUeAg0M5MRUvXpxB5dLZzSEQ8NY26vonLlsZzFy5KtVQ4jeWkwkpeqYvxEd+CzaSJix8aYG/cM6EU9fuJkkxdO+dz7WMiBkyEnzoTEiYJAYaUCIUllqRpUFCnWm1dKV/si+JWreHlBJIU0QcQR2/Z0+MG3djG9Cs8thrx0skKzA+2uodVN3Ua3nblaTz/8fq3Vb/3fiuD33fd1njm2qg4eeVw0ggVedZVmbmmclaZPp+9O0v69Pd5+93mePDigG0la3Qit+lQagFFu6xHjxvRak9fc8udLPKwDNNn8Ek9nQJeGOPMJCwGnzkn+7GsB3Vjx7Eshx84GLHV8BqkP2gfloRoKXwoqCqrKEircODOVGY+Ui9q+J1zRowxuT+JntCTwXc+gU02c9Olpg+8lWUU0phJGLKym3PtInWY7YGJMoDMtPjd9XWrOe+G5Kbi4ZDBQTE8p3nR7n68+2eNMs0bPk46maPASixfnmnWmscvUyYWUZ53I4ncYq0u/wwHdTxWpViSecmMfYs9JqV5MzY+585qE264c8M67+hw5K3nuoEcvUnzs3ion5zwQkm5Pk0Yqt29idQ5wcfEXviS43V0uEoswFmvdVIRKNUEHCbUw4S++6fPIgYB+V5L2YhLjtktZ6VjOrRruuG6FTY0D4vI9t6lvPXBf8uq7LvaLXxLgUsJYffx3Tp7S1z1zvIExC7z1lojVVp1+5OZ2T4+32LhplZsOJvyz3x9ncVVy4/6I975+QJpZImfGU66/JqFasQjzbYBdit35cJ5mV/Dc8x7LLefae/ygxxceDOnHin6suDDnY4Qmth5GeKA1ItBoKfGVIJSWMAN2oCyBss4DrjPNVw8jt5/3ZRbgVlmPpiiit+8ZfD83aKVF9Pb9GKUivvmM4rOP1lG+dnLbCP/+9hE818LzbvQ4VfT7Hm+/o8fnHm7xsW+M0UlCahkP93IeHudFGVt0CwkhC4C5XyVLXL8EcJONddAukntakWiNTlIHdJWilBukPxEm3LE/4fb9MVYMeM9ruvRjN87t8w8GPHHQpxIIllqK517waXVlxpLW6aKXALe1UAsM198YMT2eusaX1PDe1/e5YX/Mwqrkn39wnMdeaDA+pdheT1DSmdEWuoK33rHCD90tWVpT14XB+O8Yy8/+V0XwF0908SqVxtKJv9j/+pt7Kk5iPvbVmO+5rcXOzV0GsUZJQ73e5dhZw//+oQkefq5GiuToOfjC/W42iU0tYxMpt14XUQ8Npug1+/YAJ1Md1jqKJw/4tJoKqaWbiWK1i0xC4+YCa5AaKSWeFA7M0hJIgy8dEHwFvhrO6HMgF8OGB+0aAfLG4zK4XYTPbLVeHsHT0pEQ6BhrI84v+USDkGBM4mdlb5W58kaqmHlHD8Py+hDkktQoothjoq7YPh3hiz69JKCXCCraDcHMPSR5QUvJsr1VFr/L/Q6ZFX9MaQi+ybqqhtQoSdKsbqBcgUwlrugSp9n2jSlSJmybNtmKYbhyR5/I9pDa0GwKnjygWetKVK5afsftSZzRqhYYbr0uYXzCYhN3LirKTTjbtz3hV3+qyT/69xWOnPNpDQIQYBLDeL3NT3zPHM++uJXHXozV942t7H/fu9/dsHatJcT4XxHBkyVMV/3WI88ceU3aP8PWzTH3veDzix+EN9wQMYhihLB4vuCP793AowfqpL4HQpAATZupvMrQWrNc+KYZWZK+Pb7zu15ghcDkWy6QeU6FGiY5UmZSVg7qrOwsyTZuzXXj0rPOOukV2dZ7FOB2bV0KPwO3rykspi6CZ1FcG/ysOup5MUEQc3bJ8MdfrYH28aQYJpgFPREXRfBypS8fEurA5gbrRLHHj7ypx18+0OOl+Tqd1KOauE1pnQvQDjtxVF4TGCZ7xbnMVwojSwav/DCFF0ZrhZe6eSleBnQlh0Uz5xvPXguTDQ5K0cIibMp01fA9r7Qg04xmZl/y2wbxjEoZiTUeaSwzGiuJUkFkXRX11dcm/Kd/tMjH7u0iPTfcMY4sb7ipx4ZGwtnVPn71POng0GuWV8/8Vpomf++vjOAvPft5hJB+mM7z0fumeeaEIBGW0/OWz96fYmymqYt8io5GFQ21NhvjkKXwuB0VMnf3fwXAZYnHueRFSFm0oCkBnnBl5UA4t6An3c9aknkqsu7x3EikKc1BIduZbdhVPwS4LGhL4Nuipc33TWlwToKXRW9fx0gZcXpOsNgKEVoTSEboSVGeLxnFcu2/7KAs8+MkVUSJx1RjwM5NPQ7NDeilmn4KQSrwUouXZDw8oVCWhiV0NZLs5UqFm7RrSx1UOTUybtKBkiidb1+uMrNaisw3380OIQ0qA7nIfzdmnZRrS0C/BL5zrR5R0u1FMVMyH3EthOWGy1NuuypGiEH2XSRR7JEkAb/8vgFPHqxw7zNrCPl535iL6z0XAfyeb57EWMHOmSXGKh5bxyukZGZ16xOb4RJbVrtT3ElMrOuiT3MpLAP9aCI96kgYCv6iiEI5QApQC6dMaGkLj0f+ungvC/ZDKyhFg62vhAP7CLile/ZzoOfJZwbuvPtHm4KieNrxU9+PSYj54sMV5hcreGMKv+zhKCsorAtmI047sS4JVPQHboLtW1/Z4eHn+7SSkK7WVBJDlJXTlRwaovKqsRCGYedQnmiKQpZ00mE2U8VCqtzv1EaQKIFOZbaLnfPyJBnQh8U0UxTYpDSlwpsZKcINy/lDrWzUXjusZA9p1BDgOeBH0FJ8j+G0LWsl7T5UwhU2NVJHg78TwFtzf0m9Hr7qY5964ubP3zeg04rdP8yjjKXonSzGBeQFC+tGrY0822xQDGI4XyP/xOs6RfKiQV5IUIAWeT+jKxm7+SZDjqtyYEu3n3w+CqEM7GIOisL1I14K4HnCmfNundMSm/HtUS+578X4XsRc0/D0sQpoH53RE10yKOXVPrEO4S5y2WEkz89pXnVMFXHsccNlA6bGezRXq3QTRVWBl7jvolLrjrgMcBzIi1+UjZAuT6sytphSZZTJBi4JUiVJlSFVgiQDedm8ltshZA7yHNRZsiuEReJUL7eS5HrZOqpSVLJFAWY3WEhmN7ssVKUc+KY8YasYJ+deT9YEl2/QPHJg5uaJrXe86j996E0P/fxPvfXSAF9Y6dLqxN8zu9K8fqXdYaIWALbwcA/Hp42OVXNzA7P5gaktRXA7jOQFwN3JdpHNjgBclEAuL+GDyCOWzt/LPOC51dM1F+edKo6WqKJ7ZQjsvPnWRe+Mc2sKvp1Lgi5iD8HtFe7EGEHMPQ8GPPxCHRlofCnc/O3CQThsoxs6/tZXMy918RSpUfT6Hrdf3eNtd7b5/XvqRGlAJ5WEqWWQkK1cZdefyeicWXdDfbtIDkbL4Ri9DNypkihlXESXMhstYUpW5KEHaGiZGP6cj4GTYgjuoeVKjHz3wjptymPhVDHjPclnHWaj4vJpBGnx9925Dfw1Nk6vXO8F3e/Bjx+6ZARvrc5Srdbf9PBD9/7wyZMRFd+nHjhL5nCMWj6Wa7g1X5Lt5xKnrsyayMwGmrcq2WF/5bA8X47edqTSNwL0UjTMu0zyyO2m1uY/k0VwijaskSiedcN4ahTcbpzCusid9Wz6WXub2+VtSE3cERMR88lvNEhtgCqql+UEc9jXmCsbIxw8243Y5s0fRrrpUGmebGoEHu99bZc/+eKANRPTS0N6qcBLKKK4lBaZiMJ05uTC9VxUlqRJUQK5INVZB7zKQK4tyji6kiqLSp2D0VWPh3uXFlRlnbtzSFMuXcIve1TKAC8Xo5J0uMW623cpH/I5HB5VBnjoNUj6CRNT8Q+/+tWvvf/4yfNf3bt76yjA51cG+F112Wq7uXfftj6bJ+qstI1r88+GtJh0uDVfnOTbzsFAWVTiTngiXRTXeRQ3rluHjI+Xb+ZCNxFDoMt1kW8I8FHOmasI5dkeSokhF88cdyPDbjJgayWGSkohB7qOe9eYbLPIPUwwdSl6B17E08ckR2dDrPJQUuJL4yhV2adRIuDrVZT8GA7NESW92oE8Tjz2bom5ak+HR49UiJVPLxGEErzUohPh6JzIunCSjIcjXeI38itFKYqLEjXK28iGA5m0Mhm4s3Y2ZUvgzr1A1m0bXlgouGSSOTJISAzBDZQmzwpSm4E731is2KjWTUqLs9k6DuDlYVKW1XbI3FKTt29a2jtW7VymbferF1OUdB6PCicvNDm3nLBjg0AqTT9yRZvh2C2TbbDqNgftDywyzvmmHQLVCKQpdfKUb99LfPGcr5aLI0oMQZ/LbjltUUK47nkxBLdLMkXRLa4LcMsRgJeH/7huewpgF9XKInKn+NoVdlxXUIwl5s+/UWV5uYIItNPdyzfheg9K8aUpku3h/JdRH3ehTRtFHGumJyU/8Lo2Tx9rMEhDusqnkjounttZlSQDd75WmEwTzxWsjKqs4+PGWNZPpXKHRJl8RbLFa5mBWuUcXOb7HdmRyC1Lr8vdP/k1z3PBYQQf+mXiRDKIS1uKDyT9KN8mMp+OlnXnp64hpNOL2baxS6Pe5tCpJkk8NBcWAH/28U/geYLuYo84qhDHUK+6mdn5vG43PFG5nXBjQ2+QImWKxRQzBMt+bimG3Lt8567v1B5SFDsStYsoPjJebBixZTmCK1GK4jldkSg9CnBfZwOAvHzrwKzCqS1eUYo32et05NDKde68dBo+9bU6A+mjpMqql6M34voK5iWddjnQR3h4tmSniiTVBKnmB97Y5yNf7vL8iQqx8uhKiZ+aTD0SyNSWzpN17WWibEY22e8a3beoHMlTA7qQEC06zcdKGEeFir7NfC6LKG7oRJR5+PA6ltWUItku4SC/2XJunWRN2HE2Kbfdc5tX9QYi6/t1+3iOjoJzylitMsEjz5xj5ZFPo0oUTbtfeBS4rPrxP/svu6PoNFumY8bqbtQutrR85VvLJYJBpPB7LoGJs9YqKV2HhpLuS8my9G2HV7pILrPwJhkFxAi484qgHAV6Tk9kKWLnSWY+tUnrfJPXjHurdeDOy/de3phs3MyQokUs7+lMsiNGeRFHz2vakQ9KZ/TErrPHjjoIL1JR7CgHHS3CZEmVGXLxmifYv7XP80cjUhPQMz5h6jzbOuPgSjgAuMJSHjXdNIMyyF0nlRz2xRrQxWBT954ykEoHeJXtTiHNcEJAPl0rzbv7CwFguIIL6VSVIT1b1xeQYSI/D+k6uTSKBZ2eYK0NnV5CFDnmkOQTs9Jhjqe1QCxKpqck1+yY2f0jH/g71fe++ye7d16/3QH83Jk5PK/5xqv2Bb+0sTKLwLWilX9huQqWpO4DtLrOa7zWSgqlJI8kF9d17MhSXfBvOQqEIbCHXR7D2XkZNSnN8XAgZ+iRViVQq9FdjD1FpoU7cDsAD4cCeWV6Uo7eKuvr9CNW2ob/9Bd1lnshIvAcPZF2ZFUZDs759sW8Aug422wxXaCI4E5RSRJNo6r5+9/f5r6nGywPfCKp6UmJn/VQDkc+ZBE88/WQyYa5jdZiMnCboduzUFZEFsFtkaTnYFdSZBHcUaK06KTKQF1QszIXLz8PE87halaqiuRSIdmNIQ2gaHUtiysx7Z7bXry8KUKxcUKW6x2btcT0+eF3X/dLhw68+FDc7/1lEcGfePIYQeDzwpELaNvkrbe1iAYNun2vkGTKSVDO25SytAeCucMCk5YHY2ZxQ44uz6ODHS+OdGVglDcvXQ9sl2QO5w9KNRw/pkqg1lKiM0qiC4DnnNsUSaWnTQFuT+f+i9Ho7akY34/4xDc8XjxeAekhpSTIrbGlC1zsEZ99sW/rJixF82KnihJNSYxrOUsSj2v2dnnHnS0+8uUQowN60ieQoij6KCmIxVCeWx/JRTmSWzEi1RVURYGyblUwVjhw51PCDKTF/BS3Yohi/HK5CZzhKObi/YsbWGA4bTfPTQS46QGhJfASXjwJL5528qspDWUdDvp09Lk1EHRNzF3XrjHln2L2dEiS9IcUpRKGVEIfX9U4P9sgStaYnmgT9j1Mti9LfhLARcBKkIDo8bFv1Tk6P8nGmsDXFy/TZWAPn4X78oiLqMmwR284MCfn3TIbL6a+I8DlEOCq5KHWmS/Fo6AinhqqJV5pONCQc7vo7Wk3tWq1afj8N+ssNQMIM/VElJKxb0NRyD0i6wj4JWW7QheWmDRXUzQTDcX3vqbL5x7us9wJiJSml8pMnhSZeiOGzdhyfaR00Tt/yxTRPK9TCHQOHJW9zgY1GQlpltDnIE+lyJJOMZxukK+66wAOthS8hpuQ5XS1yL2y8+h7KRONDjvm+nz0G9MIExIEzhkKw7pKYgWxgeZAsGFcsH3SR4sqEBTnW89fOEZjbGLXwRee+Pm6mue112u2z1hqlSZTmVHHWJlxaJdMLKxZWt2ETz0QcM9jIToVRGleVSyBVeb8WlzESYuSfLEDrxj9d5n/pKAo+TAaKQpwy3LUzvi4G+7OKLjznQ3yyK1KkfuiCJ6PmxiOnNDKVS5PnhIcOR1iCBBSF825Q/dgOX8Y2g5EkXCMelGGkVyU6IkolIyi3SzVYDVX7IzYu7nP8qEKNvVdFE8dTdElFWc9kHIO7LYKlKWKchbN7VAnN1IUEbKc26gM6FKSce/Ra10MC5LOGi2yBmWZNyqXPtMojRnKwOD+fZ7/fM/tbc4tD/jkAxO0OiHnFz2kyLW6fGqWu1FN5PPQCx5RMs9rX3Plz9962+3PvvDS0VN6vN7GD8Wmem3tTYH/ArNrig99KSEM3J1lbS6NOIArDY++GPLskTGOL42RJFW21PKu91LZPYuuxeAYcfGxnqsW3LvkxBsqE6L0Z0NAuwhONgq4rIOXj2xLa1UGdwnk2X71XmYNzaO3yn7WOkapmC8+WufoUgX8IT3xStLlyPfj4nERl6Ipw4E4o5W9dB0XjyLNnumIt97e5YmXqmA8ktRxcS/Nqrspl+DCuWco5wMZyK1dN4Qpey2z1zJbVWR+CFJFlmyKIdBzcJuhyFBehYcd85m6gy0FgCzCZ01BufBjrSCONZNjVf7BO9v8wN1neeaox2Mv+qjcS5ZFCZsFD8/zWFqrcPjMBW7o3PKm2cX+pk4nOqUvLCjGxxSHT3l88t4qp1YrnJxX7j63JgN4rnq48NpJPOLUYyyUbKxaqp4DUKFRl5K/IoqXGnCHYC5F85LeXQA7A7S4BLALHq5EqQm3BO5sPuFw2w4uBrYeDggqRrxpk4E8cfRExVSqEY8eVvzlN2v0+j5UNVoKPDFKTdYnmOVc45IAZx3/XicZlnXxONGM1TXvvLvPlx/u8vhhH1vz6KUBvqC40VQ5Wooh32UdyMudVS75zG4w5aJ5Kh0fN9Jx89QME05TcG9RSJMyX1VLq7BbQUrGM8MojRLuxrGYoqHZ7XzhRgKutqvUq4rLt/TZsznmHXcMhvt7juQQEmNSTs8pjpzW7N8hmRqDeiDQ1kriGMYqATs3TNLqSloBdBPJIM9UMz07d/dNhBBq1wZWUa63MS+Y5DspfLuLfqlZGKL0d+TIn5X6DksUJT+UEpk3ZQjuIchz26xF6+EIZZ1twqTVKNC9Ilq7QymXYPp+RBylfPmRKi+dqYLnIaTKQJX5ZUrJpZCjUfyiBDtnC3nUzJZauz6Jz8Y+mJJcGEWaK3ckvPmVHZ47VWGQ+KTSo2cUfsq6zyIKIIxGcPds130WFMWSb5RA5RKedM9SDpM7WQpg0maauMklw+E8+FzRKa9u68UDaQErM/rklIn871orSBJNt+e7optKEXK45aFluMr1Bz7NVp1T5yRTWzUzGxMGfYM+f+JPCXzJ2nKHLZu7LLZ91toeYzbNTFNiZJacYOjiG9l3Upd8IIVkJka+UAHccjQXF78uIndBS4Y7EAypSUkqLCJ2DvDh5NSComSR20VsW0RqXTwPX3tZcqlVTOBHvHBa8NWHq3R7PtQcD/TlMOdQRURbPwVquGJlMC/x8AxwmQZ9KfvscK6JKrp96vWIN98x4HMP9HnuRADap28kfsbFlQGVlhQNASJ1CZ8QwmlqZQOrGio5WjGkLtJF83xVyVdmk4EyNbnT0yWbRrrqdXFtTQnIZgjo/P2czkgBVjkbrOskKFU3U0kUG7TWhVV36DMv1w8kWMn5Fct8u8M9X/8GX/jGUwgS9JcfnKcSwJEzloeeD5ipa8ar2S7ENh9mPlRQytVGVbrA5ShaALCUgIh1wL4UwMsdMAWwC4oiivJ8uZrpft/QUehWkLzZwc0IH0bxErizw8un0GYGf60Sd+gYz4tJbMo9D1X41gsVt2xJ19DslSy8I9bY8lH+4dtw8NF56KLYjTxXVFIjR4A+6HvcdU2Xt76qy4unQ5LEwwpFT2i8lOIziXQYxcXIrXVxJB/+frfVo4vcLpq7nwXSCIwcAl3KUjS3ogToYbP1+pXbAT2jMyYPYJkkKd3YCJVVxF3ZPrfrlqbpjpy74Uaz1gp2b0y4YW/Mi6eXObvQJfAMero2g5CSa3dFbKj1ODMHvYEpNmC1xjUs5IYpSheuiLYl7j2kEqXXOZjX8fA8Kl8McFGcoALoahjZh2X60qGG4M53dSgOPdwENQe0VwJ1rpw4xcQ9KxXjezHPnpJ86ht1wAfpIYQquohUtpHqeoNYfpPmlyP3E5Yto+XJXsPIXeLgVmBS17rnptCqonxvrea9r+1x7yN9njzuJgnERtFNRWb4yq5NmkXtsh9kJANwqweKEaDnf6oy0BuZ7edTkjOLolaJthSByZbBPCooFECXZIlpZsXOVgAlLWmaS5By6HNhmE+UA0Khh6eC7iDkm+dr9JMQz/NoWYsOGl2EEARpRLUT4+kAKZyUZDKvcLkgUeZvQ9lvCOr1r0dL75n0t+5LD6lLLg2OFnXySF74w8sgz6L1cLMpF7WHA/CH4B6J2qXnvLE2pypKJXheQpwm3P94hQPHKuB5IF1y6YthV9HI95NilJ6MAGoUWrb0omiAKHlERtyFqcSoTFFJNYPI4+q9fe661UXxXuqi+ED49I3bk7RQMFJbJHsIShQlu5Ylg2dZulQSrLJIK1AWV/20AmFdHcLaIZAvRT2KvMqUVJ1yrmVt6c+H3DwpXfdCZcnXm2zxyT1PZYDnVc1O1KcVxYRWY6xF3/dUiBACk0hEBPWKpBqKYeXIUEqEMsqSnYTyYlfWOguQ5jJV6cLnf7ZeKnRTmkr05BL+kxFgi+EGU3nULgM8fx4Bd2kofqGeqBSlSwDPKIqvY45eEHz0y3UGsQdVL6MnFK1pqrxLcFk5yaP3d6IodhToo1GpBHR7KS6uqQWSH3tzl3u+VePweXfzpUbRTZVzGaZZ8SfT30QqSlNpRpsPylQFyDxE7oaTGUeXxmKza2SlQGa0RUqBsCU6moPbsu6al7h4JhmOrHxyvayYp5Hlla68C1+mB+WbmBlne75mt6RRd3NujAX16Ff+941X7dT/xovmrtgyrRmruWVYytG2Lk+LbCOkrHGgLM+tf11+rxj3Wxr7O1J1lJkaIofvlVURtV4dKSeRo4mk1kPFxCkoo+Au79UzNFNluz/ouGhm8HREKiM+8oUqf/LVcQgCUCFKaarKUlE2G0dB0eDslVrjhpXU8jmRpXPCSII6zCWGsmN+0wpJ1vg77IVU0iKsYfumiPNLkqcO+CRCglAYoRDCWWkvKrBlN93IqmKLV8OfbYnUZGC/1M1QplgF1SrsuCUbwrp8I79xRzZCyN2NxWRc53uK08wqGwuiyHnDB5EYPifOF9Xuweyi5eQ5ydEzCjF2y6bqptd8Xd//+Ny4z9Jb9mw/wZFzk8i0gVYBItCu0JN9szya55t5ptkuxCObs2aRHC7mo2UaMiIRiuHPxTI2kqAO95kcbjA1VC5y/p1TElXi3qrY6aG0EZWy6yhJ7hTMo3eMp2OOzEo+fl8VN3/FRe+ic7/0mcptdUVBa12iKco/FABaBw5T1nWHcwVt1q+YZhVlkypSlXHxVPO+13X57P1VDp7zQEZYIemnHhpRlM+dkpJdpLTcLG5H9XBriyqhLIFSlp6LQ2TPBY8WBT0x62XfkqIyzMNG1TNhhueuvMoZyjsm53us2hJldv+NNLVYuhjZ5ekThr1XL72lLtS4nl+NWVkx3PeQx7Fzkn2bU/ZtMzRqbj8YKYZLQZJtx+22YDbFLrYXjcUVQ9pCzqFHoom4WCpc98XXU5PhHjxDOpJvNpUnlfnOamoduPOdJnQ2eljrbFh+rnerBCUTVEZPUpXwhYdqHDw65N5SSKd9Fx005YrsxRXM4c9FbBzh4MPXow3II5p4qRlAG+G8KXJYwo9izZWXDXj7qzoc/3hAlCoQmlRoekKg04z/kie6uaJSkgmxwxTY5nRUoKyTMMlBb23GxbNDWFciL+iI+3cmB3R2/cyIajYEcpGnrQsCogzu7EgMbhPhbCfnNDXkEyKEcL7/sbrg+v2wb2eXAyf6VCfaBKqOXl31mJ+v0m9Nce22gJkJRa0iaVQsvm+LSUVJ6joqBrHbASuSsmhjy0/McOETF0VvcYm7tiz4j8hJIwC3F0XxImpnwNclYJeBnoM7590qTyLzLU6kQcvh0HylUjwv5sQFxf/1mQZ96ZFP0Bp2zWcrSNkDLcoXqZQVfYdHEYGKMrklb2Erd7oMObgY8aekRpOkHkGa8Pfe1eEv7q9yfFaDisFoYuHREwKVluS7crK5DuQFx80+XL7CGAQKW2wtMhrBDdIKrLCYXD3JqJExthAUykDPr3Fa4uTl4FAOAtZm3TspRLEhilKi2BCnhjTNlB4JvieRUnN2vkoUb6Pq99k21aDWCNF7tyimQo0eBASBTyWAesVSDZ0BSUl34hMj6Q8k7Z7MihPu46TFxRryuzzJyr0Y62WiUT/KxVWuEXAXP5foicpfmxLYS0cZ2KoE5iKSp6OHdFHc0xGtyPD7n2twfiEApTNpUGb0xI7o3sVr1l2o8kolvjPWR6hK0XhQ7tHMI5ksjqIZQirSRLN1ZsAH3tHmNz/q04xdQmCtZGCUkw3TfIScdcgqiMkQ5BZwOqD7E5UDvXQTKmuzyqZ7NllUN9k1sjYDelbRNC6/XWe4GgY5c9H5Gj03JgO423EtpdtP6Q5S+pFjEZDNzfEMvYGh3VXMLkis9bg61UxNKXQvHhCEA667PMrK37YYEZwnZAKIE0Wnr1GrPlGsGcQOtDa7s0XBh4aR7NubrC5+XVCUHMzrgC3FENgy05+HlCSvrlqUNllEHwLa0ZFRwKtsyGT+rFWMDmI+fU/AB/+8wcB4jp4IVdCToqm4dCOulwRzWiJGrtalIV72zw+lwlHVwJXsLcaYorpZlPCN2wo81Ak/+54OR077fOgLjouDIhWSvnEJp0zzz1U2YOWoGq6/ZbnSWhyoc3BbgbTuJjdZFLel5xywhXQoSkAf2f5kSEuHFGXom88+kltBsjwvTg3NrmGpaen03QQHoBjPF2iHWSUhiiP27W9Rq2i0sQZPxWzdtMrMhAaGBRAhDb2BO93GSnr9gG5/kijRJCnDDh5c8lgG+PpInX+RkfflMPrlJ2QE2AUHH1bHVL7p1KWidvF+DuJSJJdDd+Doc5Lp3jErq/AX91VZHeTgdgD35HCyVpmejOQLJefkaOfKKL5Hawql4ood+rKH9MTx8XKnT+ETlxJlFMZoklQz5qe86/VdPvtQleW2AhmDUcQ4Pp67DHNwi5GPti6S50Wg7POpUlEo96fIUjQf8vAsj85ugFHZuIyDnMasFyJGc7c8aGgl8bWkG8WcXU3pxE7Ot9YpK5pcqXL5RDWEfmY30Ls3CtrtiLPLCxjlYa1rQdLK0OpJvvhQSC+SiGxKq4wTbJLgeeXdvkaz40sCvLgRuOjLlqOhLFe/ZCliZp0jhZwmSiAfAXsGbmkz6jFMMIeRO4/aw+jtVRPu+WbI4wcqmBL3dk0NOT0Z9ZsUTbal6E3p+5Yv0qWDeBY9Cx18SFHWN0PYctJpJcoOdfEk9dAm4bZrIt52S5c//qIPKgIhsUIwMG5+pMpgW4Ao75Ncz8kzaVBZd9HyMn5elrfWugGpNjsfVmBKK5vJFJb8PJgysKUYWqtHjtwCUoruIvf4w1hNs2FDj1tvWMX3emid0osF9zxUodvTLsBmS8Bko0ezpzh5oYF+7lTA/FLINx4fZ7VddSZ2XHLQjySHTwYYKwk9wVRVsncD7NqUMFbXSE8N6UVJ3rs0wEd3HBuJ6HJdubuI4GVfw3B0Qbm720Vuk9EXOwR3SS3JizlKpRkXz0AunXoSeDHHz0g+ek+dubbv9ruWbtC7Egx3bBDf6fuNcu5LRe9vx7/LoyTWNyOXk01bNmGlbv8c9+y2P9lYS/nxt3V46EDA8XkJIgYUBklfyNImUjBqox294fLPU/x/voepBStddVPKrKlcZiu5HNIUKZzKMtLokFE3TN7tU/Yj2eL82Sz3IsOgyvppx+qwZ6tm9xaf8UZM6KdYm/Daq93M8jzfU9IytxQxOd2j0eijt2/o02kJzp+bph8FLlsuif97N7iRxBXP0ggt4zVXhMmLYYVWrUpKRwmk6wE9/Nmu84qXOzzsRSpKEcHl6H70Kh8rNvI6LYZG5v2VQ2AnKJmiM1nQ92MGqeF3P9HgW09XXG+b1I57S+m6dsRw/sqw7GwvTjAvEcnL0FmvEoxWMIcuw5wKjNpnyzbarIslV1RSQyI1KtHcdWPE33lvi1/7XZ9BIh1JNZIkU1WkWdflkysrxQcTWGmzJDMv2zupUOU3pRhSFQfqDOwZWM23CwAMIzo5dSm68EVxY+RqjhCZyU84DXxpzSNNx6lXqwR+gq8Nk7XhZF1rsx4AYmb7VZYGHjqNDcoato9DreK+aD57MK/5K+mCWugLKqGrbhYVx1LnTNk2enF0s98e6Os5eAlAudlmqH8PR4dpaYtub7dttinxb1OAvKAl2YzrIrmUCZ6f8I0nPT77rSqDyIOKLrh3Eb3lxUN9LrLElmhJGdBF/+ElwnfZ2FRsrTgCbmclteXobYfzxKVxVCUHepJoKtWEd93V42vf6nHvk8rJhsL5XGOh6cHQ32GFG5iZZ3WQUZJRTm4pJ5tZ1BYuAcy7tgqg55E4u56I4Tko75ZcAJ1yMchRGGXJ6JRBSjeXMIqg3VUYI+hFCt+zqGwOYz4KOknz3zOAmnYW7m6vhif7XLkrxPc94sQyiNzUqiSxRbassnFnged2/fV9kTXwUnSuF9G2AIC96A7Oed8o2Etj20o3SD5/QxRjGUrbdo9w8BzIphS5S0AvDXMvuLd0U2LXOpZ7Hqpy+ELo7mLhLLEi596C0gQpexG4C8qSf5cRQH8HfpKD24XEQpIbPcQQ3BcNBxp6VKRUSJMijSYeaPZtinnbnR0eP+jTjKQDOI6PRygk2S5pI+Aeglpln93iZMD8q+SeJJW1tMnsPRd5RZFgCmFLSWapu39klROwri9TZNzdOViFu9sYFqosDsT9SOKpvKXSlfL7kXDyYWIxKey/UjNRVejLdxjaE4YxZUispd1VLK1p1lopgygtBhzms0a8YsuPfKB8yap6UQQfDnsp68EXR/TRG2GooNiRI5+kmlOSPGKPgFyuSyhlOvKcg9vTCYaUP/pihQ9+po4V2uneI9GbIfcekQYvBjql70kZ5N8heo84+VgH6iKSX9zKZvKyvTFu6oF0uriShjj1kMrws+/scmzW44Of1cRJ5jEwEoNgICTKrLPwfjtOLq0rduTJZgbqAuQ2+zMxCvTytc2pbP7fzFfuIRZG87Gi8dmarACmiuaGOHHzJpVyN42L6LDWSlluJnR6lk4vwoQpGzek6E3Ty4xXFvHS80RJjdVWFWPrRLFCKdec6sh7eQQxI72OWg/pw1DfLDnsytc5B/q65Sq/y4fjxzKKUkTwLOlUZR5eArdaR0/kcM/6gpNnkqCSMZ4fc2xO8tn7a3Q6ntscZn30LjzfpZtODAs8xefn4tfDC/lfE8FLoC9RlvLcEmOySC5LQJc50CVGOi4upSaOU+q1hHfe3eXLD1Y4diGrkOGieWoEvax478rnWbi1lwC5dSC3WWQvusuE6xFQQhSrvMmv3ch1dWfAFDiwlGlcuThYVDmz1VrnxitlSY0kTiVeMjT05R95EFlW2zFnlyOWutBq99i41MXoKnpxrcaLxzt88NMeUgoqnmHnZMpkTRH4uRFKFF0zxQiGnJpkPpDRbfNGDeqXegwnLw21Y5kPkymN4y3Pny4id7bT8WgUNyNRXJZpiXRRW2eRXOuEQWz42mM17num4oaDS88BfF30LlYNIYYJZnZRRsxC5Ui+LsH8K2nKeqCXnXcmS+ZyJSXbisTxbjOkKUaSColMJVIo4oHm9ddHvP62Hme/5DEwsuDiIEjRDARFJBdYRF7BKcuXGSdXhaKSMQeRR29bqB/C5hSltGKXVvFhoBt9I/975aKfEi4XVKnbfSJJLTqxxEqgdNa6KHLrteDK3fD62zsElR5x3KVnFUY00K+4au/aodN8eW118/c1PIPXcLeilG73Xy1BFvZOm/Ht3PNBBqrh+LD1fKvsUclnhJdBXlYchrOmMxpQGhE2wr8LQI8CXBc83MmB+f71eSleStepI/2EB570+dcfHiO1eqicSI0QstgyJY/UoxG8BHLJJaP3f0URc4hsLmE9LSjKkK4Yht5nawRGDBWVfIC8kU4bl0aTJG5/oV/+yRaHz2keeEJifJHF4YyPGzVcbYoPNOTkVqyjK9g8XXBqWxbNpbAZsMVFAL/0jV4WIYf/9eLflJpbVG6PzqrsWglUPDrsyfclECDNFHU5YHwmYiGZ/vLyYM+a/nf/6cvzQohff9/d1e+Logit3KZPQ+/1sAVs2D0zbCgYOvvKg89LX6NUqSu6yIvTajOqMtRCZem5mGRaoigFNVnHwd3nKUfztAC7Um4Kbu4YPLsk+b2/rHPqfABVXURuhNsGr1yWL1ctv53stb7AM7JE5/ARF1/jER6ea94MlZTCALVeFy/p46mUSGMzYBtHW/ICUKzZvSXiZ7+vw4mTPqdXBYi4kDAsgsi1RJSAXoKdzCN6/pFdE4WVuAlwZJw8u9FlFs6EFZcE+NAOUHrO8ZErKpQkWFHquZV2dIKwyopAUhAnhv5AcH5eI4SiXpvC80/8ujXH5/XGTavEiWTDeI+9G1tcWBrnzIUG/UhmQLoY1GXHXrkAM9RWM/iuuyDDCyeKv+b+jVlXDBrVvsuRW4qy5m2ysr3b6q5MS6TME8vMCpu9Tv2Uj35ujL/8Zg0bqgzYjn8LKYtd3HLuvZ5/fzt5cGQvzPWPdW9bRqPXyIUvLv5ot/36Dh+TzQ/MebkDfLYbhzBIo0iFRvZS3vWaHi+d8PitP9BEQTJyRxrrEWWtaMJahBUuqVznVSneyX/Oonce0WUmHeamruJXlBLp9QUtU/puBZktcfHhhl6imHPjovYQ7M7SLejHljOLCbPLA67fp9mxWTOILPovvgVRItg4BldttfjKUAstldCM2lBLLr1h5DbDrpPSVP8c3GU/s82f10Wu/Ka4OHqvB7gZTSzzn9UQ1LrQudOCbyuZIgvPScq9TwR8+Es1+mmWKcv8kNmObnaEe480X1xC1hpNqC6VbJYX4Us9BLnnemhbLVEV7EUWWitLUqEsKSvCDhNOYxDCII0m8Aw/+dYOjzznc+8zjp7kCWfBx22WdJJnjBRAdhliVvwROSfPijKiTFVKIM/FmfJNnV37NGs5yxvb8xa9cjDIA11Of9d3PxW0JQO7pwXXXia58aqEW69O2LlJ0Y8semNlzN3JacCxMzW2TGvqFagEpmj5UqXnAuR5RC1p1cWXscPt3vJ9V9I0ixhmuHdj+RrLEYpS4t1iuLOXKj2vB/doYplREpUMqYmO6Q7g1/9wjBPnA6zOdksW3gj39vMTmoOadZGbdSAuv7ceyH8FIS93sa8HgXPSXYqPX8KUJTPHoTRDQ5ZQGGFIjUZGhj1bY/7ZTzd55BcD2v3sy2QJJwhSqRkYMsJSFgdGQU5GTyBLfvO2mxK4belclb+cZXQnCbd52fC9som3GOZZAHtYcCsazDOwe8qipWI89Ng4PUnc9zkzqzHGol93+wZAQ7qGMhcIw9RRD7I7qNQ4MGJBLQBnSgAfXohiO7xEZfxaQuqmFpnyl1k3S1oyqn3nAC/vzS5zcMshuFUJ3KOHm3GSpPCfP13nmUOh07yzcjzSDbu7KHqLoTy4XqvNJcL1xqpiuM7I1V0HlvWRfN2yPWyAGBZWHM2zo8C2wwheJJ1GOpCnEiOyI82oijHccEXM3393k//zE+NEaR7FM0RaQWIUfSgieZmXi3UgLwZRZdWZXFwp7mt3OkbK6HkrXpLtGBKlbt/7JN9zp3TD5xv/5sNNtRgOeMoHTuXTFISAVi9lbs2gj8OVe6fZODNGFCfoV9z6Wuq1Bs8ceJKv3vsUb75VsH1jhWa7BmS1/SJhG3o7hlx3qGiIzKNgjCSKNVGskdIDPPI9YWxRBCkXgcrzpS/exWs9uIfS3/qkMi1xb0dNlErQYcrXHwv50KfrNHse+Lnm7aTBQjnJk5kykOUoDx+6IUvd3+VkkvLrfNlfF6bXLWAjsjPrgT4E+UXAtjJzH9ohNy9RlVQopDQu6UwUjdDwM+/p8tSLAV97VEE1yY0h+TLqGlvI8ouMphQtbiWQ54lmcafL4ZcQJbAXukyJd6fGgbsXC7qJpJtAL3Fbp9jsnskjtCdEscmAJ7MR2NKpKflsdBAs9yx7tjW5/ZoVXnv3K9m1+1b6/Ra60w3w/YBzcxW+/NAYZ2Y93nqb5Nq9EAbZxktezmGzGX5Z8STwHK/FpnQHQ4ArKamEHv1BCF1IEuUieOlafmdwj5qrLgK3Wrfjbk5LxPpInqB0wqFTmv/rU3WOLXlOGhLrlJNS9L6oW2c9v+YSPzNavcuv8iVZd84A1hV2hvp3rjTlf6c0v3C9Rl4C+0iVUxpSIxGZbOhWR42MLXsnE/7eD7Q5Nac5el5gdQngQmDxiLNJVTkXH5ltuJ6ukFOWIchzL16eZJbodRHNEwOdRLLUg0GSUNcDQplVLoVgtacxViGUQmmJJx3QfSUIpJsVHmaTDao+vPpay1vv0OzeWGHL1pCxRkASRmjfUyglmKxrbthTZc+2KqFvEKJNNYgIgwjPiwn9mMB3WrIUrjn31Dys9izzS4p7HggwSFID43XL3TcPuHV/TL0C/b5fRJeLxsAxjObDErj5K8BdLuyUVpKsWillipQJfhAz1xT8+h80+Ow3qtg8qSzA7ey+efQejmMrWQUuUk7KRYwhTSkDeOTPy2v2xQF7BOwjtCU/8kLPCA/PvSm2SDatlKWfJTJPOIXj46kwiNTgScO7XtOjOZD80m9L5tcEBBlNyWyA1mqivACUzT0pvLDrQJ7XAnLNMN8JtRzIyrYFiVNcUitY6xu0aPPa61a56+YOk/XUjY0GPv+tkKVFj5Wez7ELIYny6Vl3/XxPEHqCUAkavutTGPQ8Dh2vsbxc41UbQ+pTkihRaGdJ9OfG6+Krb7lz/E07ZlbYuqHP9ESLWqWP58UIldDtpqx2UhbW4MmDHt3I4yuPVTl6LqQT+cxe8B23RSA9+NMHB7zzlU2+9xbBdF0ziDRxIrIFb91GoSVpUEhTbA89jNK2APBI5XIE5Lm/24Fb65gIwxcervH1J6pDr4l05XgH9MzvLTLPiRzO9pNymGCOmKlKyaUsRekyVRkJ2GX6