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mf_newforms • Show schema
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{'Nk2': 4624, 'analytic_conductor': 17.05155199165904, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 17, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [289, 2, [3], [1]], 'cm_discs': [], 'conrey_index': 288, 'conrey_indexes': [288], 'dim': 2, 'field_disc': -4, 'field_disc_factorization': [[-1, 1], [2, 2]], 'field_poly': [1, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 4, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [-3, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 68786585889, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 17, 2, 1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '289.4.b.a', 'level': 289, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [17], 'level_radical': 17, 'minimal_twist': '17.4.a.a', 'nf_label': '2.0.4.1', 'prim_orbit_index': 2, 'qexp_display': 'q+3q^{2}-4iq^{3}+q^{4}+3iq^{5}-12iq^{6}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '289.4.b', 'trace_display': [6, 0, 0, 0], 'trace_hash': 2152732804865367480, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.852', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '14.838', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '151.164', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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{'an': [[1, 0], [3, 0], [0, -4], [1, 0], [0, 3], [0, -12], [0, 14], [-21, 0], [-37, 0], [0, 9], [0, 12], [0, -4], [-58, 0], [0, 42], [48, 0], [-71, 0], [0, 0], [-111, 0], [-116, 0], [0, 3], [224, 0], [0, 36], [0, 30], [0, 84], [89, 0], [-174, 0], [0, 40], [0, 14], [0, 15], [144, 0], [0, -86], [-45, 0], [192, 0], [0, 0], [-168, 0], [-37, 0], [0, -29], [-348, 0], [0, 232], [0, -63], [0, 171], [672, 0], [148, 0], [0, 12], [0, -111], [0, 90], [288, 0], [0, 284], [-441, 0], [267, 0], [0, 0], [-58, 0], [-318, 0], [0, 120], [-144, 0], [0, -294], [0, 464], [0, 45], [-252, 0], [48, 0], [0, -55], [0, -258], [0, -518], [433, 0], [0, -174], [576, 0], [-484, 0], [0, 0], [480, 0], [-504, 0], [0, -354], [777, 0], [0, 181], [0, -87], [0, -356], [-116, 0], [-672, 0], [0, 696], [0, 242], [0, -213], [-359, 0], [0, 513], [-756, 0], [224, 0], [0, 0], [444, 0], [240, 0], [0, -252], [-774, 0], [0, -333], [0, -812], [0, 30], [-1376, 0], [864, 0], [0, -348], [0, 180], [0, -191], [-1323, 0], [0, -444], [89, 0]], 'ap': [[3, 0], [0, -4], [0, 3], [0, 14], [0, 12], [-58, 0], [0, 0], [-116, 0], [0, 30], [0, 15], [0, -86], [0, -29], [0, 171], [148, 0], [288, 0], [-318, 0], [-252, 0], [0, -55], [-484, 0], [0, -354], [0, 181], [0, 242], [-756, 0], [-774, 0], [0, -191], [-210, 0], [-232, 0], [0, 216], [0, 593], [0, 183], [472, 0], [0, 1380], [1098, 0], [0, 1264], [1614, 0], [3328, 0], [-2458, 0], [0, -136], [0, 1758], [0, -921], [3516, 0], [0, -1699], [-2640, 0], [0, -1441], [0, 21], [0, -1610], [0, 1040], [-4664, 0], [0, 720], [1186, 0], [0, -2667], [5328, 0], [0, 2809], [-2028, 0], [1902, 0], [5472, 0], [0, -1785], [272, 0], [0, 1915], [-8874, 0], [0, 1316], [-6402, 0], [-8980, 0], [0, -1986], [0, -2365], [0, 1449], [4564, 0], [0, 361], [0, -2772], [-11126, 0], [7842, 0], [-5040, 0], [0, 4202], [-8098, 0], [0, 160], [10872, 0], [-1374, 0], [0, 3761], [0, -1353], [266, 0], [0, -1344], [-13810, 0], [0, -1518], [11422, 0], [0, -26], [3108, 0], [0, -3057], [-4106, 0], [-3366, 0], [896, 0], [10236, 0], [0, 2586], [0, 7526], [-8700, 0], [0, 584], [0, 870], [-12570, 0], [0, -5829], [13700, 0], [0, 8911], [0, 1900], [-10074, 0], [15948, 0], [-21834, 0], [0, 10604], [12530, 0], [-2220, 0], [25038, 0], [5784, 0], [0, 2099], [0, -6062], [7454, 0], [0, 14421], [0, 8612], [12448, 0], [0, -12591], [0, 8524], [7128, 0], [0, -9231], [28092, 0], [-10910, 0], [0, 14207], [0, -3021], [0, 17376], [0, -9160], [-22890, 0], [0, 11443], [0, -6726], [-27304, 0], [-24470, 0], [-35252, 0], [0, 774], [0, 1474], [754, 0], [-41574, 0], [-15118, 0], [-23550, 0], [0, 2620], [-5526, 0], [0, 219], [0, -15224], [0, -10965], [0, 13718], [0, 8916], [-4090, 0], [0, 1254], [0, -21221], [0, -16365], [6148, 0], [-22512, 0], [0, -4591], [0, 14265], [-12436, 0], [0, 3702], [0, -7684], [0, -13638], [-46456, 0], [0, -6513], [-26330, 0], [0, -14127], [0, 24636], [32922, 0], [1168, 0], [19812, 0], [28494, 0], [0, -21354], [0, -14750], [0, 4661]], 'char_orbit_index': 2, 'field_poly': [1, 0, 1], 'hecke_orbit_code': 68786585889, 'hecke_ring_character_values': [[3, [-1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 2], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '289.4.b.a', 'level': 289, 'maxp': 997, 'weight': 4}
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mf_newspaces • Show schema
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{'Nk2': 4624, 'analytic_conductor': 17.05155199165904, 'char_conductor': 17, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [289, 2, [3], [1]], 'conrey_index': 288, 'cusp_dim': 68, 'dim': 60, 'eis_dim': 18, 'eis_new_dim': 14, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68786585889, 'hecke_orbit_dims': [2, 6, 8, 8, 12, 24], 'label': '289.4.b', 'level': 289, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [17], 'level_radical': 17, 'mf_dim': 86, 'mf_new_dim': 74, 'num_forms': 6, 'prim_orbit_index': 2, 'relative_dim': 60, 'sturm_bound': 102, 'trace_bound': 2, 'trace_display': [2, 0, 0, 0], 'traces': [60, 2, 0, 222, 0, 0, 0, 18, -392, 0, 0, 0, -164, 0, -12, 878, 0, -290, 100, 0, -144, 0, 0, 0, -388, 492, 0, 0, 0, -1202, 0, -264, 1256, 0, -1076, -536, 0, -272, 0, 0, 0, 882, 392, 0, 0, 0, -1044, 0, -1016, 1720, 0, -932, 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mf_twists_nf • Show schema
Hide schema
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id: 225320
{'conductor': 17, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '289.4.b.a', 'source_level': 289, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '17.4.a.a', 'target_level': 17, 'twist_class_label': '17.4.a.a', 'twist_class_level': 17, 'twisting_char_label': '17.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 225321
{'conductor': 51, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '289.4.b.a', 'source_level': 289, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '153.4.a.d', 'target_level': 153, 'twist_class_label': '17.4.a.a', 'twist_class_level': 17, 'twisting_char_label': '51.f', 'twisting_char_orbit': 6, 'weight': 4}
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id: 225322
{'conductor': 68, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '289.4.b.a', 'source_level': 289, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '272.4.a.d', 'target_level': 272, 'twist_class_label': '17.4.a.a', 'twist_class_level': 17, 'twisting_char_label': '68.f', 'twisting_char_orbit': 6, 'weight': 4}
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id: 225323