vf5RpiZlDk4euUd5eNlpKDM1JTdjpUYgRN7eZjFZ3pMnoCJLOpPEEmjDG2/p8fZXBvz/23vvMEuuu877c86pdGOH6Z6cR6ORRiNplCXLsuUkMM5gMOyCCYtZMLBml8XYeFlY3iWY9b6kxZhgbOzHgHGWoyxhIclBVrByGo000kiTQ+e+91bVOef945wKt2cUbFmW7X3reerpvj3d093V3/rVL3x/3++HrgpIc3+Xl0UnWFkDedmkXgLyYnXHpyuCqvC0J6lTBF40H0sSwrmnLPCKiw/zqoszVi93KsVu7V7zqgsy+plh9z7FVTdFLGYBt96XcHw65lgvYnY6ZlYGTAeS6XmY6Wn2HOpzwRmjnN1XV3c78SGd99zP8NXr/5EwTF6978ADn3p8/210Wpo47KNkihA5OZY77o+4d3fIkfmI23Y36Q1iCEKECAiUIowhUtLlR8I/tkzOay/RvOjcmMJItGABViI3tkw51AnRutbvVmZJzn8SIlUp/ZChVc5nvpLwjnePsOuxxFmryRBkDMq9L4WgoaApLbGypeZgWBYxhda4LTXHA0mtB1vJRbuPe3cJWfkEVaJI0htjDQv016We62/r+i5B2cWqL1MXYqLaT5j99NbXS5VK14nbS4HKiJKMBx5XvOPdo1z55RaZiMola9dZclowUjrj2UTYMhd2jhK26mQUM4Nax0MOvS6Ian6tTLhr8qILerzq+QtoLf3GULVK2Igd21NJt044yAy37RYcWxDc+WDIXffHaKuwBBgRooIAYS1nn76TUzdve80g7V/50z/+BufRc/tDkmYDbr4z4Lqvt4ijkIUM5gYam6dYY5heCOgtRhAGyFiRdCSREiTK5UORhFhp4sASB5CE0GlIhEnYezBgvGtoxIY4NFD4qddCWNkiHOqgGHdK41fXllBfl4C9SE3CKGffMcn7Ptli18MxtIb73Xj1p1DiPXaW5t01v06eIEUpH73iBCro0rSl6hZWXZSlAb2K2mbJwGfpkKzWVcH1kKXwarRCIKxE1opOLS3CKoy1COunnMKQDwzbNuX8zGvmueXuiEeP1kJu0evzw6PUpyqYquB0qYtFW5xlibSua2LdCls54aEoGgVBAFEgSSLBaCfA5Am3P9Cm20pJYlfTFa7SC73CYbqQ0ss5d6sjyV2+I2NuIcNYST+NuYCBRwAARqRJREFUWVhs0UsD0ixHJn3CRh9MzYRq/abTaDQaHJs2TO3fj5Kwa5/hwIJgdmCxGIQSxKOCWAoSZYl91IsDV9WGCmJvrBqH0IgEIy1BEjlprX4qS4ljKd3WSD1Hq/NQhjspSzsq9UhegLpOqMqZmhf8+Yc6XH+7lzwW9cLSpSZCQIhLTU5oDcpKWPOkBSZVenKycXy90HyyY+no+oTis95CLFIWI6qtl5KTQgVs/zEhXDdFGoMRAi0kQig0zu47FxYWDS/cOeBX//0c//PvR5juiaptWHRXJORWgcHrEDpGlajl5EJSglv4TolcUlwKH8mDAOLQLc30BoojU4I0lzQTTRJpotCdoaos1AvHjcW+ez+KcrotjTUSJVocOTbOA480Ac3FF29h45ZtpIMawCeXL2dsw6pr7NTn3tmx+W/uPwStluFQapmbComVoqUsDQWxMk6Xr3ikB7bU5otCQRw4klYjkrQaijiqet+FEuiQ1Bu2NtypdVKEGcq7iyGOLLsluuyeKKE9kSpnIC1//ck27/14m3ntvQPr4JY+evvCslhDKymwS3LspX1wijZnPecuQ7elsut7mkcN3EUUry8/DHFWau3CwrhV1qO7EW4Z2Lh0sIjihc12kZdr42T5tA5ohxlv+pF5Dk9J/uJDXXq6oAqKyjsWQS4lfVPvkVdRWxrcTWXd6pqxlWBQEcXcNa2YqcZCP7XM9wQIV5+lsSQOlQN4MGzr6N6614PMaUgGQc6xWc03din2H3KF8+H0yDvfdt7Z1zTtHlc2AFy0fTWf/bv/srjr4b2PfOVuwy0PSK64MGPH+mMok9MJLOORZTQ2jMSGbmxpx5Z2YmnH0E6EP6GVCFqJpNlQJLEiCl3klksBQT1CLgF5bUJaTTIr7okc6oNXy8OEmvseDvnna1rMZZ4l6EFdDnWQBL5xECwZ7AzxYVgaoU8e0TnJ6/IP+s3hu0pJqJ/1zsmSiF5vLXryVL19WDjk1e1QjFalpooxAVkW0FaWH3/JIqdtHiB1Dsaf1p9GgzXkFgYWMuPs+/LCHNhCbgvDhGGOyRAvwx9O0MeS5pbFgXM0nu8p5hYVc4sB84uhO3sh84sRC72Y+V7CQi9moRez2I9JswilNPfvG3DVzZJzt+W8+IKcZrz/kXe/5zcWhdxcRXCAyy77WaIoYXzsa8wduYktaxcIAmgEgrHY+HaMb7QXvHDvRRkGzk45CgRRKIkjSRwpklgSR5ROCwWIKy6HRfjUowK0Qdby7aprUk9FikjuKbAyJ4g0dz0c8uY/GuXu3TE2HCZSFV0TWbQFa5PKpWP5Ia5J/fVSkC/pmoiliffJX5wI8trKWh35paRbGcEL6qxzNbOiAr7woBZC+DTBtQ2F7664tqG//kb6ropFYNCpYceWjHe/bZo3/aHg7t0N11oyfmQj3UDISuE6K9J9P+kjtrACYdzPVSwgF/6ahjrgvYCrcdqWg9TLLyO8iD1kufVbO5Iwq2weXfRWhIEmyp1yVxylpHnGgwcMH7s24jU/eD4/9trn0ev1gXcNA/zUzR3CqIUcWO7NjvD+a+CRAyOs7QpGEksS2hLUZQchKEBebPq4dbYodKlJEgnnC19fSlbDi8NLFxrqEsFSFUMcD3ZRm1LWOihBmDNv4T2fanHH/TFaqVpRWc+7he93+9xbDkfvci2uAPUS3cETpdiWLDsMwVmUT6mnDN9LPlQyLmtLBsN7mpUgpvFAK3gpQkqkNWUUF0I68Ak/fhGOKiUE6CLgGIvSlp2npfziqxd425+GzOf+Itl6Tg5WKlJT7HRWKUsp4GQKWxLPXxdOGKjq0bvonWtLlhm3uOC2Q527s7bkuSUMLVEg/HKNrDpHgSIMDIM0INeCzcvneOPLD/Klm5o8dkyR2XF6erG8niXAO10LQjx0cFY8/N6rlm3etUewsqtYtcxF7GH7kMJF2OtgB5JQCcJQEAXKgTwSxJETJY/Cmi9OrTW4dEteqvoo3p/1FEUZX1QWk8ucIMpZ1PC+T7X56JdaDOSJwxyXohQTy6rFpZ4gej9lxD4B1DXI1/JxniJRORlldpg/P1ywGfz7QwQsSpAX/XGn8CowwnHFDUU3xbXjXOfD9ca18HmEtkQi4/UvWuT+vYr3fbLDQkYVyYvxpBUYpGMfesNXad1TQxhbW76u7bJ6/okykBuL0pDm7u9aXENjHSFPa0EeQqgF2ZAznqgW2/0Tf2Y+ZqTd4HUXz3LBNsliIB+eWowfyrL0RIALuZm/+ofPXx2Ga/5x3bIN/63L44x23D9rbZySrK36mQ7gsqQqBkG1kBwF+G6KJQ7dpCkMhvu6dcprUAK+UKWqFZY1ymvJEvRpSRjkLAws7/t8iz/4+y5HpgvRniLvroAufeSu7EeGN3Tqy9JDigBlpKoAfEJOXgP90PE09tbqaUmdK3/CuL4sMlkSuYu2oSvyjBU+BTEe7G5bWBqLBk9ptq6r4kFe2GnnOawYz3jHz82Blbz/c23mU+FQUozjERRuEgPpI7a/mYX//4Up5ChAejsVqSEvGIK16+vdn3zEdwzUUDsMZYEDepDbsgNX7GFmWpDnIEVMEkVsO2UF55w28Y86v+7qVTtedSLAAcY6ISpMPn/OqcGr9CA5Owlhel5yZMowt6DJ/R0qldukCIJaBA9kuYwchRAFHtyhJRqyyR62EamL9Jwo/6CHI7bfqyw6JjIxXPmFJn/43i6Hpj2JSi7Nu6txfLFnWcpA1ArKky80PEn/eyj5PskNIMTTKjJLYNsn+LelqQonRnBrilWyEyO78Hm5Ma6XV3RVymmnse4aGQf8NLWsHM14x3+Y5fic5B8/364uzFJilq06K1B57pRdFmHJBc4+RVgnl6wtS2sXrPEAt14510XywIPY4czxvxFOcXZmAY5OaabnLc0koGejO07d3vp8L+sPXT9Vf/HRD3+AX33jyseWjw8u2LTqwDmHpmcY68DR6ZhB6vKlMJSEoSzz7CiSTislhCiCJLQkEcSRJQ4NceQAHoWGqOYJH9XBXk7k6ssKS0bxqtrQCVROEGse2h/wR+/vcvv9DYiLvDusTuEGO6GAWFYiPpW3e41XXJefk9XwpxgAOY/OevuwYhOqUp9Rlk+4wmeoao3V3tZk7srT7x/UGYsn3HDlv9fFkgq81cWHhn3qq25QNXuov1M+gYoPGeiOaBqJ5cY7Q6ampVfiWfLIwrUli/hd3NjFXV8PBHU+Sh3c1j+mjC8+Ch+o0uWi6B4VS9f+pu/1DQ8fmieMjnHnI4p+Fn7u89c/9Jc//zM/PwTwoQgO8LU96xBCcvjxOaaPL7BudcZjRxYICGk1ZM23x0XwQvin7IcHVUriCgUP6LDyxQkK275CVs2PmctRrVwKalOmJUXH5OEDAf/9r0b4t280IKmBe8lAp+Ca1IlU5bbOknRkKBdnOFqfNPs4aXH5zI7hvLxiEhaHy8PFULpSbN+76aI7h1MXH8m9i7CuuSP45iJCKD+l8d+5Z7n8nAG/90sz/PZfjbLnIO4xWBy+T24JyKT0/HAXyavuTyWoT9HWLLg1Pjmp1AMMRgt04OQiAm0JAukjuUT7zCCR0G4auu0FennOuuVNLt0Zc8Zp41hr+NB7hq/nCQB/1Ut/CKVUeu3VOcnaeziyOMfhacVkOyBQgjhSTvQndOmI876pAB6U9tgVuOtnUIC8ALeqIvewvFq9Y5KXGzphmPPoEcXv/HWXj17TJJVBjQJbkKh8S9AvEEeSYQnkoR3LGtCBpfJiTzyiXzLBfBr59tNCt62nIrV/skvy8DoJq/hSU6i++v3KIj0p83KGON5CyDL/LoY6TqfHkgNJmPGjL+2hreC3/3KEvUeFG/+W9Fj/85iAXEp6fpHFUF/BqwG7uGlL0lgRsd1NFwauhRho4QpLbdFKoLTzzrTWmZ9FgWFivM/NuzXX3dbllZefwlk7X51qrYH//OQA37ZhAhk133rkjFWn33Hn7S/85PUxnSCm01Q0k4BWQxCHHsilTXblchaqqndZz7sLUBcTqVL1tbQQqVNf9RC/pBjBB4Fm71HF2/7PCB//1xapDGvDnFr3RLo/ZiTcQMcBu9rrOxnn+wnFIjkh3T5pW/Ck50n+z7INWD/r0XpJKLdLAD80xrdL/79hWq0peCI4jnipUG+l73rUfoHym6oC5ZBbQnLe8LJFAgVv/4tR9h7Ftw8zv3HvPteiyIRTztIlV8aDvawJau1D47o5hQ5mUIDbd0sC7RoSuRKo3JAHroWIkMwuSJaNtHjdpcf43C057fHV17VH1r31+NTghJhxAsBV3OJDH7t6ztLZ9a83TT5/PJ5VqydCJscCui1JEtkhJavAR+3SRdhHb9eYrwN7OC0ZBnaxBV8NdGSd/qpyZJBzcFryjnd3HbjV0k5JJbtWjOILdapgyeKwFF4dZIn6bV3zhDqQn6AtWM8xn6BG/Oai94nB/IR/H9ISL6J8TeZNGuFZrLWuit+WLxzb3CJOvY1Z9gB9lK/ozHkOgc14/Ut65Frwm38xysHpJTdG0RYVCo2iLwS5FcTWGbvm0j9Fi/1LZdFWENrCbNgDXQmPI8hrlpFKCtLMMEglaSbJc4W1DVZPTvKaSxK9bktj10P3XTV3yvYffGqAg1spmpubf/PqyfYFDQY716yQjHUMcaSxxpvleo3oIbOnwA67CHvuQLA0JSnTEVOBWdTel85dosi5pdKYwPJ3n27x0S+2SeuDnKHorRDS2VmXRaVPSYZbg1WBdtLozfDuZX3t7ITp5Uk+9oyx7q9vkaMszcXrfJViiimg9toXZUgEBiMkwhjwr0tACyja4MLUasey91ARCQIyfvSKRXY9EvDO93XJgdLbW/guvVBAgBGKVEhy6yafkcRv4biRflguHVu0d+8LfUpSB3fgiXlKWt89MVgE0VTOsemAucWI87rdu7LBwpuTRvuk1/KkAH/jj76UT33qo3rNpVvs9OHDLB+bo9XIsVbQ6ycMBhHaUmqU1JeSq7Gqj9zlipvxu5319MP4Zn9Bi3VEKiGKqO5X4kLL1V9r8OGrmwxkPc8OasXlE4BbVnyT+lnXIK8vPS9Np59wLL/0ohXdC/FNkq2GkP1EYK+/rsB9Aq2WJRHetwopC1D/2uLSFLMkCPt3htIs3+UQwhJpzRtetsgt9wd88WtN9/0D/0MYR4PGaooBmxGSgZCkRjKQgsgIYmlJpPPYiTTkRcQ2glC5dEVpW/LsC265sTDILHOpJbfQns1YSEO2n7nVPvS40K981YnR+wkBDvD8Sy+h1+t9+D0fuO3UG+491hLS0AgDzlhnWDthUVRE/LpUcb2ADIO89H8fclVQLmI7Horx4DL+tEjhgC4DjQzgM19p8Na/GOG+R5LaIGfpxNJ1TGIJsbBuYlmCfIl5VLnBT/l2qTTEUKpS/+Mvyb9Pdnyr9eZJeElDQLe1z6w2fii9boqgbwygHNPPpSWO7eeKw2JbWD7ZT1GdQoGxbuKZw45NGf/vr83wGxI+95Wm+xxVPAI0hVRz2ddEYaUkNYpMKPpS0pOS2EBDWmJjiYwl0i7fzgvNE10tnSjlfrn1K1M2b+4RxZoQy1h31cJZZ+/8cBg2n/CaPiHAl02ssR/4l0/8+fLlZ775U9dMtzKtWDepWN4OWTFmaCXFMnK1YaJUnb9bcxL2vetQ5SRJThDmUAIarLbkmSgjhcAglUWEcOUNDX7rL0e475G4GuQUkg8lU9DZ/MXCTSpDWTEFi9SkWmqwJ/SgTygal/ZvT1ZwPkkh+i2Bux6lqUdjUZae5UJyHYP1r7ce5PgURdY+x7iZucsmngzkduj3qdre7uN5ajl9fc47f3UWKeEz1zfcJyqDV713X50KZ1lYAF1IbBCQxwotQwZG0ZOShhY0lNstiIwlNBBqhraposDSjGFZN+astYoNK/v005R4bMexxenb//zMc3/sCUugJwQ4wE++bjPHjs3x4H23MDNj2bwmZN2kpRHntBspQbhUk3uYoO46HxlJlDrmF5pvPKB47Khb30JItIaNKzRnnZ4RYbG5v7oBXPnlBr/1l13ueTheMqVUQ3m38uCOpfXTymqgUwf0UnAPLVsAJ+ugwPBEsk7iP2mDvPiabwbxFk74JicpOot33HClpoJVdmcqCq3Blrm4lT6qFzm4fCqQVz+PrnVYtAe6Ti07Nmb8wS/PYi189ssNfy0MZK5dfvbpKRtWaLRXqw2UYO/RiDvuTxiYCB1G6CgikwE9LWmoCuhhAW7t0skodzXT44ckX7mjzYGjLVQEq6MdBFH3SS/tkwJcBKODhcHcL27dtPkjs8cfaW1dl7Nx9TyTo/MIYelngZeJqBWRZcTOiKOUME45Oq35xBdivnpvm3t2xxw9GiCVe54abZhcnrHj1JQXnDXgZ17RQwXw+S/HvP0vutz7SORK8PoIXpzY6y7BXe4MVpF7ac6tfFBxqcmJjhP1P/LQBO7JWt5VhfZNH0/VgSmLzlob0da/sAC2qHu4C6+bacFTXIsUxWLcf1dPV5beVPXf2w+CREG3xaKznDM3ZbzzV2cxFr7w5ZhAwU+/psdlZw3YsTVj+aTBaidaKBQcPia498GAr97b4OPXtzgy1URHMTqISI0DeqIEid8WC6S7aXuZRc5Yji0Y+mnKIJVcfMGpC81E/mIyMj7gSY4nBfjhw4Hpds+8+TWv6Mzuufue1nj3OA8ezPnqLsHmlZZta5y0djGAKT0nVU4YDTgyo/nX6yL+6soxdj3aZK4fo0VIWaVbAyZj39yAux7MuPbLMb2BYOtazW/8WZf79oQO3KI4awWmVEghiAUkxaLwkoXYakN+WLx+iFDFSSL3kxaVSxPz2ud8C/iuPxGe6suXtg1L/oko8u0aMUtUebvBOuJVDeQIN0tUeJMDeeJ3cz+TRaM8SUtV9ZKRiNRwxqaMd71lDmtg6zrNb/7cHCu6BpErchOjdUDhgr1sjWH7Os0PPW+On/qBef76Uy2uvqXDoakmOozoKwf0RSloGklDunnK6Zvn2bK6x95DIXc+3uTwQoOf+Mnnz56xbcPN0zML5smu2ZMCfPnyCSA6OnN85vUHBlv+7V1/fzScmplEZzEvPd+yenSelRNzNJMeYZB6mbQcIXI+dl3Iuz81zt0PtJnOG9ggRiYBgZQEHgm5tWidYzOBziyHZzRfuiVmYSHl4b3KheEyh6unJ9XScBG5i234ImoXxeWwa3K9qKyBmycH9hMG7JO+eBaPevgWJ/5TAfaTyU9QgLzo24tiua4ezeu/tPX2NY6Q5XY6nSGwMBIpHA+F3LJlXc7O03IuPC1jeddALukPEgZZgyxzzEMAKYuZSMbZW1L+91vmuXPXIu+5ssPHru2iRYRRIakIyYIQE0o2teF5Wxu89PwQbRd5/Pg+opEXZQM99/pGs3PUkDzpJXvyFEXEZOmdbNy8dt9i2nv48/+6f1uUaU5dH3H6OkMj1lgWmekvIFROHBgiY/j0lxP+n78b5+FDbUiaqCQiCSRN5aJt4BeOBxpmsohFnSPp8aIL+7zzl2fpjlh27wv4+yvblAynIZBXa2fFMCesR+4lhWU9515KhT3ZwsIJwH3S/uCzg/ClGUOJaZ+DP2FiU3Rbitzbj+UL3oeULi+XwnrpN/wCuC2/T/230uUASJU7nVJIrC12Ny0f/HSD93+iyce7hmZieck5GdqELPYb9AcxuXYGhIWlTKhyojAliQdcdnaPdaumaKicT3+lRRQ44p6VEfO6y0Ia8eAjIZFqccqaFu3mBOMrdj4ctzbuu/GOXVyyc9u3DnCAIFB84fO7Hh0ba73pZZeec/39997GWacaNq+Z4rGjc1x9TcSX7x4Bq9mxcZpIGT56bZej821Eq0UURHQCQSc0NDwRq5gsagNhDw4NDJeeN8+fvWWGU1bnqMDyoy/pcfVNDR47ErpqsQZu6SdjkbReq25JS1A+EbiXRO2TDHie8fFMWoQ8dT7uvoUd/jpb3aC2/CGs3/ChFMEUgiUyx8UX2bK3rk74Pk7Kw6nXSqTf8bRWIBXsPaj42DUNDk6FHJpVvOVPQ/7sLdNctE2wsNhkZr6B9jdU4JeIozAn1gHaBGitWL9sgT/+lVkuPHNAqOD0dQptAm64e54v3rqM+/a3yLRgfgEuuuA8Gip+08LBOx9Nlp3ylNfqKQEu5Bn0eoskSeNAoxHe0FF3XTbaeZzbHsl49ye77DvSphkFjHVStqyZ4+CUpp+HEDSIg4ixCLqRphk6Km0cWiK/ha+UYGRgOXPLgN95Y8bGFQlpTxMnA849LeWyHSn/+EW/H+j1rIWQnmPiU5Nav7sUSRcV56QAtlwC4qFxfA2cS/FZFnOi/oFnFetP+H/Zp+hJWtxUs+iTu8lOkaML//v5vUnhpDuM9YJMddairV0j4drbkkJ73IHcIhGB5ct3x9x6vxNTsnHMrn0j/Jf3dPi9n1qgE3VZ7EdewNUxSuMoJ44UuS6k/CAMNHGgyfuKPccbnLmhxUSnwU+9pMeLzznOX34q44E9CUlzgtes2XrDRRdfdKDX69NsNp45wAEajSZ33v213Umr9efB6ObL3v/ZR7nr4XECE3PhBsHkqODs00J+6pURdzza4xP/JlmciRiJYMQvLDciSyNyZrJJKIgjQTNRjHYVF2xvMdZextRsj0bUIwgNwmY1ZFVFpvRiPZXKkvUyu9VgQIoq/y55008A4HoWIliS3hbF2tDnV9TPbweB8Fs6aj9kvavjboJaDK85QxU3qvDINfiFYeEXmKVFqqK0rF2bUu3A595GlpJxZYwXClQMQZOoETE91eSDn+1w3tYmox1FM3GiT43YkMSKRq68mpXb52wlGVMLAz557Rhff2g5i7Mh524NmRzPmRhd5JdesciN982ybMUFdEbiP7/p1q/uvuj8S5/WpXpaAAcYBOtJ2p2b5838J7udhdduHn+UVkMy0g5YNaHYtCJlca6B7S9iZEgjlIxEDtzt2NKIBY1Y0IwFjVjSTBSddsCKcYjDhKnZHIEjWyU6BaNrqv+VGlVFfy1SE4al1pYsLCztjgy111iS59rqc5ZmufWe83fiGBq2LHlbHzzxRJ/jD2OqfylB7nXMjXX7jU5P0CCtdAObwgpWANp9jtYKKUzp0VkAvNrECFEqYjQUrGhr0r7isUOaQSbpthSthiTNDGkuybXwP5fb9GmlGVr3IA7oNkP2HhAkgWDlXMLh4zFR0OSC7as569xtnxxbseZmmHva1/FpA/yC09aw7/F9j776xZe8pWvuU7fdfuRV07M5E+MBayZzVixbxNDjhrtiZuabjDVw4E4srcQBu5lIB+6GotVQjLSg1XAcBmMEWiu08QWMrecQwufegqjsd7vUpAB3WJhlyUqZqiBU1aNcna9RfKAckddQbf3XlKCuR/MTuhgnaWt8O4+iuqQG7DJdqZl/FWq9w6m1A3cpqu9eu2ti/UZSJVntvtPwOKuQ+1BGla5u5d+ouFDCWbvH3n3PYuj1NTPzTq02904fuRaldYn7UsNsmDDaibnkzAXu3ptyaCaklaRoG9JPFZYm80x++oUvv/wtRw4f3rt8xZZvP8AB1qxdw803f33vmvU77773wZlXdfTjrJnMWbt8kdWT0zx6pM8nbpwkkDHLGoaOB3e74Tzum7GimThwt5vQaRqaiSYKnBaKA4+fEfqL7tITN9QpKbDCViKQhU5LYXHhXbmqIlOU94kDcrUBU/7B7RLg1olLxSO+ht8T0vBnzJV9GhgXdWAv1Zep9/Q9P9v/wJbCY7OuKuZ+Sbc3atHejk+pYkGhai2XQx7p9iWV1zc0RkLRhbHVTQMOvFkOvdQQLmqEAGMDL0BUWSEWTxOlLK1GxisvnuELt87yyIFlJKFBiAxszvk7N3HeBTvvvuvOm/aedfZF39R1+6YADhAmK2l0Vr/znDMf2Tx7dPoNo83DbFh5nMePz/Bb7xtn74Ex1nYNow1Du+HA3Wq4lKSZBDQTSavhInezoWnGmjhaQp8Vhqk5wdG50NtrO5XTWDpNxEIqrkpLClVWqgju9yTrpClHTCoUoixWD/M+hjArqghoaxGx+H/KptpT5CxP9q9Pq2MylIcUw5dCPs0yPKyquWbgFg6wlauC9lriFIAshmBekKc0g6q1UorvIaUk944RSmqnjJUrJjqGsU7OsUWNttapXmnBIIfewBHxZLH5Y1V5c5iyFyR8zdRm/aTmD37uOG/9W8mDR0bRRtNuj5K013749O1nvzNd2PfNwvWbB/jOMzdw7+1fnFm3bvPPTas710Ry5vn/9G99Pn3LJPc/PMbaLixrWToNQacpaCWKZsNH7sSp2LYSQ6uhaTU0SZwTh5645Z0jgiDnq3eFXHtH4UIcEHqA1/PtwtIiUHVxocJLsRrJF1vf1jpuRW6cvkjRGzamNlEsikdbFGpUMg1iSWrzTDOTpxX5l7Y2T4zepRFYrb9vfUvQjey93oiW3uHMP9WgsmhUzgrFIk/QjhTSIrRCSpeLa+V8OPuDgBee1eOiM/vs3p+jjWFgFIMcBhn0lTMKLq8jhbSb8k8TVQUNf9OdsU7yrp+f4jO39rnmxuUsZPGX16zZ8HP/8rEvLr7h9S9/9gEOsH3nFRw7+LXFsZEr0v/93v2878oWnbjB1mUu5+4kglZT0GooWomi1QhoJoJm4sDdbBhaiaaZ5DSSnMRrQYdBRhRmLKaa3fti0jyEKEAK6fgJS/veNXAXbcfKvLa27e6f7dZCroHcEe0ttnT8Kl0nigVyLz1WjsDtcErzRMB+OiP3b/UY3jTyUtM16xclKyvHAsRaW/97S9JckOfVKL+wIne+8BajLFhTDXH8DVW0WXOv7ptrhVKKXAc0QsnWNQOacZ/FPGFRKRaVIMr8+MIPkQpZ6FKg33iQGwdy94SR9AYBa8YHvOVV0+zY2GPzaT+Q9gzfEri/ZYADLHIaBnNT3L7ikudtu7EhzYDFvqURS1qNWuRuKCfI2bAO3InLu5tJTiPOaMYF2zAjDlPieMCNuyT/8q8dsK6/GkpHwDmhuJRV5A6U2/BXQSVAX0pBeEkF94d2AEhzB+5MO028olZynkZ+4uGXVYoh9lC+/kyPbzL61/v3hUNGKVhUUwqThYaxFc6/3ghsClku6A8UWe4nmv7pVtjyGSsIfH0SegYLyFoBC1K4dTElDVorsjwkIeQNL+7zrzcucsN9DQZByGwWEHrNSaefaEtga38abTEm8D6qyltOCgapYu/BBkk8xut/YGdvdM3Gm57JEsm3DPB1K8dYmO+949fe+BJ71Yr9//mz196b9NOQkZaspSSKZgPaDeNy7kS7M3a88IYHdxKnxNGAJBnQNymfvaHNrv1NSCKUUo5G6SN2KKv8uw7uIFj6vvCR3BVQUlYRTQjD7KJhcQD9zLXLCsAEEqx3Mi1Sg2KhQJYFVWVH/mRotEteL8X30wZ3LXIXwKxLmDlTVO+IoUyZrhRDnP4gYLGvmO+5mxmofOCl24M0gfWFt/S5jRya8kqfh0spUVqidIDKDb1ezJZVOa+4bJ47H2wwk4YsCInyy82mENzUFq0h18atqmmvRutz8qLDEkeGozMLDMSO/uXt1/xpnjX+WxQn38TV+jYBHKDVbpi9D37sd1esHM2Szqq3LWc6WjkeYIVrB7abDtxtn2+3fErSiDMXsSOXksTRgGbSRwV9PnFdxMev7YJMQEVEniccKa9MVazIBZXCbanNogqtlprqlpIe7E5mTgrLWNcwny1yxz6BFYpQWGJvKGqwhFB2GIRwy+jKVqC2T7M6fKJb4ARWoH3S/wao26QPR28lCo6HKS0fi1pGCYPoGB49OMpjhyIvvSecMlmpEAwmwIt3Fu4SEm+zVpsEW6R0ebjKK3OwLA/QOuRHLh9w1+5ZPnJtQJpJZkWMRpIaS6oNaS5Ic0umLbkGnesqkltFrhWzC844+JTNk+n+2ZE//oePXvv7b3nTDz8pW/CpDvVMvhhg1bYf03sOTX5944o83bB86vKpWS1CFTLagW5b021pRto5I62UbntAp9Wn0+rTTPokUZ84GtCIBijV48P/qviffzfO7kMdSJoEKqQTWJreSSIOnIRzpPwZCi82hFe3FURBobwliQLldFwiWaZOox1Yv9Jw/vZpmp0prrsnJLUhFoG0w6SspVwWJYSPnoV6VSVKKmpqVoWKlZCeCyKGla6WLjsPqVnVOTRlu7NY8C6UuGxppx4E1epgGGofMDLajT7t1izvvxo+/ZUW83MSo316UBoRVJ2Men+8GOmX7xevpRfXlIXyri0L7+Vjmp2n95iag3v3KHIjyKykbwQ9LennouqBm6pdWwgExZHEMuCRo6HZsmnT7/7Yy9f8r5WjvcGf/uVHnxE+nzHAr/7cv/BX7/rh/Jzt48fn08Yvfv32A3LTqoCJUU27oRlp5Yx2BoyN9Fg+Ps9oew4lF2k1Fuk0B0ThgDjus++o5ZfetYwHD7Sh0UQGEc1A0A4sjcCW3j9ONasCdaQgDCsB0MiDPArVkIxzM3GKSGNtzeRYyvZNC+zYMM1duzMeOhCjZYASwstJFKCrWo2Fqq6s5fVDQK/Ltcklsm2iAnkd4CfcSDXptup71pY1fM4si73F2j5sFGiiICeOcpJ4wEh7npt35fzBPy7n8YNtWqGhEN6kBPVJ5qVC1Lo2dXlo3zcvtdyLQZordjGC5WMZ2zf1ufKGkOlZi9UaneUYMjJy5nqSmYFz4nP1jftZ8ty93bAyY8vpO82i2PRrd+zO91/+wtc9U3g+c4AD/MZvvpXVa1fNzM519p2yNnqFzR8WAKMdy1inz+T4HN32NPc9tshX7rX81nub3PEQrJ7oM7lswD9eHfP2vxnlnkfbmLAJQUIcKBe9A+f9E6sl4A7FcOQOffQOiugtiSNBEkEjxnVuGoZuS9NpZTTilFWTAzasmePWe0MOTTUQgSpd4lQJbFFF1SHA1wBeflxWRa3/uCiBTvn+0ICmAJN/Cgzn2bVIXtdXr7uwBYUknmPpRWHGSLvPo4cG/N7fdbl1zySjzYBGYCr6AgwBvXRoriX7xftlDi6LlqGoPXFsyfMR3vF1optz6Vk9dG64f4/lnFPmeNtPHOU/vW6KPOujwgGPHQ5ZzIOyUdCIMxazjG2nX2TOPeu0N6/avPVLE91Q/8273/2MsfmMcvDi2LDhPI4f2p2ef95F7/3gR+9t3vzw2J+MqlnWLrcsH5/j4YOzfOhLIV+8dYI8T1hMFXfsyvjKbcd4+88e5W8/1eame1oQx6BiAhk47riynhJb2e6VzhKypk9e6pQLD3zp9MlDiL0QaBJZmrFxRkeBq7SUlKwctXSiPuQZqXHi7rF1BZC1hT/8Eg7Lkl5gNWjxD/k6qWtotl4d5eJwffxf28o5keJlhzgoBaiG24TGLXeHKQuZ4eBUQq6dU06mBYPMEqaFDLGpQIwqK1mBlzsWDvhSelH93LobOHfXTeYKJQyZNEgZoLQhy530x8Xb+1jmSDPN23+6x6rxJlm/yf94oyEzU1xz2yzvu2aCRx8foREJNqwwnHvOCK3x7NfPPuvC995+10P6/LN2fDug+e0BOMD4ilO47+GD+tLn/chDK8dvn5ve94XO8vE9PHxojv/6d2M8/Pgoy9uKsa4lCQUyNpx/es62tZpBLp13pYqRKqCh8IWlrZlc2aG2YBG9g2BYnzwMpBfirzTKk8gQR6Z08Ao8NcBowXgL1q9JuWVPSqZjclWMtf0gqAa1YYZGBeoTN/ArJ4iT4dvWgF1vPda35YcVrIYmL1VeLKilDKbcmIGcPfsURxcCpPKjc+3G52nmGJjuyeCGMM4/SdVSElGlJLmfNIpCOdcic+UdOVRZcJZa7jokz3NCBfc9lvCpLzc4b/MYsWqTxBndVp/XPW+WszYf4tf/2rBnf4fTFic4ddvL5naee/ZDWf+APuesp+Z5f8cBDtBqNFk3sfDplSPn/7Kem/rTW257dPx3/mGEw0fGOW0SlnUMoy3JaCfkvNMNP3BJSBQpN5SQIciIUMqyLVhtWNenlcUwx2uUlxYqblPfpSwQuhmRS2tC5+4b1aTkpDJkOWxYpXnxBQM+83VDaiy5lWgz7A1fSoSwNA6LWjStpoP1SP5Ex1DUFtVTYvisjU4LxdZiIFWM6v370kdlpQxparn25pi9BwKCrpvc5hrS3IntZLn1nB1Ty6UF0tu8lPWHxLcGjX9rkbn0KZpE5dJ1VnKDkoGP5hptMhCGhw92+bN/GeUHzwk5/9SI8RHDaCdhdiFh5dgsv/0TU7zncy3OvOCFx7eccu6v3XXv/KfPPL317YTktxfg61e5Ff5+/+gHmytfFOyeDd8Z8pXJbZMzLOtKxjoBY92QlcskE2M5xoTMLCgyE4NKCJRLTcroXZtSBjVwu6GOQNUE+KtI7gAeKQfsUsI5rIRAC2tCIbygP9b3fu0JUZsl7w9Hz+r1UEfFf7xeVJ4AcFu5YhfeksK4r6kENGsSwye74CXxyr0s5J9FSVzzU0zrnNFy402ePHcnl84mROZVylIW1jWymhTSS+sV4PZRXLqvlVIhtUHmAVJGZFmOEindliXrK6amNbv25qxcFjI+kjC/GDC/GLB++Ur+9r8//0g0dulvpib94FlnrPm2gvvbDvDiSJIJpqZm3/eGl18uZw4d/8M7br9lcsV4QKupGG0LVk9mbFgxzyCf528+22bv8VGCKKalXEvQgdsOLTGUtteynnd79f/A97uDqm0YFI5whVZ5obol3VnouVgsmRYF/+gEAR4YBrL7NFE+2qvCsXisyyFx/OpzKmDXQV7wMwpKQJEeFUMl6/V06ovESzFef1sowwZebcpYQ2aka9v5HnSmveaItj6nrtk15j4dyYuobqsCOxcoIVwUlxal3eBHaoXKvfyeCFkUCStH4c2vmuavrmzy8JEmSZgB0EsDpmYD+oMGq9afc2TZ6le83Vr9vjgZfzag+M26lj79Y2ysy4c/cc17R0bab33hxauPL5/IiELBWNewYeUCQTjF//lUxPu/sApFk4kYWr5bUkwr65aFBbBVsLS4lOUwp3J+qwG7lHB2U75CJ1FKQxhqHjssuPGOkCyTQyAuQFPMV4oP18XxGQJx1WUpet9FRKwifjUoKkhepZPBSd4/UW/wJO8vyYOMcdrtF+9MWbM8w2ZmyNcy18KnLM7NLM8tWW7dhDF3XkzFjeBO4f1wHFkr08L/P5I8l+RakefSkbB0QJoHzC820XqUN74M3vy6w/Tp88gRmJnPSdOcx48ucGhh8ngQtd6698EvvjdO2jxbx7MSwYvjF37mNdz3jQ99YG5hRfqlm/R7ZqeOds7eqgmjGf72KsXHr1/Gyk5IN7EcmIF+sZxacE7KwUa9i1KN4oNADkXzshgN6gAf7herwhdIOuAfmoEH9oRO47c2fawXh0MahTWwVv3yeoriqQFC+o+fmKLYMow7bnS9SHXcaYE1FiPrZq+V7jflkKZ2w1DRgaWSnL5Js2okZ99xQ2YtmXURPPPSaLl2v7LykVwVm1C5dWZR9Z5/oVSg8aN662YGvruipBu1B4G7fnkese9Ii3ajyw8/bwqtj/JPX5zk6EzMptWas3duYuuOVx2ZV/GHLtix8dmE4LMLcIDPfx2TmeaHW621+bozkn+AO5P3fgGu+vo4m8YjNi4XrFqmeGR6lmvuiGmiCHyaUoBaKTFUVCpZ5N+yln9TG9/XRvpq2AuosijUCKVRgbPKoCywagvKT3LWhzeV905xVv3wwuG54GVX7gYVacoWPJkC4AK0kxIsDVULZ4QS0Evaii6ie9BbpzOjtQabkxtLqoUTt9TWR2VbCs3nulIjyKVxJKxckIuig+IpyF5CLcgFuRQo7X/XXBEoV70o1ef6uxT7D7RZNQEbVyW89pIjROFxPnPdKM3uaf2tG9e+6fwzN+2RMsyfbfw9aylKcfyXX/r3nL9V6SA692PPPy/5yaA12f/6XQ22TMScsSFg24aIS87KefNrjtNMUkJpaYQQe4uUoOB318lBBbhlAfoiutvSVbkYgpTC/HVXCX9KNIOBoK9V6QpRTDJPVLryQ5jadK8sxmrgVkr67Rj3pHHsxqpoczm342Dk/tTaVgQkT98tFjOGUhfvuWMKUNsTT2Ml1kgiBXHsAG6sIa2nKcY5lWXayRhrjSdC1X4ebx1ZpCpZ7tIVrSE3EqNdupPmkkGq6Kchea5YGBj+6tMhX7s74749cNdDLR7dt4ILtkgu2Lm8P5WN/+Sm5ev+6V8+cuVXZMHtfRaPZz2CA7zkih+hf+hdOl5+x8f/7fbL3vjySybfP5g/2JwcV2xapTll3RS3PZITiZDRxNJtWJSqNteFH1sP592CIKyzCO1wmrJEt3xpBI+CnDTTXP21hDsfSiBRSMSQMWyppVISjsRQKlJ3TStA7d5W6VVxk2gDma0ou8YvJQqvv+e+u/WWe27310VvUQN5wfgTVUHqt3CM39ZxGu6KMzYbXnZJjzv2ZPRyTRoo30