{'conductor': 17, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '289.4.b.a', 'source_level': 289, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '289.4.a.a', 'target_level': 289, 'twist_class_label': '17.4.a.a', 'twist_class_level': 17, 'twisting_char_label': '17.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 225324
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '289.4.b.a', 'source_level': 289, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '289.4.b.a', 'target_level': 289, 'twist_class_label': '17.4.a.a', 'twist_class_level': 17, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 225325
{'conductor': 17, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '289.4.b.a', 'source_level': 289, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '289.4.b.a', 'target_level': 289, 'twist_class_label': '17.4.a.a', 'twist_class_level': 17, 'twisting_char_label': '17.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 225326
{'conductor': 85, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '289.4.b.a', 'source_level': 289, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '425.4.a.d', 'target_level': 425, 'twist_class_label': '17.4.a.a', 'twist_class_level': 17, 'twisting_char_label': '85.j', 'twisting_char_orbit': 10, 'weight': 4}
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id: 225327
{'conductor': 85, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '289.4.b.a', 'source_level': 289, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '425.4.b.c', 'target_level': 425, 'twist_class_label': '17.4.a.a', 'twist_class_level': 17, 'twisting_char_label': '85.f', 'twisting_char_orbit': 6, 'weight': 4}
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id: 225328
{'conductor': 85, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '289.4.b.a', 'source_level': 289, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '425.4.b.c', 'target_level': 425, 'twist_class_label': '17.4.a.a', 'twist_class_level': 17, 'twisting_char_label': '85.i', 'twisting_char_orbit': 9, 'weight': 4}
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id: 225329
{'conductor': 119, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '289.4.b.a', 'source_level': 289, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '833.4.a.a', 'target_level': 833, 'twist_class_label': '17.4.a.a', 'twist_class_level': 17, 'twisting_char_label': '119.f', 'twisting_char_orbit': 6, 'weight': 4}
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id: 225330
{'conductor': 136, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '289.4.b.a', 'source_level': 289, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1088.4.a.a', 'target_level': 1088, 'twist_class_label': '17.4.a.a', 'twist_class_level': 17, 'twisting_char_label': '136.j', 'twisting_char_orbit': 10, 'weight': 4}
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id: 225331
{'conductor': 136, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '289.4.b.a', 'source_level': 289, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '1088.4.a.l', 'target_level': 1088, 'twist_class_label': '17.4.a.a', 'twist_class_level': 17, 'twisting_char_label': '136.i', 'twisting_char_orbit': 9, 'weight': 4}
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id: 225332
{'conductor': 187, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '289.4.b.a', 'source_level': 289, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '2057.4.a.d', 'target_level': 2057, 'twist_class_label': '17.4.a.a', 'twist_class_level': 17, 'twisting_char_label': '187.f', 'twisting_char_orbit': 6, 'weight': 4}
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id: 225333
{'conductor': 204, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '289.4.b.a', 'source_level': 289, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '2448.4.a.f', 'target_level': 2448, 'twist_class_label': '17.4.a.a', 'twist_class_level': 17, 'twisting_char_label': '204.l', 'twisting_char_orbit': 12, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 650800
{'charpoly_factorization': [[[-3, 1], 2]], 'hecke_orbit_code': 68786585889, 'p': 2}
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id: 650801
{'charpoly_factorization': [[[64, 0, 1], 1]], 'hecke_orbit_code': 68786585889, 'p': 3}
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id: 650802
{'charpoly_factorization': [[[36, 0, 1], 1]], 'hecke_orbit_code': 68786585889, 'p': 5}
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id: 650803
{'charpoly_factorization': [[[784, 0, 1], 1]], 'hecke_orbit_code': 68786585889, 'p': 7}
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id: 650804
{'charpoly_factorization': [[[576, 0, 1], 1]], 'hecke_orbit_code': 68786585889, 'p': 11}
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id: 650805
{'charpoly_factorization': [[[58, 1], 2]], 'hecke_orbit_code': 68786585889, 'p': 13}
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id: 650806
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 68786585889, 'p': 17}
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id: 650807
{'charpoly_factorization': [[[116, 1], 2]], 'hecke_orbit_code': 68786585889, 'p': 19}
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id: 650808
{'charpoly_factorization': [[[3600, 0, 1], 1]], 'hecke_orbit_code': 68786585889, 'p': 23}
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id: 650809
{'charpoly_factorization': [[[900, 0, 1], 1]], 'hecke_orbit_code': 68786585889, 'p': 29}
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id: 650810
{'charpoly_factorization': [[[29584, 0, 1], 1]], 'hecke_orbit_code': 68786585889, 'p': 31}
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id: 650811
{'charpoly_factorization': [[[3364, 0, 1], 1]], 'hecke_orbit_code': 68786585889, 'p': 37}
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id: 650812
{'charpoly_factorization': [[[116964, 0, 1], 1]], 'hecke_orbit_code': 68786585889, 'p': 41}
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id: 650813
{'charpoly_factorization': [[[-148, 1], 2]], 'hecke_orbit_code': 68786585889, 'p': 43}
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id: 650814
{'charpoly_factorization': [[[-288, 1], 2]], 'hecke_orbit_code': 68786585889, 'p': 47}
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id: 650815
{'charpoly_factorization': [[[318, 1], 2]], 'hecke_orbit_code': 68786585889, 'p': 53}
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id: 650816
{'charpoly_factorization': [[[252, 1], 2]], 'hecke_orbit_code': 68786585889, 'p': 59}
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id: 650817
{'charpoly_factorization': [[[12100, 0, 1], 1]], 'hecke_orbit_code': 68786585889, 'p': 61}
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id: 650818
{'charpoly_factorization': [[[484, 1], 2]], 'hecke_orbit_code': 68786585889, 'p': 67}
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id: 650819