mxZXoSeO+bvFjSrkVxN+Cx1Y0tXdRXWhAUN5txuXmWSdLMbfuMtGPWL1/kzl0tQmUZZAHTsyE7d5y7+NKLJn7mB1/e/vhCfp/9y9/9D98J6D37Ebw4khX/lb9+7yvsx66/5SOdsfGfb45Ozox2ctavPM5X75vnDz40yUggWTEqWD4WMNp2/pa555JJ4cBTDHWq/LvWYamPsYeMZ+0SZwlnLDvftzxyKATj0KiEqIQ6a6lKAeoTCFFlGlKP4JR0gihwk9Qocn15KR1Is8yQpoY0N96b3foCj5KMVEZxU+umWErntALMxWvrN90LfnUgFRtW5HQaGZiczMDA+HZhUSgWxaaP0tq/1qaK5Fob8tz10DNPmDL+bxJ48fup2YCDxyIOH2/Q64/wtn834IIzj7PniGZ2MeO0bZ2ZTRubP7+i83cfufnL9jsGbvg2cVGe7vGZKz/KT//Uf+R1L9x897Lx8f3jE6MvuPWBx5rv+ogg0B1OXSlYMxGyYXXE+lUZ+6cyjkwr2g1oRIIklsSxYwiWTMLQO7wF1WAn8r1vZ0KrCf1KXBRq4tBRdJtxn9sehP/+vlEGNCGIaQSSZmBJPFvRucjVe/B+yBQInyrJ4ToglJ785c1wQ+voAqElCkFrweyCZn5Rk2YG7V3GiqMYEMkyalZPr2EPT1tG25ILXnOLLowGtq4b8MVbE/YeTCAIEVISn8yMa4hvM8yTqY/wi58lDCCJDBOjAw7Ppdx4j2J+3qlRGRMwOQqX7DiCjbqcuf2iY93Opl978PF1H1q/ahnnXPLz3wp0vuXjO5Ki1I/f+rVf4LeAe/dMfUCpIJjNR/7olNVfmWzbRdavjFi5TLFlbca61dPcuV8y82jE6jFLEAhvOuttDAOGondhiqVqUbtwTA5k3dXN8TWkzOllklQ7tVopZCmaPzzo4ISe9lJD12I9LpCFZyj+5vIT1NDSiB1V4J5HLFOzlkYkHPMxNM5WBG+/LdxysPJR3L2taKZVKlKZpBpTRHXpT9eyC2RKK8rApliTkxnJwAhi7x2vvflTrl1KGBhq38dFcnLjnw6OH66kIA5dodxppRx9ZJGv3CvYvMyS6YAsD8l1l03rm7z2B15y5JydL3wb5B8QYuV3GmrPDcCLY/umMfJ04e9PWfVSIU3zD2+58YbJ0eY8G1enrF2xSG4XmJptexBAIy628t3r0nW4Rt0stluUN8QqRflV3TbcKeDOpYYv3dogTZ0FuJLSmcXWItmQQexJ6a3VtpDyG0SBf4rEgePANGK37LFyfJG4ucDe6RZTxxqsGjU0Y1cUAgiMGxL5GzWXDuTGW/LZoWLT595efsG1Fd2Noa1EG9efThLBi87rc+NdGTM6J1chfSNJjK1cFPwNGmjQ0mKUv7Gs8PucviCWrgNjrXtitTNJlgVMdlJkmLL3aIQxAxYWJVE8xpmTlx1Zf8rz3z4zZ/9+tPvUEmvfdwAHCKIWOuu99wdffHG+rBv+ycyhL409cvAwG1an3PeY4IFHEtZ2Le2mU8Ea7QiaiYvOxueQVSFaPbaLnLtqEWqvXe639lXO4Wn46t0NjA5BKa9tWGzI1PTEZQHkKk0oii5R63urmuVGEFiiyAG8mWjazZSxkR7z2QwLacjR+SbtuNgYMo6lJ1w/2kjjzE99/l2cut5J8aDWtorcThJClqdbDA64dEfKWCdl5niGMTEDI53zmQd55vVQtHc8K3N+387UWpAagzEuyme5QoiAJJIcm4nZvl6xZU3Grt2GiYkMG67mwosvn1q14bzf0Nr+w/jocwfu5xzgACps0OtnHzz33J3HH7hrz5YFNv/x4eNfCu98SCJtyIpRyXg3ZGJUMDGS02lqlLRMzYfMLshSuRRccVgNdazjSZfTS03grcKFzLntvpAHHnamVkIoQuGEPCsntqqzUB/miFpbUBWbPGWawlAnJ4ocPbcRZyTxgCBIsVqzmAkWU0Ec2KEOkHP2rRZ0TQnyCuzWg7woQnV5elEd7VMUoxj0A7ZtzNi5vc9jN2Rok5MZRV9DJJ2+ujLO8CnXoJUPGPiiXkm0Niz2NdPz7vfrNAxaW5QKaTcilo+3OHPjHEcOJvzgiy7N9h6L3rp9xzkPjXSTzwoRPtfweu4BDtBIQnPvvQ99Om/8eHTZ+Xcs7nls8O6HP3+bWDsq5ZrJkJUTkhXLMjasWKDdWuCxoyHxoMPcQgNtoRW7TkWxJR4Gxq9v6dLpTSmDVAalcnJjuPuRBsfnImgHBMJJwoV16WV5YlpS39CpiEgVyWqoDvBeoWHgtm1C5ZzjsJpMQ18LUg2xX8bVWpQb58Vama5xU4ZOg9cItGVObkwRyaUHuyLLA0a7gh2bUq76ak7POILbwCgGmpI2q6QgyJ20tbEghFv7a8QKaxRHZg09UvYdEowkARvyzJnJioCxbovzt1kztvwS2xk/+1d+/fXb3n/w8UPp6MjIcw0r4LsE4ADbt2/BDm5PicY+ODPY8G/n77A/2hBT/3Ms2U8Sh6yZWOTowhSfvUWy6/EOOzfl3L1nwOrxADWiaDVECe4o1CR+oTkMnQW4kgYl3CLuwWPwgaua2NgVmIEUREUnYom2YbmaJuppihhKUYZy8mJXUhZTVI0KnCW5mzO60blr0fm+tAFdgLVctLAuv66lKYUFdvW2rlhVgVsbzw0xAXoQ8MaX9fnAFzL2Hsux1onz9AzIvOiQuNF7lLv/U0iII8VYV7F6sg9BzqtPGbD7wCJfva/N/qkmkHJkOmVsbA3nnjn638X4ho9oteKxz173ePrKy7c9MzB8G4/vWB/86Rwi3okQ23r33N3bdd2dP/RHr71i4vcaY2v19IJitjfH//qnhK/dNsmONQlz/Zx79vaZndfk2kXaMDAkcU4rSWklA5rJgDjMXP4tNYW/jLaCmcUQZICU0hvHUjOvqi381nrf1V7lU4zxC1kHv0+pRKU8hfV95lpeXSde2VoOXI/ahfe8tpXOoCnSEjucqjjik3ub64Bu06KkLuf7GljQgplMMjWQzAwkC6mgn7npprWuLTrasezYcpxuc4EHHh7lsu1j/OaPHydu9FgxEXPhhZv0gWzj711y+aV/1LSLu175wjW97yZww3dRBK8fP/Ijr+PII+/XExvf9Dvtw8eDo/uu/fVrvnpdHEvLjvUhZ2/NeOjwIlneIdeOiREGlkas6TRTxkcWaDYWCJR2HYU8qDjenswvVBG9JUlJz7Vly7HapOeEHnE53Kkv6NY2eIamn377XMhqKu3G9TXLv5Jb4swBh5S06szDcggkfBuvKjorcHuNEaPQWmG0U3Y1uvj+Lqbl1qJzw6LJmVeSxVwhkDQiN3wCVxdEgeXALDz6mGGk1WLnaSt44fkxK1dfNvj3r3v+/253J36H4OP8/lt++LmGzUmP70qAA0xu/BmmphdYPjL7jsmJy+Wh3sZLDhy4Sp6+Ib2k1dgVHJnWdJKAOBLEETQTTbeVMtqd477H5jky67onW1cbNiwPGKQhApe73v2wIE0DpAppyLpLWzUAcT4/PreuLw7LaqmhpMAuZQuydJVt6QpFne469FVLFoJtGbmr06cntsq9C1FNrSVauQ5KlgcESpPpgCiQnLkl5/Hj7pEUSRjksHX1DNvXzCKVZP90i4cfHaERSTpNyyA1DFLF3EKDZd1ZvjE3x6GZdflUb/Jrv/CTLzZ5eOrXHjxk3jHozRE3Os81XJ7w+K4FOMDYaLm+9Pb7bv80P/eGCzppeuxvvnGf+bHrb5+R3Tij04wZ68JoO2NidJ6v39/jf3xwnANHOiSR5ldeN8PP/gDMLkS0Gj3iqM8/fTFgYSEmbCvagSUJXAQvXdnqEbuuVluTiBD+hJNwtQuZ4m+CSjS8OFFJzRVpy1AObsFoMKoCt6mB3KnAWk8JjhgfUfy7K1Ku/UZAGAqWxYbpnuWVF+S85TWCJDI8fvwIv/PBnDvvm6DbsEzPGWYXFFOzAa++pE1nZK1ptrZ/VEejv/CF6w7N/exPXvhcw+NpHd/VAK8fp+98FQ/ueXBuWeu0X92Ybd79gvNv3yH13GtbYg9JLBhpDzDM8X+uHGHQG+PSUyQrJwSJCLnpHrdosWIcOs15tyWuQjohdCJDI7RD0fsE0Z2iz14nWdV44sZ6Rp6ybhvfVGCHJ8a5WNKlkbUitg5yXajhmqoXri2+21IMeKpcnFyVN1igNFkeYbTbfh+PLWtGDGesVeS9CT7/VcHqCcPW9VP8p1dP8x8ebDG1mDDWX2T/kYBzdmyhOdL85I+/+py7m91Vf6bz/tzKld9defaTHd8zAAfYumkrwNFdu/f+9i/+zI9smDn6EPv2LXvtfQ/cR+fYNP98fcj0VJcdqwXbNwVcsL3H3kMDbrh9jEt2GDrNASCRQUAQhoxHhpHE5e/F6BuG+RlFr7vULClZg9KpdNuCpFTRSbUZJkNRnLWjLmpZcDxUXWrO30ElwLXjiLuI7qabjgkIShWjdPf0yDInYpnmAQhLpxWTZikS6MSWyRHJRWdI9h5P+dyNigu2JWizjPWrLD//Q8e57qZRztjaZtPmnUyu3fHJM87b+muzMwuPjoyvfa4h8E0f31MAL45TT1mPSY8/Ktad/hthHPzzTbfvS2mE/+OBvYtnNlWPFeOKbRsAtcjXdwm6oWVx4CZ80/OWmV5MJ5EsaxmWtR1A9k9DP4V2XOw0OlkKpaqNHCEKkpUTGgK3xKtTi1Eu6oZBwczz6YOtJeO1o9jprLjuxf8riSOno6j9BjzaeV0GqjB/cqP73BOgAiV8tDY0k5TFfsiRYw0C5Xrs7UZKO8lptHOkCEgiQbspuWDFPI8eCnlgb8B4N6TbanD5WS3aY+fxogvOuL7RSP6s2Tn1zkf3Z49uXPe9B274HgU4gIzGAXYDu2+4/j2Aeuit/3HHR/7tpvu39I/cp9avmGa6P8+RqUlWrRdEvsty0/0Bd97fZkXbMtGBleMBqyYl3eOL3HA3iEFAt2GJAkEjcksQBXXUhniykaDVcFH4yHHN7IImjiQQEAaCpKCV1njbfhcHqMBdgtyzFaNAEnsNxSSyzC5Ypme1L1IDotAtNgfKRf80c99HCkszEX5iOsPN97fZu7/Lmkm36dNMMs7fNsP5p/fY/WCDXMNCT7BxTYC2KXsODtixucX4yot0MrJ995a4/x+3n3XpAW3Y1YzEt/DX+e45vmcBXj8ue8EvMlicvjPL9RUZ8Zqta8776MyhT3c//om8JY1kzSQsH+u56JYqch0y0bZMjCpWTkScsk7z2hcdR4QBN98+jpSCZkOybCTEYnloX4bEsQOVhEYimBjVTI4tsG9K89D+iLUTziQrjgIvMunTFFNPUYrBSrUpVE4SlYvezVgw2jasXT7gjj0DHng8ZPmIS5GaiaPrdls5CM3uxwIsAXZE0W3nBCrn2tst7/lEyBlrcwQhgQppNxqMjyY0Is1iajk0bdl3xLJ9k+JHX5pz8+7NCy/7oStmV032X5+pLfvOG1OPxsH3NrCL4/sC4ABxcxRj7KNXvGD8MZg745b5l1z8spe+5G/PP/PRfFXn/vF79vY6uU1A9Ok2JJNdyeRYxPJlgrFuzuqJjGUjLu+OAkG7qVi7QtJozHP7IylpL2Gk7YQvm7FlvJuydsUMi0bw2PGIkZYhiQ1p4hYI6iZXw0Wm8Np/laCl8mlGFAoaiaXb1qxbMc89+xd4bGqcUCpaDeOcoZVlcrTPQB9n9+NdkrBLHCrSTGIMHJsT7DuuWDOWc3gK4iik3YxZNtpEZ4JTVgtO36hJxdjc+Orzjr9w55rgeceCN0XhKTcuX5PMAKbUKPw+OL6rJpnP+Jdx3Qdz453TUzZcf1W3O3rq3/79Z7ace/GP/37Qvuyevl5/+2hnpL91TZtVE4oNKw0rxgZEQY6STvgmVM6sttNUjHYM558+y8sunmIhc50SJV1brd3IaSYDrE2Z7wsW+5ZBqslzU0kEA6XVXv0o1an8W+GWdwMlSEJLK9G0GgMCNWB+YFnou760IzlBkqR84RbNLbsF0/M5cwuW/kCS5cqzLC2DDA5PpezZP+DRA4Ljc5OMtEf6552+4vaf/uFL73nLL/7479/59Y9siZPRU0/dtPKqjWsfmxJCfF+BG76PInj9uOTs9eCkBRf373+YIAz+WAj1x5tPWa+iZNu7/x3JqaHZ9/xWuEftO9xHCImxKVLGxCEksaSZSEbbA2YWNDfeG5LlRREpSGLHEIzCFAgZeFk0t+5VmK9W+tpVjeniuXMjrjnOe5aiW3ezxKFTi5Xk9HPLYgr91K22GevqiQvPyPj6fYbZBcNi3xXRgyxA55Y8SxnpNJkYEywMYuLOej22at2XX/kSvWtmtvfmMFC62Ux4+U/8iQ3jjYvP9d/r2Ty+LwFeP1av3gxVDM3n5mZ/Yf3meEynh//g5ps/E91x60H9QxcE5x5aEOdNzS0Sq4x2IokCQ6uRIcg4cCz0nuqQRJZ2Q9NppURhhrHKb6tTGpxWixiVzR/SugVB486KX+IITtiq4CyWpKU06Nwy05P+CWHIc4UAVi7LybDMLFr6g5zDx2By1LB6ZYsrLl/P5on2rZecdvwbhxY3qSte/EPpxrUTv7WlN5gaHR19rv8k39Hj+x7gS49OpwswBfwSwH33fhopecHRqfyK007Trz9nW7ZtopWyf99D9PMeraDHi8/N+Og1KUo26LYsY90+ndYsocoQNh5aFhA4cfo4NDQSTRi4tmM/NRyfNYyMDEhiVwBmGnoDQZr49TA8OUtZlMpBWIzJmUoVxxYUyxcN/VSQ5ilX3hBhyZgYbzE20mLjlq2sXB+wY9I8sHn7yEcX08YXhbDX/8pLrniuL/lzevxfB/Clx+nbXwVw/Z59U9e/fj03JEG+ZWFuynz+M/uNTE7ZFI+d+7bTtuzleVMdVo/OMjlyiNwc5I//WfGaS5Zz6RmLXPONlDQNyxWvUMFIJ6PTmmP/0RYbw4A7Hwr5+A2reOWlGX3TY+pIwIox2D9liXqCZdoRrYRwPPIDx+D6Ozrs2KB42YWH+Nh1TfYcaHH6lhV0l53O2lU5v3zmZmaOH/0jkfX3XHTxJXJi2agc6YiHtmzlKhFMPteX9rvi+L8e4MWxac0YwFXF64MHplFBPLowt+9r+4/fyo5tIrvkjPH/vGZ5/2VWzLBtqsXhmbs4Zc0uTl8bMT8TIwI3NDImQ8l5/vnaPllvhNe8QDI1Z9m/f4wXnDagHaRkccrzzgjoc5RrbhwhTUHJmG4nJIkjDk2Pc/h4wGVnreZnf/TFrNqkULbN+uXq6u7o0T859wwbrl59IVs2rL6+NxhMd8eeHfHK7/Xj/wf4ExwrV40CTANXAkwdPwiW++MoXYFIzQ9cFnDXzY+gTUy3ETHohSwO+tlFF170u0osvHJk4niWx4INK5q0RlOS0RlecOEo4yvgvLMH2Czh7B0Bq1ccpW87nLK6Fa5aMfKZKPvq70oVhhpBu+lSqqR7ES+4wIKIZLuhDmHZ8+KXrHquL9H3xPH91RN6jo+bb/o6QogVM9OHRpaNTNlP3RiyZUKxY7PGMs8dD7bZsg5uezhD5BFnbArYsGqGT92QsGllW6xZs2rGYg9ddOFFz/Wv8n1z/H863zfnWjyYUwAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxOTowODoxNCswMDowMHJIqn4AAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTk6MDg6MTQrMDA6MDADFRLCAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 219850000
{'hecke_orbit_code': 49539596001739200, 'n': 1, 'trace_an': 1}
-
id: 219850001
{'hecke_orbit_code': 49539596001739200, 'n': 2, 'trace_an': 0}
-
id: 219850002
{'hecke_orbit_code': 49539596001739200, 'n': 3, 'trace_an': 10}
-
id: 219850003
{'hecke_orbit_code': 49539596001739200, 'n': 4, 'trace_an': 0}
-
id: 219850004
{'hecke_orbit_code': 49539596001739200, 'n': 5, 'trace_an': -84}
-
id: 219850005
{'hecke_orbit_code': 49539596001739200, 'n': 6, 'trace_an': 0}
-
id: 219850006
{'hecke_orbit_code': 49539596001739200, 'n': 7, 'trace_an': -49}
-
id: 219850007
{'hecke_orbit_code': 49539596001739200, 'n': 8, 'trace_an': 0}
-
id: 219850008
{'hecke_orbit_code': 49539596001739200, 'n': 9, 'trace_an': -143}
-
id: 219850009
{'hecke_orbit_code': 49539596001739200, 'n': 10, 'trace_an': 0}
-
id: 219850010
{'hecke_orbit_code': 49539596001739200, 'n': 11, 'trace_an': -336}
-
id: 219850011
{'hecke_orbit_code': 49539596001739200, 'n': 12, 'trace_an': 0}
-
id: 219850012
{'hecke_orbit_code': 49539596001739200, 'n': 13, 'trace_an': -584}
-
id: 219850013
{'hecke_orbit_code': 49539596001739200, 'n': 14, 'trace_an': 0}
-
id: 219850014
{'hecke_orbit_code': 49539596001739200, 'n': 15, 'trace_an': -840}
-
id: 219850015
{'hecke_orbit_code': 49539596001739200, 'n': 16, 'trace_an': 0}
-
id: 219850016
{'hecke_orbit_code': 49539596001739200, 'n': 17, 'trace_an': -1458}
-
id: 219850017
{'hecke_orbit_code': 49539596001739200, 'n': 18, 'trace_an': 0}
-
id: 219850018
{'hecke_orbit_code': 49539596001739200, 'n': 19, 'trace_an': 470}
-
id: 219850019
{'hecke_orbit_code': 49539596001739200, 'n': 20, 'trace_an': 0}
-
id: 219850020
{'hecke_orbit_code': 49539596001739200, 'n': 21, 'trace_an': -490}
-
id: 219850021
{'hecke_orbit_code': 49539596001739200, 'n': 22, 'trace_an': 0}
-
id: 219850022
{'hecke_orbit_code': 49539596001739200, 'n': 23, 'trace_an': 4200}
-
id: 219850023
{'hecke_orbit_code': 49539596001739200, 'n': 24, 'trace_an': 0}
-
id: 219850024
{'hecke_orbit_code': 49539596001739200, 'n': 25, 'trace_an': 3931}
-
id: 219850025
{'hecke_orbit_code': 49539596001739200, 'n': 26, 'trace_an': 0}
-
id: 219850026
{'hecke_orbit_code': 49539596001739200, 'n': 27, 'trace_an': -3860}
-
id: 219850027
{'hecke_orbit_code': 49539596001739200, 'n': 28, 'trace_an': 0}
-
id: 219850028
{'hecke_orbit_code': 49539596001739200, 'n': 29, 'trace_an': -4866}
-
id: 219850029
{'hecke_orbit_code': 49539596001739200, 'n': 30, 'trace_an': 0}
-
id: 219850030
{'hecke_orbit_code': 49539596001739200, 'n': 31, 'trace_an': 7372}
-
id: 219850031
{'hecke_orbit_code': 49539596001739200, 'n': 32, 'trace_an': 0}
-
id: 219850032
{'hecke_orbit_code': 49539596001739200, 'n': 33, 'trace_an': -3360}
-
id: 219850033
{'hecke_orbit_code': 49539596001739200, 'n': 34, 'trace_an': 0}
-
id: 219850034
{'hecke_orbit_code': 49539596001739200, 'n': 35, 'trace_an': 4116}
-
id: 219850035
{'hecke_orbit_code': 49539596001739200, 'n': 36, 'trace_an': 0}
-
id: 219850036
{'hecke_orbit_code': 49539596001739200, 'n': 37, 'trace_an': -14330}
-
id: 219850037
{'hecke_orbit_code': 49539596001739200, 'n': 38, 'trace_an': 0}
-
id: 219850038
{'hecke_orbit_code': 49539596001739200, 'n': 39, 'trace_an': -5840}
-
id: 219850039
{'hecke_orbit_code': 49539596001739200, 'n': 40, 'trace_an': 0}
-
id: 219850040
{'hecke_orbit_code': 49539596001739200, 'n': 41, 'trace_an': 6222}
-
id: 219850041
{'hecke_orbit_code': 49539596001739200, 'n': 42, 'trace_an': 0}
-
id: 219850042
{'hecke_orbit_code': 49539596001739200, 'n': 43, 'trace_an': 3704}
-
id: 219850043
{'hecke_orbit_code': 49539596001739200, 'n': 44, 'trace_an': 0}
-
id: 219850044
{'hecke_orbit_code': 49539596001739200, 'n': 45, 'trace_an': 12012}
-
id: 219850045
{'hecke_orbit_code': 49539596001739200, 'n': 46, 'trace_an': 0}
-
id: 219850046
{'hecke_orbit_code': 49539596001739200, 'n': 47, 'trace_an': 1812}
-
id: 219850047
{'hecke_orbit_code': 49539596001739200, 'n': 48, 'trace_an': 0}
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