{'charpoly_factorization': [[[501264, 0, 1], 1]], 'hecke_orbit_code': 68786585889, 'p': 71}
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id: 650820
{'charpoly_factorization': [[[131044, 0, 1], 1]], 'hecke_orbit_code': 68786585889, 'p': 73}
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id: 650821
{'charpoly_factorization': [[[234256, 0, 1], 1]], 'hecke_orbit_code': 68786585889, 'p': 79}
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id: 650822
{'charpoly_factorization': [[[756, 1], 2]], 'hecke_orbit_code': 68786585889, 'p': 83}
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id: 650823
{'charpoly_factorization': [[[774, 1], 2]], 'hecke_orbit_code': 68786585889, 'p': 89}
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id: 650824
{'charpoly_factorization': [[[145924, 0, 1], 1]], 'hecke_orbit_code': 68786585889, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '289.4.b.a', 'level': 289, 'portrait': 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sYN02MZS+2Adl8wSD2We4INY4bFVcOpWUXo+WyYhC0zMeunBqybitgwFbFlvWXbBsW+rR411eD4qRYP7fd54oWUZ04mZKrD21+9yrtvtdTUFC+cHOf4Oc3ZuYwLCwmn5i2HFyyvuHqen//BFbZNj3F2boLZxRrzyz5zK4KF5YyldsZyV/KdA/O85prj+/bMrLzm1Jl0x7kLg6/9+I/+QPx7f/DxlxoS/02Pv9Qa3NpljOkihPdL7YWjt37n29+QJ49Ht379gXNy8IqE2ndlNOsxYw2PfiRJMoUx7v8VIkMIwbH5Cf7VxwX/6ocWuXGPQalJAq9B4GvqoU+rlnJmvs6d3/Z5cP+AV13T4ea9Ha7eU+PlewNml0LOLzS4sCRohZCmhtA3NMKMibEUQ8zJCykHTwu2r/fYNBXRHQgQPt2+4eqdXRZXNFgnRVa6ipW+4sKyZWk1ZvM6j07fIJTl/GJGK/S45eoBK72Yg6c0z51oMtUaoxkKAg/SVNCLJPuXJOcXLbPLCUEwAC/lba/qcutVgplWncXlFqdnA84twOxCwuxSytklOLpoefmVC/z8h5bZOD7GyQuTJbgXVgRLKxkrnZR2z9COBJGV7Fi/gm/2y/seTd9/8KS/5e3vfIc5dnrhO5jBPxPeJDs31V9qqLzo4y8tg//eRz/LjdffwD/5mX/2i489/sV/tHL+05eta87t8L0leXKpw5tubHPjHks/CkkzjTESaxUWCQjH4tIQSDi7WOPhw5Jrdi+xd+uAegielviewvc1jZqk7kl6XY9DJ0LufsLn5FxEO004dDpi/dQS73jVMtdc1uHle1c5sZCy0BPUgwHHzllW2w2u3iVZGWQcOKFo1jXPnYQ9myyDOGOQ+WidMNGEg6cDlM7wZIr2oB9JXrG3R78nueayjHY/4+S5Jjs3KBr1mJXIsm68x3K3zZ/eA08dz3jm+IDtmxa59oo2E5Mxb7ulw3tfa9m9oUmWjHP87BhHz3icvmA4M5dwZi7j6Jzg1ErCyy6f51//UIcNYxOcKsC94rO4IllcNSy3U5Y7huWuZb4nWegaNo6vMjE+4A+/JuXDh+Idh048uXOq1blp5/Zrazs3t77x9KOf4z//zidfashc8vGXUoP/+m9/hsb4etVZOPkvXzhx4f//jSeOqHUTs/zjD6yiheGrD8Obb465/UbN7Pw088tjLCzXWFz1WVzVLLVhaTVjpZ2y1ElZWIXTywJdG/DKq5b43tfG7FzXYKXbYm6pxvySz8KqYGnVSYTljqHdN7QjS2+QMtVK2LbeAILAs5yZ8xAyYPs6xc5Nlk3reswuRzx9uMkNeyz12jL7j0zSbMTEscfUhKE/gH3bBvzxPeNcsTUliizTY5Ik69MMA547MaDmNbju8pRnjsXMLvpsngrYuRG2bYhRKuHMAvieRQjL9vUpE01Jpx/Q7Xm0ex5LbcXSCiyuGpZWMxZWXTyyOMjYtrnL975ugVfu1YRei/MLLRaWQxZWNEtt97evdBKW2xlLbcNcR3K6LVhc7vPOV57ltlf0ueOhSbDw0+9bYfuGKWJ7Y6b9bb941RXT//rkmZXssmu+96WGzkWPv1QAX5x9liAIa+3lM9s+8aVDH3hi/7l/c/DwWVYizXxfkGQJWRbTjxKu37PKv//JFa7bXWNuaYKFlSbLqyFLbZ+lHOQrHcNKJ2Wlk7LUtsyuCs51LYgu7371Km97hWHXxpA4rrO8GrLS9VntKJa7gk5PMIgscWrJMlDSEnhQCyzjLcu6yQTtDTh6PubZIwEmbfCWm2K0t8LjB8bYsRG++kjKq68OmFvtE2pFmiVMTkCaeGgvZXGxzquub/PVB5vs3AiPHY7wqHP7Kwyp6PPs0YzjZ0K09Fk/oZloCGqBwPcFSkBqXPZ2EEOnZ1npGjo9w0rPsNi19LOM7Vt6vO3mVd59awymyeLKGHNLNRZXPZbamuVVWOk4WbLSzVjuGJa6grNtxUI74aYrLvBrPznHdZdZegOfOA6JkjrL7TpLKz5ebSsDs/mfL6VXfWrv5VtODfqD/s0v3/dSQ6l8/KUB+OmTh5mYXO+fPnXgh0+dfOG3vvPQM+Lg0a7s9C3tvmV1IFgeSFZjQTux9PsDbrp8nl/98WVu2BOwsDLBwkqD5XbIcttnuaNZ6QhWOpZ2113A1a5beuc6gvOrhonxHm96eYdb9qZsX69o1TzanZDAk4AiTiXGCIyF3gAQhonmgMNnLcbG3PVYg6hX47LNPq+8pkdiVrjviXGu2+Nx+EKX1eUWN1/T4xuPB6yftBw4afk/3tXmwImA9ZOSu59QvHKfYqnX5tjpSa67POa+Z/ukUZ1brvTZvXVAP+3y9ccVZK5uplXXaAG9vsRYQWYsSQpIg/YNq11Lo5mwdWPErft6vOmGlKlGyOzSGIsrtfLcLLcFq12c3u6mrHYzVrqWxZ7kQluw0Em5Zd8s//bH57n+Mo/Vbp3BIKAfhbT7Ae2uz2rXZ6WtOLMQmi07rrb79l72k/uuuOwjs7ML8b59V7zUkAL+kgC82zNy0O++45EHP3dZs8avfuNbT3n9SNLtZ6x2Mtp9Q7dv6ESCbgSrkWQpEiy2E269co5f+vEFrt/ts9IeY2GlyUonZKXjs9LVrHYUqz3odC3tXkq7m9HtG1Z7lvmuYL4LSRZx7Z4+GyYzuj3LW2+O2LHBkGYSLS1xAvc+HXJqLmTjRMr+oyGYOnu3KK6/whCEPR4/3GN+ocFVOxq0xpd58BmPG/eELPZWWF5usWGD5ZEDih94Q5dHD2i2rPNY6K6yvDTJ9ft6PLg/Y7I2zlWXdZlbXeWR58ep6QYvv8Jy+bYByC5PHxesm0yYnU+472mPQaKQEjJj2bEx5k03x3S6ik0Thuv3QBzXWVqts7QasNL1aPcUq11JuwvtXka7m9HuZTnrw2JPcLYtWO1H3HrFPP/njy3xiit85pdbdPsh/YFPd+DT6Xl0+prVjma5I1luZ3R7Cbv2vjzZMK3/6Xve+c4jflj/shDKvNTYesldlKNnljm/sPQ3ls8/+eu9lcOTprPExpmQpbZCSgEIlErRCjxt8bUl0IaaFgTK4+EXNvCzv+fxrluX+L43LLFjU8yFxRahX6MW+NQDj0ZN06lJmn2PsYamN8jo9jPWR4Z+ZOkMApbmQ86ctsSp4eyFlCCwgMBXFi0Fvb5C4JH2NC/bIdi9ybJtc48o63Dno4qDRyZ48w0B1+9b5mN3WnxRZ8fmHs88qNg8rphu9QhVjTjxmOtAI9RsWS946mDM9ZfXeO11C3z0jj6+1+SNN1m8oMc3H4n56sMNnj9eY9emOjs2ZsxMxOycTrh6R4ZSBq0sYKkHATPjAXHi0en57D/s0R1oen1FdyDp9qE7sHR77m/v9DO6fUu7b1jpC+a7itkVQ721yt972xzvemXMy3bVOT/fot0L6Q18en33b3b7inZP0e5JVruWbt+w1DY8/7WHvSsvn/n19eseXHrta679h9bOfVSIdf/7AtzaHiB+9Hc/cfcv6e6XJ/dsiOkNarTqhiwTWJM7IgKkzNAqQ2vwc6D72hIoxTNHZnjycJ3D5+Z4161dbr1ywHizxdJqnUY7pNX36fY0nfxi9weaXqQZRJZBbIgTS5JY0swdcepjDUgl8LQg9AXjTcFEEzZMG7as7zE9scrXHodvP+khzRhvvsHjZXs7PPB8Qjxo8cqXCVb7feYWG9xyuWF6vEdNBwxSxXw7QRnByy7X1JsRTxwKec31Y9x8bYcnDimwY9xwpc+PvH2JbzwVc/ejDQ6cCtk2o9gwWWOiWWesCbXA3fRKgrFw4LggywRJKohTiBLc3xhl9CPDIDL0BoZeZOj2oR3BQlcx24HI9LntukXecWub73+jIUtbXFis0+6GdPs+vYGml4O7OxB0epJOz9LpZbS7Kb2BO3f3PnqeVH5h8oqdnX8n6t+jz1xIf3/LhpcOZi/Zbz50cpHDZ7IfWb7wlV+6bOyz66Y3LRPodcwve8SpIs1wiRshEEIjpUApgVYZnrLl4auMhidY6NX55D1b+OaTHV599Qofum2Fq3d2mRqvs7hSp9MP6PW9HNjKHbEgSiRJKkhTt9S72i0XVGoNoQ/1mmGymbB5XY+ULofPJvzpfSHHTjcYD2rceKXmlmvaPPLCKnc91OKmPSHbNvb443sESgS0mgkr3QhjQQmYafVod3xMWuMdr57jk1+ts3s25G039YiTRe57dookC3nFlet4241t9mxd5ZtP9HjmdJ2nj/tsmZRMtgT1QOB77iaUAoSwGAvGWJI0v1kTS5S4G3kQQz+GzkCwHAmWOiD0gOuuWOFDb1rh1VdlTDVDVtp1Vjp1en2f7iBfCQaKXl/RGwh6A1GuBp1+Sndg6EaWfixYjny+8J0O5+a/vu6Hv8/+0ne/6XXW2vN/IMTG/z0A/nO/8nu8+9U7OfzMAz/01OGVX/3SPY9Mf99t8/yN2w2rnQGNmkeSSrJMkBmBtQoQSKlygAs8neFpg5ezeeBZap5geaBZXJngU99q8PD+Lq+8doUPvXGF63avMpXVSNOA3iCk2/foR5o4USSpJM0kmREYKxBYpLAEvqEepgR+jO9FnF2MuOMxyZEzPsfPTKBMwO6NPvt2Km7Y20YF8zx7tMnm8TpX7YINM8sstVtcvVmSGsvXHg2IepLxRsrtrxjw5fsSTl1ocsVlHudXBjx3zGPr+gmu3TnPA890ePA5QRT77N05yd6tAXu3dDh6fokjZ+HRg3UOH2tQ14JASxqBJfRAShdUWetu1jSDOIU4E3QjQXsgaCcQmxRjB7x8T5sPvanNq6/O2DjpM4haLK7W6PRyMshZuzdQ9CJBbyDpD6AfmVLmdfsZvYGlN7B0YslyLOivWqYbx7hi7LPrnn1s5VfPzq1PP/3Zb33s5Zc/xe5r//5fX4D/2Rc/x3d/6FME/+rN3784d/4/HT92bvzsBcsvfXwrOzec4lVX9+lHfgm8zAgEIIRCSYGWCq0dY3na4GuD7xmC2BJ6lrqfMR4KOpHHcnuCz367xT1PD1g/0eMDr1tl79YBg36Xq3Zatm5QRIlHlikyI7EFuKXB0xknZy3HLwhW+oYvPVDn7MIENvaYCBWbpjTbN2h2bYardrcxcoHf/XKDpaUxbtqruWr3Kt98WiBSj3UTkkY9pZf4SCvBSpT2WR0IZpcEV9o6r7uhw3eeqLFp2uemqyb5W29f4CNf7fDooQbdgcfiSpOdm2pcsbHHKy7v8J7XdDi3tMSXHghY7AWcPO9x9qyPpwRSSgQCYy2ZgcRYstQwMZVwzZU9oihh79aI970uYt2YYrIZkCQh5+dDen2fXuRu/t5A0Y8k/UjRjwT9gaAfQT/KnOQZOJD3BpZeZOlGgtVI0I0y3nj9Mv/ibyZ0OpZDxx6fbk7M/Kdrds4ku67500985jOf4X3ve99fP4D/k3/7+3z3h06IP/ztt79/dXHu904tXagLa5hqSA5dqHNqUePpiDCIqcUeaeZAByAEKCnRUqK1RCuB1g6IvicIPEPoWWqJpR5bxsKMiZqgF0s6cYPjZxr8yicmwaSINOWGa3rs3BCTpmCswVqXxJFCIJVAez6HTvkcOBLSCDVNXzJdF8xMSdZNajbNKLZvzLhi+wqZWOQ3Pt/i5KlxbrrcY++OjH7a4aFnA8ZrHlNjlvFmTL3mpJAxktWBYqlrWVzNWO3WeNVVKzx2oMfBU4rxVsgrrhznx96xyG9+AZ440qDbt6x0NLNLLTZM11k3MWD71IB//P4erfoqzxyHQ6clnmdRyiKEAaz7z0Kawo4NGa+8OiVLPJI0wNo6g9jjwoJPPwf1IFalfOvHgkEkGMSSQey0fD/KnNSJslzPWydVIkE3FqzGArKIrdMRNb/GmW4NYzUHDq2OHz7V+r0jZ34sfe97v/XppVP/t53c9lN/fQD+7KOf4OobZ9Q120+++9jJkx+b8GbDnZsCTCY5tZSRAr/52Qbfc8sSgR8TBh5ZJrFGgHBLr5IWrSzak3ha4HuKyJNEsSGIM6LEUksMUWKIY0srhSgxRCnEqWCQSKIsIMlCDh5p8PRByKzFQdtpY0+Cr1zNRzOAqzZCqwZjDclEUzE1rlk3Cds2RGycWSGxS/zG58c4emyM63cpdm2R7N6yzLeeS5ldHOOGnZKJliH0+wQywCpBmkmEtaRZzHI3ZHbR4/q9NV52eYcHnghZPyGoh02uv9zwU+9e5D99wfDc2SYrXcNKRzG/rJkebzDRqjHRGqNVT5hpJGy/PibwUjydolSGFC6YsLibKkkUc/OaJFUkqSJOFFGSP8eSKJFEsWQQS6JYuAA1FkSxJYoNUWwYxBlR7PR8P7b0c+buRYJOLOmklmZrwE++p4u141grWVjRnJqFpZXD9Q1TMx/76pevMX9673Wf/4+//ansp//2B/7qA/yOOz7MwdNWLa4cft++zbMfVb25sBZ6TI9l1ALDgbkYk0VMt2I8L0XLmND3XG0JOcCFRQmNUhatLb6W+J4g8gSRr4gTB/QkscRp5lyRtHJkkGaWLDNkBqe3DSW43QoBWoLnQaAFYSCoB5JGXTFWl0yMCdZNpmzf0KPZWOHz34m579lJVhZaXLNNsX2jx56tAzKxwtcerdPwNDMTimZ9wLNH4fljmqu3WnqR4to9Cdfstlw4nzG/7NMf1HnLjR3uf6bP4bOKRk0S+C2u3mX41z+0yL3P9fnyvdMsti3b12Usr2rGW4qxhkez7tGoWcLAEPiGQGdo5aSWlO4aWItLWBlBaiRpJkhTQZJK4lSQJJIocc5LnAjixBLHECUZcU4aUeyIwwWsln5i6UeCXizoxIKVVJBmKSbJWO5YLtvUoR112X+szuyCYRBL/uiLi+HkpubHX3PzkR///ve9/9jf+XH7QFDciX9VAd7uaGlM74PnB0f+yy17ng3Hr1rHSifAGMnL9/XYffkCf3I3vOtVPSYnE6JeTBZoB26cM6CUQSmL56mcuS2BJ4h8SZwId3ESRZJCnEjnIKRD2y/NDFnm3IXM5k5JflqFEPkKIdBa4GtB4EvCQNKoCVp1y3jTsH4yYmaiQ2pX+PT9ko98dYp1Ycg12wTbNnrs2GTYvnGZzz9kWVoK2btBMdGCZj1h9oRkbjnA3wlRIpgZk4yPw+HjluW24cJCyJ4dIW+4ocMd3w6ZakLg+yg5ztW7BT/+tjk8OcefPTDB82dD1rcT1o2njDUUzZqiXpPUAk3gQ+CB1m61kwKkqIAcd2NnBrJMkGbkQIcks8QpJEnmSCExxKklTkx+QJRYx+yJZRAL+okD93Ii6SQGk0Z0O4b/8vmQd74q4uN3Zjx/2rCubsmMYLEnWDx4ILxsR/yHJ44fPeh7wbVA8lcW4PHcJ0lT80Of/eqx/+tLD59qaZHy+msusGEqRAiBVhGbtq7yyP6Ap15QvPlmy3Stj5IOf0XQp5WPVgZfa3ytiDyVg1vljCMcE+WslKa4i5c5J8EYF3AZY4sezhzcDuBDd8YBJAygHhqatZTxZsrMeJ/piRW+czDm43fVOHR8nB1jHrs3wJYNPlvWwxXb2vTSNo8caFFTHjMTivEmjDcjJsZSfF8jhLu5+pHPUjthpWdZ7abMLfts29Dk5r1z3PVoj0NnW9SDBE/5CDHG7s2KH3zjAi+/Yo6P39Xkkf3jLHY161op4/WUeiiphYrAEwSexPMEWkmUIrcPHcotrofVGEqgp5nJVzdHCklqSDMH7iSBJHX1OFFic29dMEgEg1TQSQQriaSTGrLBAJI+E80B112ecOyc5r4nJQORMLeoMcJi9IA3XrfIlLfMn35arou9az/0c//uyx/5t//kHX/1AH7qXJvZTP3oc89+/Jdmlw5OPXVU8/D+Cb771g5vuaVDIzScmhXc9dAYX/pOjdQKTp4J+O7X9njd9QM2TGV02ilaO13peT6+pwl8XerHJHH1IkkqS3AnqWOmLJOkhpy5JcYyBLe7e3LmZpgl9Syhb6iFKc0wZaIVsXG6zexqj9/6ksfXHptkabnBZTOCbesEm9f5bFkn2LlpgPZX+OR9mmOnG1y+XjLRlIw1MqSMODtvCbRECrBWECea7evaPEpGu6dYbltml2pcviXkPa9b5TPf9DkxG+DpBCE8jG2QpJIbdi6z/fvafO2JHn/8tUkeP9Fg84RgupHRCDNCXxB4Aj+PU7TCBc5SlDUZFneTFX55ZhzgS5BnTtI5eeeYPUkhSgVRDvBeKuikgk4CUZJgegO2TLd57Q2rfM/runzXK2JSI9i06Rx3PdjmzAWfsGZ46y09vufWLkurTf7gKwenbrpxw6/+6A98QP3iP17+fSEm/pfg8H9JLUoaL6M872/d8dUHfuW3P3H3ukPnZrmwqlha0dR0zJapAZ7MWB1ILixqUiQIi0xTNk0PuH5fl+97Y5/vutnQCHx6gzC3D738qARLqc5ZW5BkkrTioZda2whKVWIdc0sBSjnXwVO53ehn1IKUZi1ierxLP+nz4EHLn35rjEf2jzPhe+xYZ9k4qVg/5bN5nWT7xpirdy/wzIkV/sWHZxhTda7bpdizzeeay/rU67P8g9/yqDHFDZcp9u3yePneVfzaaX7qP21mUgVctdPn8u2K6y9fJaxf4J9/pM6Bw1O8bBtsXeexaZ3HxhnDpumI7RtXadZXeehAwifvDXnw+XEG/RobWoKx0FL3LaEG3wOtBEq6G9kx+fCSm1yqGTNc4VIzXPXSDJIs1+WZC9T7maCbCrqp0+dZFNGo9XjXK5f54Bs73LA3ZvO0IE0cb1phmV2UdPsCJQUbpwRSaeaXFbNLHlG6m8bMO+e27Xn1z5gs+fDGmdZfOBb/Qhl8dn6VmVaHKFV/Y+n8Pb924NlvTa0sdkh7DepCoMcFUepzcrlJaiwIEDWQWIy1GD/jzGqdcw82ePiZPp+5tsv7butx+y2rTI57RFFAlDigJ6nOD0WaKtIsT9hkQ4AbmzO3Gd7HQtg8qHR1HFobfC8j8BNqQUyz1iejzzeekHzinnH2Hx9DJAE7Jiwbxy3T44qZSZ8N05JNMwnbNrQ5Pd/ht7/cII1qbNkiGG9qWg1o1ROEF9PuNxhvWoQQWAtJKpkMFKlJ6SQ+nV7Gcltxdr7Glbua/MR3r/CrfxJwcr6BVglCgLGaNA0ZxJINUwE3XNbmml1dnjt5lj/9Vo27Hh/n3GqNRqBo+tDwXCmDp0BLl84XYpTRDGCNY/PMCDILaSacf54J4gyizAF7kEE/taRpgklipsI+b3njMh+4rcOrr0mYqCvSrEa7XVi8rsyiGUIrFGRG0u5o4lRhjKYVeCwtRdz96LfWbdplf+2D77g5feb5s3+4b3cDLxj/ywnwXr/Psmy988vffPg3P33HN1q95S5aKjaMuag7Tt1Ji41w8sHmJ9UKUitIjCbRPlkWMDeo8WcPN7hvf49X3NXl7723w5XbOsyMK1oNTRz7xKlHWoA8Uzm4JZmRGCux1kkCWwaUIIULWLUyaJ0S+Cmeimn3E+bbCf/x8yHH5yZ44sA41vhM1QTrpi3TY4KplmJq3GP9lGTDVMrmmR5T48t87UnD48+Pc80WwURT0qxLWnVDoxYjvIgg0Gjlfr+1Tj71I01/kJAaQadv6HQtS22PC4stbrmiy81XrvDJu0NqSwotXRxmrCbNfOLE9XhOj4e8fHeXl1/W5dHXnuPkvOTjd40zt1LnzGKAryQNT+AXMky6wLMk8kKq4JjcXQNIjSDKYJBCbCxkKaQJUkVsnuhx9fYef++9HW7clzJW12Rpg05XE6dF4kzlHVYuO+wcHEdCxco7iDVSam7YdYZG8xNTg5X4N/fseN1yNOh86S8Sk39hAD946Dg7tq5XH/vDT172nccPtM6d6lLzFYGGmm/RElLPkmSC1Lgmgsw6tsisO6mpgcgIIqOJPEWSBSxEde56fIzvPD+gEQz4m29ts3UqZfumPrdc1UEL1yKGcAA3+ck1VpSJInc9LUJalHCeuSUFmfLcccljBzV3PNLkuVNN4rROUytmapbJhmWibp0P3tJMjmmmxgUbJlM2zfTZOLPMffsjfveOdWwc18y0oNVQtBqCZj2lFkR85wV3Mb2GA5W1gjiVhFpx3eV9Hn523BU+9TNW2h4LKwGzCxP8xNtmObOwyMNPzeBJQCQYIE01ceIRxZJuXzPRDBlvNbj58h6vvabH971+noOnDV95JOSRgzVeONYgFZooUvQShRISIcSawDPPCVhDaizWGDyRMebHhCTcfH2XnRsHbJlO+NDtETVf0qxp4qRGu+tW0zRVJbhLkslX0cyIknwcyN1hLIw1QrARjz3yWKs+3rvsttvfp06dPJpt2/4X07n/FwLwp55/ip6S/qGDD/3wzET6f2mzyuWbPeKEEsypdtquqJFI8yjelAB3VlJqim70HOyeR5R59EyNTifl1z45iU0T1s8MuHLbgKmxlPe9oc+2dTFJInK9LaHC3OT6U0qDkILP3lvjmaMNhNacPFfn7GydsKYYCwTjDUsrNLRCaNYEY3VFq6mYaGqmxmF6PGX91IDN69pkdoXP3t+i322wZ4ulVVc065JmzdAMUzwv5msPh0Q9ibcOZA6mJJU0aoq3vKLPt580dPPa93ZPs9LRXFiss29nk/e9us0Tz9U5udRESQMkuV72SDJFlLjETHegWe36NGt1GrWIfVsG3HTFgNNzq5w4v4L2Mp4+pvnMt+oIpRy4hRy9iNYABmsMaWLYvj7lA2/oMz2WccU2y/opyFKPOG6SZJrltiZNNanJV8/UlTy44F5iMlGCPDPSEVjqgO+MACcllzNBP6qxtNpmZnP0f93/0IO9V98y9ZHjxx+Nd+58xV8OgD+5/yRGzF4emJO/ZZYelTMTYwgE/UHq7KbM5smFPJjJbJ5wKZ7JkxDD91MjSIwlLfSgkUTGJzY+iYH5bpNvPWOwGL74iBvZgDX5UckdiKIiUSGERCpFmmik0Xha0gxg54yl4RnqgaEeQD0QNGqSZk3RqmvGmpKJFkyNpcxMRGya6ZCxzH/8XMgDz65j9xRM1HP2rkuatZR6LaZR71Or1QmURMlcg+Nu6iTxGPQF/SijEym6A0Onb1zLXMPnzOwYr7oy4qfeP8uvf0ZzaiVACIO1CSazJKlHnEgGkUe3r2j2NY3Qp14LqQd1wiChWYu5YU+M7yXcuCflQ7f10CrNk0AGIeyoKM8lnTESISSBpwCfQaRZXNaOofPDFaipkpXTLAdzzt5FkJ/lhWypEWQ5sJMy0SSIE0l3IJhbzLj3qfvlj011f2v+zOb7k/5g/18ENv+nAf61r36RrRsnavc8dOjddz+2X2yb1oS+IAwkCIVOnM+apI7Fs8yW9l0V5KYCdndy8pvBkv8/omT9xAoSo0ityguKAjLrnIHqxcqxjRKghXCZSgVhzRJqS6gyAg8CDaFvqQWCmi+p1yT1UDuANwTjTcNkK2VqPGLdZJdN6xb53TsMf3zXeraOK6abhlZD0awrGnWo1zKatYTzi4aj5wNC35UaQFHpJxjEmp0bDBumB7QHPv2BzVlcstLRNGshzfo4H7ptjmPnL/B7X9qMlhqLITOZW+lSTRQr+rErjOqFkvpAUws8akHGasfFGL6XuQpML0NL1yghpUvni/xw1qnIYxa3Eq7mQDWmkByyAmCJyRwzD2Ofwr1yYHcr9jDoLzOo+XOROe1HgJBce5lHd+F58dCj8t2p3Hv0C5//Yv9d7/6elxbgYej7Z87P/mxNLP7s5nEp46SGVuD7Mk/mGNLUoPXQZ82KowR0Ra4Y56g4jT5MSGTG5l+L/GfyAMmKMlCyVlBRJa7GJA+stDRoCVo5Z8FTAk+7jKiv3Q0Z+pJaoKiFimZN0qxbxhoZ482UyVbE9ESPbesXeeSFiE/eu4mJMGB909CqCwfumqQRGhphSrMe8cghePpgnctmbK57h2nzfqS48QrLnm19Ht0/Ti+y9AcZ3b7OQe5RD2vUwnG+9zVLPP3CHA8f2ABWYUzmVrnUkia2rCfpR5r6wFILFaFvCHyPwM8ItEHnJcZaGZcZlhYpXWkwwiLI2TyXdiXQRwLFquwQQ/Bna7+mAnbXhJHltmOZPc3yDGoCcWrRCmp+yIEjRkpv7l/u2d30W63mLwLxSwbw84s9mSX9Xzj29Ef/ocdpf8fmkH7kPniWCbR0GcJECXSZSDBDcGf2IgYfAXAB/DwpYXKWNrkKKZI3I41/I45JfuQJHZV/Hk+Rl9yKvBpREviKMFDUAkG9JmjWLK16xlgjZbwZMTXWZ9PMMg8f6vMLH13PqTPj7Jo2jNehVVM0aopGCI0woxYm+N6A1YFFSYWnbN5+5x6OzSRJ6tOqJfRSQy9y+/P0BhmdnmS1pqh3AsKgyY4NCf/6h1f5+Y9JHjqwHovCWEOWGdIsJU4NcaIYxIp+IKlFitCXBL4l8BWBNnie8/u1GpY+SGlRuUwRwl6UFDE52I0VWFMAnbzZuQr64deZIdfflOBOy9IAUXrsaQpxZl3WOXWYWO26m3xh5ZS/HNX+6S/8zA941q7+cyHG/od7O/+HAR4POhiT/uLHvnzfT3fnnwqv3xWiFxXtrmIQuyIenYJOXNo4yXKpkYkKg9tKNk2UWbXMCpdWNwWL25xNClCPHhVcl8VTFMmcEuACpZxdplVRUy4JfDcAKAzcSIZaYGmEhmY9o1VPGGvGTLb6bJpZ4eGDPX7+I9McOjXJ9knnsDRrkkZdOvauWephRj1MSLKYP7q7iVQKT1qUGNqExopct3r84JuX+frjMZ04oJcDvNtXdLqK1UAT+gGB1+KKrSn/5kcW+RcfETy4f33uTri0epK6QrMoNkShK3cNAkHoCQLfZTZ9bcuMrVYGqZw3LoUDuqjah5UTaorza8ToilkCvAA8JdhNDuhiZS689awAd8awLCC1JJkhyQu62n3L3KpgR/ZMeOKFb/2DzTvfJhaXuv9sarLx/y7AT506iLX25uVzD9Y2THQIA596mGGMQCrQsSSWDkw6FXipW6KyHOBpBdxZ5l67k1W8FiVzF+C21o4C/BKfqwB4UYNRZPKUylcUXdSdSDxPuvoNXxAGbuZJPcho1By4W42Y8VafmfFVHjnY4xc+PMlzJ6fZMiGYalSkSahphK5+pRam1IIYz4s4uziBpwRKmtyWGwaZWSZJU8XGCZc8aSch/cgyiAz9QUZnIKn1FKHv4Xshnh5j75aUf/O35vm5P4CHn1/n3InM5On0LGdyQxQYwlgy8FUpwTwPPO0kmqtTcdatLLzx/LmK8QLnFjFCKMW1sSWwKdm9ALpL/w+lZ5qv2Gnqrn1W1r0UBV2u3qUfGaIEzs7GfPWbz9Zue+PlN//PzCj/HwL4wWe/zLb1Uf2Xf+Mev9dJ2LV+E/2Bq2ALfVPWVyuVs7iCVLvXaQ7yNLOl5s6MxRbaO5crxhQ1E7Zycu0ouKu0nT+KlHRRJSilKKWJkrLSESTwPQg9CHxDLbTUAqef67WEVj1mvNFnemKVxw8P+Be/P8GzJ2fYNK6YaRjGaoJmKKmHinpNUAvdzeFS/TEPHxB0Bz6hIr/JnAYvmhAyI0hSTSNU3HJVh0eea9FLnEzpRxm9vqITKAJf4Xt+rp/H2bfV8Ms/NsfP/A48eGAdiZEkJgdKOuzBjHxJ4BvH3nltipff3O4glylDGSfzLC9rTmtxri1D2TKsZymclzwjmjEiL7PSGs4JLb8hs8yWVZ9F1WKUuv+nEUDcHSfudnnmsa/4wcxt9Y9/6iu9H/zAd/2vB/jdDx3jaG/H+PL+j//2TVe2X7OynFELJMa6ACbw3ZkR0iKVLMGVpK7e2kXdlWXLiJK9s1yWlCxeBTXD14UuGcG3yNvbZA7uvMhIlQB3N5ynHZP5HvieIfTzAqsgo5bLi2YtYqzZZ6LZ5qkjEf/i9yd4+sQ6NoxrZuqGsRo0QkGjpqjXFPWSvTPCIKVZH3Df0z4rqyETE8M0efGZTa5Nk0yxbkpx28u63PeYcV00samAXBJ6ktDTeNpH6xpSGvZttfzSj83xM79jefDQOpcBLioAM1syeZDIsrrQ164bytNuJVO6ODeUn6+4CQupIoqqNIYJIajGPwzrWcobt2IWFKt0NlypC7AX5cyuWhFX6py6HIkQbiLAo88NqJ/uvOa21x3+gx/90Dv+9ofscytCXPW/FuBHTlxAyOWfeezUwQ/efvWzbJ+Zot33S6tI5ZG5kipvInBVfkpBpocarKrRTCZKh2TICnYkkLyYud3ZLpavQpoIWVTQDXV3UTGolWtS9rTF81xjcegbQj+jFqbUw4RGGNGsD5gcW+WJFyJ+9nemeerYetaNe6yrZ4zVbQ7unL1DSS1w7B8GKfUgJjURnThAKIlXMHipwUVe++EKw5LEo+EPXLlAHDJRgHyQ0fMdgwe+xNMaTwfl+b16h+VX//Ys/+S/GB48uJ7EaKJMEGfFci8IE0PgWXxP4GuTr16u5U/lK5o7P3lXfvFcKcyqMnr1/FdBXqy2hYQ0pRNmGdq/Q/dsWNBly6rFOHMDlpLcgWkPYHkgsOdO8/Y3Jh/EbD+aRvHP/S9l8FOnzrN164bt//AX/uCa+x7tQSz5G29ewPdb9PoBcaJRUiGlctpOyhzoFp0VgZWtsHdRzirKjKatLHvDkyiGJ7gU3nbI2pWLUi63eYeOyoMprfNRE3kRUlE9GHpZrpsTamHERKvHWKPDwwdS/tnvTvPksfXMjGlmahljoaWZg7sWOjuxAHctyAj9lFYj5sAJy71PNPClxFOus6aqI03OdEmmSI3mdTckXLary9FTNWbqMIhd18wgyugNchbWCq09lLR50shy1Xb45R9f4Od+x3D/czMMkhpRJolTSz1f+gMPB3JdrF4mlygSqbJyhVNSVAAuykC9/NRiuGQOmbyyypqKq2Wd5BzNbxTgHmazk3zFSXIGj3JvfJC6Bua+ifnBN3W4ar3k0JPPXLNp709un5s9d3Ld+k1/8QA38SmEF+y4cOo7/+HlO1be+dQTKZ+9t8H3vv484w03hVlJg5Qaqawb8yCtq2RTijR1ujstrKOsCEpExQocRusjTglrNHd5xi8BbmGRqrAFbdnL6eXM7WuD5xkCzxD4KaGfEgYx9TBicqzHcqfHt/fDL39iA88cmWY6B/d4zdKsCRqhKL1y57wYx96+A3gtiIizjEE/JFTuJpNCjFTyFYkUF2hqp+V1RBRb+omoANzg+xm+p/E8iVYKJb0S4Ai4dqfgl//2Mr/2JykPHpzi3GqLQUMynlmaqZs2EOSHV0o0m9uFVAA+ZPDy84pRBh9SOdh8PoWxw+cS4GbI7EMbeJjBLhg8ySVJUY4b5eDuxJK5gWVrq8P3v6HPmfOTHHwyfucV8w9lN9xw1T/Yf/jMiav3bPmLBfi9j5xBe42bzp1+9t1jwRP8nfdqVgcrTDRStIqoBcp5qdKWAYsUDuRSWVJVpHTFmsSAHdZtW5EHmwWD2xLTBdCr57u8CFSDJVs2KbuqQcfcrgu/GDWRleAO/Bzck13ml/v80h/V+dJDMyx0J5gZk8yEObhDp7vreWBZCyT1wOYM7rR3GMRAzD1P+SwnPlMBI/XYiIpute48xImmFWjecH2Phw/FdJKAscSUzb1+5GrVfe0ArpVFSQ8hXYIGC3u3Sn7977X5ysN9fvHD6zmzMEF/XDPuC5qpoZ5CkLjRy75yA428ItCUogyCi+eqTBFCjLB4SeR2qMsvJSeHDRVrs9QO2O55WHMepa4kt5NIVhJBnCUsdOE3vtRgZUWzvLKfn9pWf7eX+H8Umv6Jv3AG3//EPdR8zaOH5pCyyz96/yq7NvXJsPQHMYGR5IZSDm6NlIZEaWRqSaUt5Ylj72pyQOTReX73UylzrTI4XHSypTB5gJQ3JxcAV2710Hn2zivHTGT4XkroJwR+QrPWR+se9z2d8QdfbXHHA+uITYt1LcF06GSJswALn1zlh8iZu8reCVpHfOf5cXqxZmO9+DxrGbzwjF35aOgpbt7XJzUO4P1EMCjckNiNXPN0YXGqHIjuXIv8rE+PCz74+i7N4Bwf/mqfbz8/xYWkRi+UtFJLQ1sH8nxYkqdsHpfYHOS2dJ2KBJmQIBj97EKMrqaOeOyIszLU4hVHJaOsNUpzkyHJnOaOUsEghW4qWU0F/TSDLGKlC390R8iWTT3+j3etMlh+lgNHr//7r33Nq55cWOofnp6s/c8D/ODhkxzY/6fUGxuv6a8e+nn/yAk+/22Pxw/WuXqX4vtv73Hz3gG1wJb5cZFnxmSZDlZOi2cGXa1ZyCpp4EJzF/q7YInS786ZRBTBZSFLbA5wmyd1jJMnyuQ13zm4lavFCLwE308IvZh6fYDv9/jEXZpf+cN1HJ2fxAtCNjQFk0FGK7A0AmjkHfa1wGU7wzwh5OpXsnwlcPJkoZ3RjX18pfClLQPMAiGF1eYsNReXxKlHzRuwYbzPSq9JPxFl97rvGTwvy20+ldudapicKQNXV/n4zld3ufHKeX754wP++GszLKUNeoFHw5O0tKvBCTT4irIZQhdJH1mUNohKF5AdAfilWLwEetU+rMiVtSUZaebqzpPUNVREeafQaiqI0hSb9PFFh1fd0OGDb+5z9a6UjdOSj39Fs5Q+/lrsyqaF5ZXD7eVTtCa2/c8B3BjDK2/9WzseeuL5T//aHz2698i5Gou9gOOLkzzywoCvP9DlJ96/xE99oEcNd3sLbAlwIXJXJbPoPMgswa2H6d5qWngU2KP0XVpYa8BdpJ0dwKvMneUgT/G1kySBHxF4fU7MpvzeVxp84f4pjs1O0Kp7TIYwEWQ0A5un3gtwyxzcskwKhbn2Dnx347QaEZ//jubwyRqhcnU4JVAYonyYLHE6PEk1e7fD22/s8Ad3TtGta1qJZZBYgjiPG5RBa+ncD0UF5N7wYlm3KmyblvyzH+hxzc4z/M4dkxy7MMZSWqPnaRpKUM+B7kvrbpzcZSrqdmQl81qyeR7Nj2Q7GQ04h5Klwt6lJy6GbXFrOoa6eY9nlGbYpE+dNn/v/Qv8xPsGrK97YEN6keb739RnkDzMxh1X/e7YDbe/NYlX/qtS5c8FuDUpCMVzzz61Ze7Mkd11G7O52aCuBCuBZCX2Od4O+LU/0mRmjp9+f5d6aCsgHAJdZ/m87Uw5iaLylrJKjUORMXPMUKnnLvAtipunskpUVoqiiMi1oxUFRq5xOdApQRDh64hOFvNbn/b58Fc2cHZxHKNqTI4pJn3LmG+o58xdL9P3Mq9TyaVJ7p2X4PZd9jJKYg6fCejGARNB7uIUSacCJMXfZys1KYmm1dDs3BKjggGduEnfF9QSS1QAXGd5okY5H1sWJcCXCl4VM2M9fuKdPd79ugt8+Cttfu+zUyz0G/R1SKgVdS2oKUuQWsfm0pZ6XMtKwC6HoycuYvMK/1Q98iqLl6vVWvbOu4Z6mQN3kjnmbsg2/+AD8/z0B2NCXafTq9Ef1Oj2Azq9kDOzHmdWTuzeumN8y3XXXXei10up118cxn8uwHudc4RhY2Zqkk8z2O9dd3nI4VMJwbIl7Bs8KVgQIYsR/IdPOAb9qff3CQJZEG4JwlQqpJRkyqDzsktjTdkzWSyz1YrAtY8huO0a9jaovBVNqcwBXLtxy76XEPoxvhezOoj5zjOST9zV4rP3TzHImvi+z5QvGPcNDd9SDyx1fwjuMJAEgSTIpYlLDOXORA5w33OZz+PnLd9+vE6ceAQNe1GAWa6KpQZ31XdxovA8zW03dvjkN7ocOtOgH7p5L5Fn8VPwEoMXG1SePHNaWQ6H+xQALzx2I6kHmvXjff7J9/bYty3ij+9q8tiBMeb7DQbKx/M0oRbUJATK4knr2LwqVdaweHFNLyLDCiGZi0Ce38x5+XOaCSKDa2LOBEmWQTKgJrr8vfcv8tPfFxGIOu1Og16/RrtfY7UTcGGxxoHjiuMPPOX96I9c/+nzc6sva3c68//DDN6Lp+WBI8/f9PSzXx+T6iyXba1z8lxIMzB5xZ/ru5uzAQv9Jr/1qYTdW2Pe//qBAy1VuWJQslJXrGQ+vaoKcHeiLkJ45cQOAW4qGt/k81OMA7jKSjmidcJqN+GB/YKP3tnirifGWFptImshzZpi3LO0fEPdcx3pNZ+ctR1z1wJJ6CtX4+6TV+iZHNyGwHP6W+mIF87A2dXQJVZyfTuaOBkGzK4PMq+TNpI41qxvCfZs7fPsqZRe4uVjGsCPycdFZ7lEKRI1INd05lQLobJMkmSuPvwDt/W5/RXLfPPJDh/7WovHDrRY7NRZlT5dX+MrgS8FgcT1cIrc4hXDm1TmFYcjzsqahxlxVwSGnL3zupXYuJ7cQQ7wzGSQDaA/4J1vXOEn39+j4YWsdmpuEvDAzSfv9j3iWHLsfJ8oXeG55+4Y2zTz1psu333lnfnp/O8H+Ory+SBJ1H/5ky8vNmpKsmN9Qpz4+J6gYYoePuhnkmUv4Fy7xlfur/OWG1dohJEbRyxASEMmNVkF4IU8cXf+sAYZLm7IuRR7F8xdHEpmKJnhF26GTJjvpNz3uOarDzT50rfHmGs3EGGI1/RoaRjzXCdPzSOXHVDzRX7IvOQ0192+ICjYuwC4TvH9lNCPsTbhnicCTp6vMT0p8KTJ9awYNvoO6c75/WWwrehHHtvXC267vscXHorpJh79RBB6Fj91LB4lRalr5jR4mZCRIzLFHbJsVHBZU00tiPjA6/u86cZFvnh/h688UOe+Z5rMrdbpC5++r9GeQguBJwWelGhh8QQuvqlILYm9SI9XHa9iipbFJfAyI0gsRHnfbWIs1jq3hDhiYqzH217dZX1T0usHRHHAIArKnSWiROH7lmsvz9i2zrJp5mxDIP/L6dPn9wH9/26AL6xa0nTw/cdPPjb+mn0DDhyf4fSFjDCw6MzmowxctqyeQFsr0sjjnsfqfPOpHu99TUKaypx1da6RC2kiK5JElmMdLk7mMHRlMPnJNXnzsEFIk+vtXIqECf0o49BZOHFO8ad3j3HnYy3mlhvgheiWR11Jmp6lqQ01z1LzIPQcuEPPzSR0Zaaycoj8+zYHuSlB7nuuPe3oOcOzxwPwvHyZt5UUfYXCGTJc4aQ4N8WNc756Z8SVW7ocPFunHwrqqSBILJEit/ZMzt6Fm1LYeEOtUvrsZYOCyqcPeAxij1ot4ofeEvGOW1b4+uNdPvWNOifOhRw8WydeCUgDzUDrvJZIonC/TwK60ObCfT0koCLQHM6gMfnUhOJILaTWYowBm4FJHMCTmNte1eONN8ZYQuLUzb7pxx7dvke3r+lFLoeyZapBr9fk899MuKn3DI36n28VvijAe91VkaTxTz3+7PPjzTpsXa8ZxIIkdbUOnjIYaxgkFn/gtl9FSU7Ma55+weO9r++jVa7FhUUZ4xhFupkZQ6YpdHdlDRdDpIsyWDXl2AcpHGMHgZukmmUp5xfh7m95HDlT475HapxdrnH0XB2CAFX3CLWioS0NbZyL4FkC7QbHBx45iItD5ofKAU6uuXNwexmB59jb1wlhGHN8Hg6cqOPJUXtwVLuOBmFFE4Ere1WkqceV2/vsWddj/7GUXurRTASRBj91cwFVBeBSCoSUI0xeyITShy5kUJb/jkyRZB6R59Oqxfzgmwe8+ppVzi63uedRn2OnA77+RJ1ziyFZ38NITeIrkCrPbLpOLQfutUkgMRJwGoaeOFg3proAdwFwk4BJednlMdunLb2+k6iZUQwiTaenWe0qegM3IDRJhdupIkpYnn9u+vb3/sjf7yyf+dXmxJZLhm4vCvDTL9xJmmakq6skJmC8JaklIp9Z59LIUqas9gzdVJCm7sNKaVEakKBUCjiNbKTbS17n8gQrMAjXInWR7rZlNVvpp+c6W6kML8hIMsux04JnjynufqTO/uMBzx+v0Y7c8obno1qaQEnqCuraUKv4wIEu6jSKsllXFx7kssT3Fb4v8xvADrW3l7nMoud0fugnWBMzuySJbIDWEl9ax3SSiuNT+esKF8UO+x2z3A8XaGYmY6Qa0E08elo4pyMZFoxpZUYykFJUothi2BFuj6OSySuDkbxMleMnepHPhomYbesTbtgV0Y/7/M3jq+w/4XH3wzWePR5y7FRAkmpsoLBSgZBkoho9r/kDC6e8nHJqKw3hBsjAZGDT/DkjS93N4OmUwE/wdUaSqHw/T+k6xRJXKZkkhtCXHD8xaHz+jkc+KKX61f8uBv/Ep7/GhaVltWPqUXHzNSssrTRZXBX0I9cF7TJRkpkJyWrUxsz1aPkJcZrQ72VkAKFAGINKLNJkWKtKSVKA2mnui8EtJGhtXK+gtCSx2yJDCDhxRvIndwX0EsVTz4ccOR2w0PWJUt/NPlYeqqXxpaCmoC7dKLNAGwKVFx4px9q+J1zSowpuT+LnsiTwIfDJXROXMve0wffSPCOaUAtj5pYz7n6wyWonYGJMoKUpSwYKkK992PyaV3sdo0gxPaW4/ZYBX3+sz6nVBn1POpmiwUstXlJ41rnHLjNnF1KddSLL32GsHmktMzmTZ1qReook0ySJ56xUL6HhJ7z66oSb98W867URL5yWPH3Aox8r/vjuOscveCAkvb4m66uizharGPqJFZ4a8UWrQMexuUgMNsp999AQt2PitI3npSy2A144Wc87l1yxVpy6AfyLbctiz/DC4vPi//i+69TRA19Pd++7/b8N4EJAP5n4rV/8iLh2ZmzAe17t2MDXbnMoi7twzVrGK18W8bNjs9RrbZ4+qvnUN0KEgU/fUWOyabj+6ph6YJ2nXvl7L3ZT8+IpCas9ePoZzWJbUgsljxzw+PL9IYNEMUgU5y/4GKFJrIcRHmiNCDRaSnwlCKUlVJZQOqb2lS1T1L4inyLrmNsv+jJLcKu8R1OU7O17Bt8vCrSykr19P0GpmG89qfjCQ02UrwmkzT1l1tR0XMzghRfudLgkyRSDgcc7XtnnS99p88f3jNFNQxq5DvcKHZ5QNg0X3UJCFHdSIRtkReuLEVsyzSSpdkzuaUWqNTrNHNBVhlYudzBZS3nlFSm3XJFgRcT7Xt9jkLjCqD97IODRAz61QLDQVjy936fdk5VxK5dwy+0Q7NZCIzS87IaYyVaGEfC5b9b49DdqPHG4hhe0mPZrTNcGNEKRj9xwzej9yNCODO9+wzLXX66v3bFp7Les5Sf+mxh8frHH9GSt9ZnP/dkVk4FSSwtTHDqh2TgN9TDL5/pZPG1oNWLWTWasn9K0GpJ9u3p8zxv7/PsPN/nQP51g3XrDTS9LaYauLvi/+sibFFa6ksee9WmvKqRSRFYSGYUVCoTGzQXWkHvrnpT4Epe4kAZfku/ARg7uHByasmw08FzjcTFMfy24HcPnZbVeweBZ5UgJdIK1MWcXfOIoJBiT+HnaW+VVeSNZzGLlhkqQDcP5IYo48ZhoKrZOx/hiQD8N6KeCmnZFSUUNiSsDNnmzQlH9J8vf5X5HHswbUxmCb1w9UEUapWmW5w2US5CpFJVmxImzXLXMkCply0wxbiJj3/Y+se0jtWG1LXjsWc1KV6Jkge0Xy2fkzSoGGjXLzS9LWLfB8Iu/0+Rv/vNJBsYnVXVUOM6uMUHWymjV3DUb1tTD3i2amfoM52dbqj6ZXHHra76rlUbdtg5GezcvArjIZlleUr9qo1Ov37Mlw9MhjZpFqZTAy/KBlRmB57pffC8etl8FguUlwTPHNDGSM0ua898MR1n6Iq3GsEs4/74VAlO0mjgx79ZloRBSIqRECYEnIFQWX7i0s58znCcL37jyrPNOekW+9R4luF1bl8LPwe1ryhJTx+A5i2uDn2dHPS8hCBJOLxg+/vUGaB9PimGAWcoTcRGDVyvxiiGhDmxuqE6ceHzo9j5fvK/P87NNuplHPXWb0roqQDvsxMn35Cl/V/V8FiuFkZUCr+IwZS2M1govK/YhzfKCLlMmzZTKkNK9drFQ5vIO0iATw0zd8F23GoRI88uYM7Uol+vh1S6TRM5WKIoir92VMtGynF5UECiEFPQSwXLf7VIX5E3TWrqVt9uHR57TSLrMdo6/fsPWs7+aZdnf/a8yeGfucwgh/F3rjzOmY+LEQym3PHvaVDZ/cv5v6MfujpeGJIWvPRxw1yM10I5pM1WUpa0NRoQDbxn9F19XnkURubtASgmBFi6t7OeHJ3JWk+Q1FXn3ePFaU5mDUrD2sKt+CHBZypbAt2VLm++byuCcFC9nb18nSBlz8oJgvh0itCaQjMiTYQ3H8C8uwy5bGctgqoGgIk49ploR2zf0OXghop9pBhkEmcDLLF7e56pSygC8tOuEGjnHhQx2k3Yt1bEPThoZdGbIlHAbfGU5uLUphwSpMtcwBLeUJs8mO9ALOawkFeWsFVNmPYWoGIj5ayEtBoPGcPtNA95yc8jH7gpIjSHLMlZTDx05qzEsisOU+/sHiWF+JaYXWZ67cJLjK1/17SVUwkUA/+SdJwGBYpbXXZsQenXiRDn4SYuSrnjJ1ym+VxQuRYS1mEef0/z6x8ZY6fmOMoXKDzkE8cgzo4DOA6WidsNNpKJMNGjh9K0WLp1ceM2etHn3DuVwHy2LLnJX9+wrRhqOHbile/YLoBfBZw7uovtHm1KiePlAft9PSEn4yndqzM7X8MYUfiFN8gCz1N9DjA8Z3I7q42rSZxC5CbZvu7XLd54Z0E5DelpTSw1xvkINC6MqWUZhGHYOFYGmGE2bG5WzN2Ta/U7PCAfwzK3OqqgdUipPoFlkBegyz0wPn11OQhbAzQFeHSpU1CWNvDbu/7U2ZaKW8g9/qM2Tp3we3+9hRURPSCySyAjqypbbqqv8T+ynAuUPuP1l59i1LhvZveOSAP/DP72bVit81R9++v4bH9zfYcvMKd54fZ/eoEaWycr44SzfeSEh8CJq4YDTC5aP3dli/+EaNDyQntPLwo1wcyAeZXJXzz3M9Kmc9bTIU8ViWLCkhB0+V+olitdFe5ou+y9FxVYrhv1Uu+orAC8CzkJ360KW2Fxvj9aS+56TZhdWDU8cqYH23dKZdzCN1G8wyuLF4lytvhuyqiw98STxuP6yiKnxPqvLdXqpoq7AS93fojJXoamSKsDzRFj5i/IR0gwzxTYvsXBFUKaULFpJp78zUY6Xduwt8+aRYhpWNswk5+USogJ4d5NVPou4GNwyf9/9GxnSSmwsuOayhL/5tjYXzivOLguMgJ4NiDNNV8myhABcRWI/Tnnzy5f4R+/OiOyeG1sb3vCq733b7Q9sveytlwb4hskMraPvuu06cV1DpWye7jM5kVLrxwxiDVaCcHeyu8gJwo/5s/s8PvyFce55rgn1wIG7ALiUJUM7meG4RZagzYFLkQ4eAr38Xhm0DbVn2ZImhsyt5BDY5euye2UI7KL51rF3rrk1pd4uLEHH2ENwe2V1YoIg4Y77A76zv4kMnC3pFc0WFeekmuiporwaaA5ZPB9oaRT9gcctV/V5+6s7/N4dTeIsoJtJwswSpZWbWlRkipRlQmz4q16MyclrgvKhS8rJlExJVP7aNSWbsitL5fVEo6USQ1lSDPSszjwcAnqYsCulTd63K41yuZGu5AffFLN98wJ/8IWYO75lyLyERAckWiGkck6ktWRJhoz6LCxnfPn+JkKH1934iui70sQ+cEkG73eO4vmt208d+fIPiO4Brrt8gYee0xw5Z3nHKztMTooc4G5+9Grb8sJZyZ/c0+Qz32hw5EQdG/igc3BLx94FqJ3UqIBZDkFcAF6KUfZbC2opiue1QHfBh1IF2MUoi+fdMJ4aBbcbp7CGufOeTT9vb/N00XCQVo6EmIRP3dMiswGqzF5WA8xKXyND+26Y+hCVZl0HbpMVgywVWaYReHzgDT3+6CsRKyahn4X0MzdEqWBxKS0yFaVccHbh2tojWbEmRQXkgkwX82jywNNYVB4PKGVQRjppktmSzQtgK1ll4irQ14Lblqw+ZP2ijkiihMlLNiT1IOV7Xhlz1eZlbt0X8SffbHJ8LmR11cMaRSYEWMPUZMR339Zmcgx+984WE2OniWrbf+AH33P7vYeOnfz6Fbu2jwL8zKyg2TCX/dm32f2ndxjQ6zl42kDa54/vWuGDb+qicHfySldz57drHDoTcHo+oJ/6uSzxc9ZWzuWQ4FekRlnHUJEjZdmrGDJf2Z1TBXtFc6qLjny+hxoCvRiNMDLsJge2VmLopJR2oOu4d43JNmfuYYCpK+wdeDFPHJEcPhdilYeSEl8atBiuQkXz7iUTfZXcRznvz4iKX+1AnqQeuzclXLmry0Mv1EiUTz8VhBK8zKJTUa6CUgpkmksEJHmeeI0sEmuC20pDgs6DTm3zoNOicrnimNwOwS1y0EtV0eI5wCtNLuISoJcjTO9AbqTBWJUX47ktaXZtjPnp7+3zvjf3OXhGc+e3Q1a7Kl8hDd/7pj4vu0zQHzR56yv69PoDtu3s7g51etl003z9IgbvddrYLEFmlim/TnugCAWc7mrufgwefboG1k1JzZB0E01qtXNLgpyxpUYKt2WGs+7yALGQEhVAK0YDJFlZ0tcGT2XJ5giTi1GQ550uugT7cEyb05dDgFeH/zhAUwK7zFaWzJ3ha5fYcV1BCZaEz9xTZ3Gxhgj0yN95yfrp4iSP+OBFe95oHfdwiLwiSTTTk5L339bhiSMtoiykp3xqmdPiuiLhHLiLtcLknnhRmJtLlTV63M0vGU6lMjIHu5Iok5fLmnxlMsW8G1EZCWKHPZzyUkAeShLXQ0o+Ii4HtzIoYzHSkBlX625kVso0T2fsXJewY13Ga6/pkBUBLNBUijhusro6hTIT9DqwvCyZn18miQcXS5Qzh7+IUpJJv8trb6gRxZYbusv88T0R51YkS2lYCRSVKxqWXm7luSJ8X7i3XS2GY26VBwZyDSMXs/DWtkZVO0lKZq+MF3Mn+FLsLYZflwFmMeRG5jJF4ut8AFABbm8Ibq9MxZv8dTZyaOU6d54/CZ++q0kkfZRUefZydCbL2gzmJfJ6uTaGtSOKTc7gaaYJMs373zzgo3f2eOZYjUR59KTEz4zrp5QCmRXNHzmBSJEDweQa3OS/a3TfouEgzbziTzpfXhsH6EyCNrkGL4BebWvLgT4iUypM7oAsy9fVnxNCoowhKxpWpCEz0vXvqows06RphpSeqz9ShkBkpY63BpY6KZ++12dlKaTbz0ifPYR/z9kRN0UDHD0+x5YdM/UH7/53OzfJOTZNOZbbvXUOdMRvfHodsQ5yV2RYWSaFdHacoPSkdWHjVfVzycoXA33I3MP2qGJofRXkw7EGBeAvBWzKSrsS3Dp/rUUl4TMEd5W1PWXczJCyRazo6UzzI0F5MYfPajqxD8qVB3hV/S3W2IPiEi5KRQ/btV54pYa70OINT3DF5gHPHI7JTEDf+ISZq9nWuQZXwk2JcjarXRPO4kCel0iUGc6Rz2HzNkIHeGWc5MuMLBl8WB7gpFhaNJxUGr6H17IK8kr3VSUgNVKWkifLNb2Uhsyoiu9uUFlWyhmZ1/1rL+YT35D8u0/57F0fo6Wh1jS8+pYNO//V/+/v13/lX/5orzm+0QE87Z/l3LGVN0fZ1p8R6WNcv8ftOnb0fJ+Dp5pkKgAVIqR2QMq9aS9PuhSAVnnjbxXU6kVAXdXeJbDlmp8pl7/hz6yd4aELRi9qpAuA51p7qMUpAa4rssSB2FZem0oPZH7ktRmBH7PUMfzfn2uy2A8Rgav99gsfvvycYgTkL/YohxoZke+8UtXghR7VtOqan3xPh28+0WIx8omlpi8lvhTD9rJqF3xRuCqcXClyDhaDRWJt8SxGbEpdzDCR7rUylVWywuBZMZW2bPQmZ2JxaUCXGBhl9oK9i59TcljjX7o0Ysjww86tFCFg79aMvduWODY7zmrX54ZdPa7dNfMzBw8efqDf732xZHAzeJg4CZipH+SZUx2ePyM5ek5y58PrOXSmBX5AIF0iwyuYeo2Ndym2Vi8Galll7jUgr4wsqD6rclrsEODFVCaphuPHinYurQRaSnQuScqMps6zm2uB7Q1np2h1MXt7KsH3Y/70Ho/njtZAekgpCYrS2Eu4QAWFv2g1IWsSPpV2M5P3VSaZJk09rt7d452vbvPRO0OMDuhLn0CKMumjpCApfj9rmFwY54DlTF70vVZ3cbAWjAJl3apgrEAZd+4yWYBdVAbnOy2eldZoBcgXyRVY67JICcK4ALYAcipkfgNVkkhVoOe6Pc13c3vTyyN2bJznyw93OXoh5Pys5Kv3H+fcoqI/iIYS5dkTmnro8fQBn498cYLTCy1X2GQVzbpjiaLGuYza8z+waufJCgOrygWvgnoE2BW2K74Wa4BdSBF5EcArE5lGAC6HAC8TPQXAbT4n2+Q1KkPWHoJ86Jpo5djb025q1fKq4c++1WRhNYAwd0/EkNleTKKU4xbWqIZL2naFZZjvgePcFM1ES/Hdr+/xpe8MWOwGxErTz2RuT4pKS1meZJHlkIr8lxV6vHjLlImgYpKYLthc5a/zoFNJB/4q0KuM7UA5xMNQaw+Z/sWYPStXaju8YYRkxG2p3DAic91ccWIYRCFbpjJ+7K0GKWNeOJUx20+YmHZl5gD64KEjrJue2HH3vY/91COPR0z6k4xvEgwSt095ZihbNMrkBYWfeSk9PXqhR0Bd/ry4iMmFKMb4ijXsLUaBLoeTY6UclSUy196qCmw13Iu+ZG5l18gTs+bI3KCgQnsrl7k8fkLwwskQQ4CQzj3Rcs3KJYYr0dDVoIw2q7UoQyYfbvxUbANSbvRkXLCJ1ezdHrN744DFgzVs5jsWz0RpwSppK+czb40qA91h0DlcPUzZv1muJDLX5gay3JXKVEWTl1OwREWeFOAWuUYXCGNH9LjMNfqo4zJsfxMXsX4V6IUzMxxFUvxFi6tuI4FBrIljSVPGrJuY/qlN22986uzpoye07xnSLNqwboLbd850mGl6LK2mrHTdvjFR6tr9y92Cq0AvLib/FaYu9bUYZeryZ8QI2IegrjK3KF9XAa0kuUTJmbtSfDhk73xL6xFwV0Ce71fvKQfsgr2VKirsEpRK+MpDTQ4v1MAfyhNPjgbEVfZeOy7iUjLFXBRwFhnNwk3Jy2hjza7pmLfd0uPR5+tgPNIs1+JZPsskq+jw8rloJBMVkFebvYe7NVgrMDJ/LV2ln8lZ2wHfgdIIF9Cb8lpV9fcou4vKSi9zd0dWJMsw8KwyeyFn7QjAixtVMCxtiBNFt++x3PZYWFGcm+vyhoa5fXLdYEO3l53Q440MP8zYtiHhpqszTl4IOXleYG2CtW6JSLN84tQIwG35+sXBXRnkKNcy3Chbr9XeZcFVOQMERMnWBaPn+lsNJcsouG0F5GvBPcrYxYg3NxErz1wqp71r9ZiHDim++K0G/YEPdY2WYpiZvYTkqo4fftEJrWv19xrLsOqLJ6lmrKl51+sG3PmdHo8c8rENj34W5O5VUbMjRq6PA8RakI9ODbOFLrcCqxybZ9LpcZPLkyIZJZUDfWaqnrgoV2BZBX0hmQpgj4B9yMryEvpdyFHGLjr5C8IweZ/pINKsdDzOLShOns84cCzm8mszdg4MK90MfWZuQKPh8fTRLsdm59i7TbDaCZlfysFiiiLz0breAtAXgXyNBFn7veqUpwK0l5QupYMiLnpdsrdy/6+ugHukolBXQT4K7hLQxfxCVamH1hkqd058PyaJM+58sM7zp+rgeQip8AWlPVi1P4UcZfEC26MTqCrp+nJwZUWm2GLqlyw98SzTxLFm37aUt9za5ekTNaLUJ5MefaPws9G4pwRXVpErFZAXZbRW5Z9FFTebwSiBKkZ5yDwAle4GLFhdSielSts21+syrxSo5i6Eqb6uMHuFzdc6LSOj+USVwYfnsNxwNhMsty2HzyXs3LHAFTtXaNYGKHro3//Dr+N7inNzq6ysTLJlOiMI+ix13JZv4E4cclSejEoVMQLktdpbrPn+SHApxcjPjdZyiNHdB3KZUrL4SIoet/lVDm5VMHg5SdW91vlWesVuY17O2Dpn8TKwVE57B37M/pOCr3+nTq/vShJctnZoDRbTXssVqkICl2zwKBjU4vpTqyOH1yZ8KgVYceLRbMW85dYBX7pvwNPHAtA+kZH0cy2uDKisIlMqKy5CuIxOBeQl0AuwW5tLFMfmxWeSMpcr+bMU7nwrIzClTSlKwGZimJC7yESorNLCDJm9yvICRlm8qhwqp9T3DJNjEVEmadYNt10/RrL0HM8vnwOboq/dvoIQgj3rU5Sos3PTIo8ds5xZGWMiEPhepXmWFwft2teCtUxdWb7Xuif5yRjKFDESXIoC2HKox5WirCQstilRcsjYbgBnDuwS6G5D2iGocwYvj9wWLMqBvYTUZtzxQI1v769B6Ops/EvJkwpjj2hxsQbjFbBXxw4Py1mHzciZLeaaDIEe9T1ee1WPt72qx3MnQ9LUwwpFX2i8rLBvCz0ucstweFuJCpPbom5ADUc8WFVlbDeiwhp3PYwUTroUN7Wt6vCKk1asuMb9OyWpmWrMNZoHEUaUw53kGgYX0pYzWEpZk6+cgZ8yPT5gbDzm2FPj/Nl9Y4y3Ujy9hLEWvW3Tam4fRQTeMg88n/ClhyaQicAG+Y5plexhVVOL6oVdIz/Wsruo3LWjckQMf64K7uJ7UlQ88NE0vZRFh/lwqxJVHQn8IuBWKp/WqkzpeWs9BLfSKUq5cuCnTkg+fU8T8EF6CKFcS1xhDa6po6ne/MMiWVGx7ERF+45295Tb8RVH5lr33BRaVabvrdV84A197n5wwGNHfVAeqVGu0rBy04nMSQEyOyKXbM7fNge3JfeLK0wuCya3DtjKSmQhUYzAKAdYmQNd5vZh8V7BtAUpFTKlDCZN5bqXUiQHfvm9SwxaLZwaO2T20M/47ltXmV1JuP/JcTYOUho1j8xY9Ee/HiOFJMliOn3BwVMTRJ0am8Zt3hFDvtfjxZr6UoD+80EuSjYfBpjVfWHWOCZrgZ3fJEpRAbqtSBQ7bHxQQ5CPMncxitgMHZPcNRkeKZ6XkpiUex+p8eyRmhtJIV1wWVRIXjRiWIrRczEiSkblychEhbUNEFUtnpeumnwqWJZpotjjqt0DXnuTY/F+5lg8Er6TKgU4EOVzOTCzaCErx3Ws0ePWsbmqrCxKgpUGqQTS5HLFjgJaikKbF2AW+Xt2hNiExP0bFfCuzY1A/nPFc4md4qaxGGmxAlRqafcCNkw1+dG39rjlynl8r0HgeVhr0YuLEyglaXdjLiyE1DzJumk3+cn3KltdXOQSVKJ1MWwzE9gRsJYXusLUIzdIRYYM7+IquBmpJhwBdq67CwbXlW1LhnLFDBm8Am5deVZyCOzi8HXC4fOCj93ZJEo8qLs6HFd3UzRhVCP9tZKkqllexEVZq4ErgeZoEdbQE8/yKsN6IPkbb+lxx7cbHDrrbr7MKPpC4RmnjaWwyEyAsIgslybZMEqzqlhX7MjnURe5PBZlBdLm1yZ/bU0eG9k8uWcqgCx0uhUVaTJk95GVXQztQydVClki1jB4nj0Vzosv/HpjA+JUUQ8aXLMlZZC6On2BQR188F+vv3KH/nfLc+f3agytEGo+btikN2zQHVbmibI0de2k02JPTLmmLkQpWc60Hh6yHAWs8hl4Wg797KEbstYdycGs11qBlf14Ko7JUJ5UtjKp7vxQaUXzdJI3NMRkMuajX67zR18fh8DV4iilqSs3cyUoRlFUjqI1rjgPeuQ8yJFzVw1QVbkqDTOiqhhIL8n7IavDRi3CGrZuiDm7IHn8WZ80r/I0QgGjnVOlk0Mlo3pRAJy/aS+6D4eVj1Vps0ZilatPWY5bfW/U8zeVEoEyD8DoqlVuMFt9vyxKK6bVFtvASOJEs9r1Ob9Q54lDIbPZKzb0aq/7hv7qtxbHL1wYvHV+aUCjpgmNLUORUakhLhFAjb6HqMqN4d0JlTt1LZOPMPcwoymrrF28V5QGVC7+UH8XzG1HJEoZQMqhi6IqyZy1SR2lEjyd8MI5ySe/WcfVuXsgVV5YRZncKYPM4vNSWXLXBJzD4YQvAg5TYfCqk2Ld0KXMSDIrMZkiU7kWzzTfe1uPL9xb58AZD2SMFZJIeK63UrjuHJGHlMX8wFHIUo7Oc+DN5ZIstLg7rHW6XFmBFblEMc4DNxVTQJjhSl9l7rXMPkyGVSzlfKpZueKPnE/npzssVQ2MioWYj+Go+xGbx1ff2gpOjevLt85iohU6fSfMw6A6inf05i6AWrLBi4J9VHOvBf4woKy8t6bAqgR6JTpXpVSyJeALsBfyZFSqmHyvnnxLE5l/XUgTneXzxJ0sKZ4zlfLlBxocODzU3kLIvIJyNLAcuWAFW679eo1KWdv7vXaD1WLPyepEKpXbhkN/XBEnmn2XRbzjVV2OfjIgztwUg0woBkLi5SAvr1VmSYtPUy2ptYWrwjAWyJlYKlvqcZnXbLnA0mLFUJ4YWwSOdgh2MbzGBdirCb8RDW4K23CtE1XYnZfYuzP/W8osu3DVos16yqnZDtEFjX78YItzFxJ8TzPW0Hha5MtFsZ22HU7dqoB9LZiLO2s02Bzu0FUNwC5Vi3JRNrR8HjL1sO54CGz3vhlKF2mGOrxk7ooNqLIhi6sML9ffSjqg+17CsfOK//z5FoOyt3SYudSVGKBMTFS1txAXXYBLPWxlaS6BVSzfDEtny37NfK5gpoa+eJp5BFnK33l3l8/dW+foOQ0yBZGSCI++EKUnLteydyacDi9vuoK9GX6ePNCzVqCszZM+tnRNCgdFCMfsJge3sTZP6AzJrLzuZg0hlOy9Rh2sJcs1p3Jkq5R8aC3kAK9p9uz0qTcDdLNWZ2ZswK7NIWHgIUS+SVDiCuiL7Zere1YKKheyKkVGmLxg74r3eYk/bG0EPVzGKsAWthJgVthbDiVJ9XUJ7opEUSO+dw50Ocrink5ox4bf+1KLs3MBKCdPhJSlNVgtNyg98Iuk26i8vTTER0XusHzVjlqFFTYfmUZbgDzVbJmJ+LF3dvjlj/msJq4hxRpJJLRzVLJ83HFhAIxcSVs6KEN/vABQLklsUT5rh7agKOSLC/6scRJCmmHq3grnk7vCq6qDNmofF6AfSllG2PpSuQQ3W90dSWpJEkOaF3hdsBCMeUxZHz3ZAg9LusVd5DQT9CNJpy/oDwRx4gz1kdmC5TIxytgjyzPi0ss4o1+PFmOtyQhWCvmrsmQI9DXglkNwq7XgrgB7WETlZInKs5Y6SPjsHQG/+5kWkfGcPBEKKWSemh9tv7tUWn64nArW+uEvgu08aBtmNC9K/lRLaM1QojiQe4Q65Sfe1+WFkz4f/rLT4qDIhKRfVOSVn2W0JqV4PfwsDtRDFyUHuckZvWTzYV9pSUwF8A15ul1UfrfFFBKksoLDqFRdG7cMz2nlNNohwOPE0I8yev2MQWxyck5YvylFega9Y1OHeGKV9eESVvjEiWJhJeD4uZA4kc5mIv8wlvJWEpU7rmDstR9wrc950evybl5bjWgvkijDPRxtZU4HI+AuZnjoCsCH4C52gyhm7uWtTzJDS5e1XFqGz32zznJUgNtlLofae7iijNycf85SekkKLyTfpdyGosrPXBxsDvW4Y3GVKYx0AeeYn/HuN/b4wgN1FjvKgdzIoVQp0t25/qZ8JmdtW/ls7kYr61FsXh5bkVLOD3fXpsh8SltlbfLKw+J8DQuuim3IpXEnTBY+fZXVq+RZOYfFqRxubmXp9g2n5jIW2hCl0B/A+CboCoseJMv040UW+xcQokZmNYlt0o80ceJXlg1xaeZm9Jn8ohc/exG4ZfXrUaAMC28uDXIlbClNZIXB5UiQWYDZjoB7hL3zbU8K9lYqwaul3HFPyCPP1txI5nJKgCy3JKmyt1rz+cWLHYxeoKrttlZPUtnKvChhdVOoTA54eRGTu0lYGm1Sbr465u2v6PHxr/j54FI3Ni8RmoFwMkWurS7Mgytrc01edXiwJchlvlODErm3LXMtbvMETLWgqri+RQA6ck6Gq4nJgW/IwY2tkEVRYlAljqGRUZxS33MjtoWf4DcGaCw6jAgbq/hhgP7Et5qcu9DnwcemqIcBvlbM1BXT9YxGPcP35LDg6RIXj7VAfxEWF+JSKe0qoCuAqWrw/Ptl1V410BwBuHGZzJypS6CPHIU8ScuxwEq6we9HT0s+9pUmFzq+2+86b7DWotrNdLEDUJwDeSlQX4K9q98rMpjVURJrm5GHXT+isnGVY+9MZkMWTz3WNzJ+6O1dHng24OisBD8BozBCMkBSDFdmpGDpYrlSXWWstI65C39b4iSKdXXhToO7v9/mGc4CxNbaHNyivP6IYX2MEEPmLnZwWxvHFW5P+bMVwlXKbVywfkpy07WGybE+gZ8gRI+Nm9rU6nV03G8w6A5oL01gQo/Qg04GLV9Qz8tvq/NIqlHvnw9uO3rhqYLbrtHha8ojRwLL3PuuAFyKofaWa+TJWnCvdU/0CMjdEM0oM/z2p1p8+4l8Km7O3kLKsrlar/1cl5IpxfomRs/NJXV3AaKLXotRR6Wo/bDVMlqTSxZFZg3S5HUqqea1N8T8+Afa/MJve0RpbtobQSZ8+kaUsZEs9fjFILe5YFGVm05a14dZgNyxcwXouXVYgM8Im1uDwyxlrkgw5Uo/LCMwOUDcOctraKg4VORuTGEXqiKR5Wa8j9caTNY0YZAixYCGP0XgTaB3rRM0LKzuLGaFuLuiHurKVKh8PHflgo4U84+UM16KxYvyx4tBfZFUkdUmVaj248kKk5eFTuXMPJOz+cXgLjV35VnKPKkTpNzzmMcX7qsTRR7ULmbv0TprLrkSjQRHI8QtLmb1CqALmBnWBJlUp1AN2bsAemZcXYiqBJxpqqnVU9792j53fbvP3Y/qilRRZCgiIcrkj+VikK+9yZTM0/c5m5eypEzFu3Pjgs28/mQNoIVgBOzFeTIjGCpwsqZhQwxXndJnF0MfKJaC1a4gNT7zyx5aG0xWZ0vUotlqoBuhZKKl2bo+QGvt/hgp8smrIm/1qlp6duSichGYGd55BahZ8/+J0X9r2KxaZXE7wpZSrtHfJbiLeRoFi+fglvl863xwu9JVkDv29ryUlY7ljvtrHDofuAmc+c4RQhSzyCk3RB0Zy1Z1UAqHomCaS6uTSz8qlG4vclKqKe3hMdwH041ClsYNsJRGk0SaKzYkvP3VPR45ELAaS/ASMAJLQCxU5WarVjlW2NvmjQ5Q+t4la1ckipUiDyIryZ78fEhTxFtFN04F3AVeKv53sfJdbF7YEuQjVYdG5BsIu60Yo0SwKgUgSRJLbdylm/XurSmrYymmb+kMFEnifkO1FHUUgMPldwTIaz7k6J7yjHzAoYMyWqxUlSpDeWIv/rq0B4dDIEckSv61LAGfVZ5TlMzwdIKxGX/4lRq/+/kmNndMCvaWwk3qqqbjqzdmtamhAEy5tFbtQfEioF4rSwpgFf9SBejDgLNgculGnUkxYhsak5FmGqUyfuJdPY6c8/jdLyiSVLriFyRWCGLcUFRpbT6nc41EsZUKQylQhVcuGZUouS9u5FD2FK6JgdISLKoKL3LczFDKCgojw15EnGUd+wgJuoYclRpi5XZhA0hSw8JyhGwmzAxSdHfQRetVdm1Z4dSFkCh2f9yI11sBclVjQgW4xYcaYXZ7ScYWlwB11S6szrmTYpTBhyxuKmA35c5mJdjVkLmLYFLlwaVSCZ6XcuSC5Av3Nuh2XJ9lob2p1HzrKshFdSW71CHKc1JcoRdj8Uu5KcU3RnozR2aXrOn2sY69h46KY/E4yWg2It71+h533l/jyPm8xsEKMBKDZoB0X5efpiJacv2LLHS469pxI67z1rWKRBFmOKPwUiaCA7u46NqPyjoxiiNGsVQ+SkIpmiEEsjITPU4sx2cH7NgX49dTdKc/TRYndFYCpLDUwlHQjTAOo7+o+rurEe6lGHv0a3sR6As3RWArK8aamXcFuMtpR/YSDJ6VzK1zkMuqDpeu3iRKDHc93OCbT4ZufwxZaG+JFOALKtNiK2MLYPSmvcQN/2IB5iXxXE3qVE911Se3FxdjFckfK81FLG6kJh1kvPFlMW+8ucfpr2qiLI/M8rXHCEFkBcKMgty5le61YUh2qnRR3HkomNzmf6u1rj4bMZqlHAbga1d0cRE2SvKsPpcscSkQ2iHJyuGqOdVSbJ8O2T5VQ7/t9etWnnymfec3Dja+Z6wOYw1XRlr8giJVXNhWxUWpXtFyn+KRC77mLmWUveWl2HxNp3XxdTk1qeqiVMZ+VWWJKjZIqtqCsgruBBWk3PdowK98ZIzMePl2KwV7y0rHTtUarDbJVoE+nH0i/juAfalrVQWzaxkTozq8HN8wKleMXMvihiTT+Mrwsz/c5tAZj/seUZggcUtyno3JUEQjUcOQwS0WhXBELvPkjnQ4cCt70VVTyWOIInjMLUHJmpruQoq43zUat42ugEOAj4bCw8yv0/w2H7kopNugq1ET7N3RJLVjd871t64oFW7vHjy8fNRT6sdnJiImxxIatZTQz/L2rupQ96I+eU0GsXivqGlWNu92H2p4rXBBYX7Isiun2IaksPsqTomq/vsOyNWqwWq9SSFLpBo2MQwrBXNbUKYonXB6SfArHxvjgScbLrBUxdB+N++kJnEzuKUt9/8pB/yUz0XZbnWMc142WqkDL6cCyDWzXKplwGLUii0C62FpwjAOEZVYRMjKeAVZEMKQQLCW6amMQFseedZjpS9HlxskBpnPns1hbkuzsxQta7fotvnPWTu8lUfszwoQLyo7ICfMNT9jKj9XrR+vHplx6fk0gySFOIVBYhkkEMWCJHM3xNb1NWpq+YdW5w8c0rff0gYkkojQWyXwM0DQjzSDWBPFOt/dWJJlwzl2aytpR5eWizu6i/flGtYW+d03IgOqr0ckiqmweS5RhMnBnw2ZvAT30DWRebVg5hs+9qUxvnhPAxu6JoEhe4tyf6ByLnkBuEuUeQ6Dy3z1Ehen64ug6pKGeAU0hYvi3svlQqUv8iIdLissLiv1KiJ3V4RCSk3Wz3j36/s8f8zjV3/fIw7SgmbLJTc1igF5sCutcydwfQGqvG6OuS12KOdFkclkOKyHF7dPy2QPo98r2Hskzqucw+FNNUzPp5kDeJQK+rGgHbsb1ZcZ5zsZjXpKlln0x7/RQQhBfxCxZ8syb791gEIyNRbSHTRZ7QaAl19AtxWdzYtxSoBXl5PheStliPuZildejAUQ9hKSpcJOZeA5fK+cQFoFfWXUrpRZqbmLUbtSZSiZIHXGNx8N+MhXGgwy5TKWlcBSClEmdi5yT0Yu1GiB0Fp78FKP6vdGA8xhYqUK+JEalSoDmtzCK0Ev89JmiRE2B7jESEWWGYTwCL2YH/6uLg8+HXD3k24fUofWAqUO5IWiLS5v2fhgRbmiWJw1WFimhU3oCq2q2tteJNvWvqZyXgtSrIL7Ik6oFlll0I8FSwPJUmxo1VfRIuFtt/S4aV+AIMBag37i+SZKCjq9gPuf9vjCA4Y4HfB3vnuZN9/QI4o1SeK2JEHavD7HabK1H6Q6s6IMHMQacJfMvVaDXxrkssLww1G7w2elCmAXeznmoK7obiUTtJfRjQS/+AdjHDvrY0d0tyrZu9ySsLy5GPlcl3ZPhhfsoot4SYhfzEzV5Ep14lVZp72G0Qs3xVbZW5qRhggjjNvZONbs2pTwz39khQf/qUdnUIrl4QeRrgRgADnAh0A3wk2xcoFuZXxbZRVemwAzFUYWfw7YTRVDlVVxBFcVQjA2H9ZvYJAK2onhrTfP8nff0SGOGkw0NbWgRmpCBAa9b+d6pNT0e22WFzOSTHJkqc53nk95w8uifKkUJVBV5ZwUQL3oA5ad25UWpNLvtKN/+AibF/UKeWBZBp/VKaPVmdHW7c9YkSaylCpDaaJVSpJZfvMzTZ48GGBlsX/ncB/Pgr31CLDzdDBrHQFGb+QX4+qLAv/Rn7Rr3hnRr8Vhq8BmpBDrIrmyNilkJEYojMywRnD93oSffF+H//DJMeJMDK1Dh2Jc47JkICmGz2IN6DzoNDlwVZG9lKI8N0rkk2Ir56dawjB63orkz5AUhngavl77XvVEFe8HOubV+1Kma+s5sdLixIpg3boJWq2626L8H//d76Zea/DCof18+947qQUem08ZJnSDc3M1jAlJs+GvqNp5ox/CDt2TNX/I6I2wlg3tJd+rbj130Z6MJZsPh6IrZVAiG2HxMrFTM9z9cMCHP9Nkte+5DuF8p4oC4MUucMOiqmqpwIvo74oIH/4ta5AvqtJlDaQrbD1qC4pSo1R3YBhJ9sii0tBpZiMcoF1dh3L704uixS0vqQ0TfvS9XR7f73PXQxJqlT9AJvnwWY0xkoFwjb1G2nyMstPjJgeyyoFeJL1M0VtbWckFo+dqqL/FyPfWEt9okmfUfSmShIGEybplTEj63Wnuf7rBwRMeWRbz9u96JZftvJJur4eemVT4gWbrRstNV7cRSvLcWTh5ocbjB2psWmeoByl+vrWHXBOtuz+qIkXKO26N/i4/vK0sWbZ8rxpcjgSZ5b6KdlSqVEBeWINS5K9VipT54aUcPK75z59qcmTRc+nZshVtyN7DTWftsBt97cHwRI9guMrkYngBuZQutyNPI2+PHoUt635y2H1e6VzP9bjJxzgY44bJl+wtJcJIMqERwpKmlt1TKX/3Ax1OXNAcPiOwXqHF86XKAFJhUMQUhV4uE6nFUJoYQQl0gSu0GraeiREmH121K+duhCjE6Dksr0GFMPNAX0vwtSAMBJum62ybiWhH8zx1vEmvl3HjrYY9mUc3Uuj51ZRW03DgdMTn7lulnzY4ebrGrnWKdk8y1gdPKTydOomihsmWYsu4EVlS+VBVBh8C3q65w6ua3F4S7NWNRYsgs5z4L0f3bqlqb99POd+W/OLvt/jCPQ2s1s7bExcndkbZmxGJcnFwWYn611DNENAvEnSuebNaTbhWo6wNMA0OyOQtZOUMFVn1yiVSGGzujQvUkNWzDC0E7359n9WB5Gd+fYLZZQFBFdz53STASkliXVCZ4EoXXOOHKM9TVpQtrGH0UQa/WI9fSm9fivWrIwKreNIaGoGkUVPEaci+7W1+4LsWWViJ2Lerx1gjw1MJerntU6vXLhw/G3796SOX3W7iLns2KTZOaQJ/eBcNPW/nM4/Oj7MjIB5l8Iu/Nxp8Xkq6DG8cdyOZEbBXpcnazYmkzJAyRemMCMuXH6jxjUdqbscKNZQkxbMQokxBFyeyLKqqlhpUVqThjTyiREaDo0uiO8dvAeBLMbhd66oMg88h6PPBO6Wv7MAtqrunGYERTrKIMhmkyFKLpxPe/IoB77i1zx/dqYizyk1a2QgCU1Qh5kkmAalw2xdqiuFHopQlmagkdijO2xoWRlzyfJUydg3Aq2RjbV5aW8xvtJYotpyb1wTeDFdvXmHdyyaZ3iq/3hwLLrRCifqD3/kN9l5900ojlCtT9fT7dTrPtg01ZiY0ky1Lq2Gohy7xE/huSM6w19ElWaQyo8VPquJTFz2SRdVf+XOmvGmGQWKelRRmxAKsZixH3zNrZEoObpWSScOX7qvxf/7OOMfP++CroSWohhJFCZep91XFQakkqcq522Xb3PDCDt9bM+q5ktSRwiV+htO6Lt5Yqzq1azgcvnJxJZXxwjDiMhXLubSXWGXcvzUiH4W7wyZbGfsuSzk9qzh8Urv57yN38MXLjrECk0ukjHwoT56Yca/de5kdfi8rf6YS/BbfqyZxKsFxVikTLrvm16yM7pzkhVxWEqceqx2Jru/Dqpl/dP7c8Yc373y9m7nYCg2enzEzLsg2BayfVow1DeONjFY9dQAPEvx8xLASpvSpHQPbNew1nLkxlC7D51H5cqnvr2FziuIrkzszhU04ur2cFMUWc4bT84oPf67BoaMBNArmLnS3q8kQwpXDDjfVqpbCXsISZJSxRy3S0a//ux4jGcKLa1NGmpJLVh89jHE3kJGFTLHOJpQSYW2pybESYRRpbNi7O+aH39Ph0f0eJ+YkiDS/W3ImzyWjO1wa1eTATi0kuQaXlnKL9vKGK2q7GUqUoeftmL5cuSvvFz9feOTkK0Thw6f5np7uPLg8fZpZokSzvCKojYMIDHHsbgkNcOMNV+L5NTZMWo6GJ6mHCY1aRiNMqQVJztwu5V2ODiutwOqNfglg5++717b8H9Zq91LKVAHO/9Pee8dLdlT3vt+qHTud0yfNmZyDNNIgoYBGmWDJIBDIBkT0A2zAtsD25XHhgrEv4GfitY2NMX7YpItsgkEgggAFBEggFJBACUmjmdGMZkaTT+rTce9d9f6onbpPnwmSQMB96/PpT3fv3r17d9WvVq28NHMVz0QGT9pBJwpmFgo7WZN89PMVbrrbN5aCnDnQWE5kTvZOFEudDmSiZHYFU5EHu8jAnAd5n2fDMZmrVSZg7gJxXgwXObBnobTauA9zSmZ37HhqUdECGWf/mPSxWCYXFkorhLKIGpoLT23zZ6+a5W8/JZlq2HG4YAzyLrU3LnUVJ9VqEZd37hHTrFS0MKNg9TAFs35y4mpepOkdt673caWuENww8WIaV32jHTHbULgObDp1EYuWnUij3swAPj4+zvDI+A2zB67/0PoV0f+wRAPfi3DdIG2rZ1uGW3bPT3wXSUxCL+hzVpJuuTx7nRyfe24PB5fm2QA7D/LEehIirYimhE9cXeZTXykxG1l9TIIZ97bpVSp110R0O6Lm4dy58yDn2cyv/GNm65mLnLwcnhzXeTk912cnedbM4epCyDi518jiJnzVKJ4iUpSdiDe8uM6BCck//2eFZpc1JV55KQdPgC5SoJPeixmIiGzh91vs/UAd+xD72rxVz/gINLYw7eJtS+NbULA1vqWoVjx+/uCBD73i5etu2PPYvgzgI6MLuedHf9WwsHYMVVtYHMCyTI/2akXFokFsoookYWTFNliZRRb2BqfQA9gccBPw5qeV/Pvc95PWzUDKtZNjRixRoerTnQAAPaBJREFUsUlQoW144GGPL15foBbE7cbjzHJjY5Ip9xZ09/rsyjftZ8ftfZ0CO5sVMQ+QuzjSUcyE3fbvvNiSd/jk256QcfcU9LEiml8EuQx9oSWms5pROiue4uUXNbn+No+7t3goEWZbirC67zABd/KcrmaRMros2DRLLTMA6t7j+i2EXtJp6KApXyVVIiSZn6+UNU0NtAXSL7Jjz+SO33/d/9P42mf/ZwZwgGXrn0+xUODbN17HP3zuMHsny4wOtrjishoVXxFFCkcqNq5SLF8gaXUcImWZmOQkEDg3XaIfyPNezznn9hzLWVcyK0sG7oRzSxka4DuC+7Y5XPHBQe7b6qKdvMUks5oQ92JJFEfDz3O2b3pMgz2vj8VK0r3Q56eu+JOciKJ7TppjbckBPrWBa23kcEmPXB5zcK1TWTzh5oJYZOloNq3t8PF3TPOG9w1y31bPIEPnf9XI7wbcSeMmkT33+8NCzHMsD35zjTy7y/543N5PhRC0WbmwyUmrmjhSEUVQLsAfv6jFcMVi+x7BRHAxq9deQhjUmQPw/dOLKYdFtu1aSmvmETptl59vV7zx7yKEjlBRCLrD7z3zMO9//RRLxyLaHTcFeOrOnwPwHFD7TK/IMX9B70aQnWOuqTLuLTQiUTIdqCn4f79e5O4HXCJL5sCcB7eJORHEiiXzeClTRalH+RE922uXnJiVOhDdf/GYKRPwdAbmZK7zXDwRYXpEEsOtZRq/Apn5UOa4uEy9nBZCGfBaUcSpJ7T5kxc1eMc/Osymskb+ThK5JWED5MB9JOrHFfLbnuh5D5mSEUHYYeWCWf72D6d40QURKJcosFDaIoxKTExXKNkeq1aNs3bjKEGnmP5KCvDBskuh4G07bUNlO88prv7CD2o0Oz6u7SCFQ6A0M+0SX/y+w9PXdXj7y2ZQliAUFklssBE7Mnk6eZ80h83PeH5r7Z5lkW5xuQ0vZ61JlM3IPDtQjwSfubrEV75XoC1zgBa9r83k9PbWyXvM8hn+0G1N6Z2PvNiSiGXJhB8zl9fJv+uWXXozfRKQd5V4S2X25HPRJbqktvHYGZTZyo2LX2gdiyoSrTS+ULzkOS0efNTmM1eXqAcxQoQ2QnKeBekeYHb9oZ6VrXpOSUwkvYOamipzmnkUQdTmJRfO8pILYKo2wmzDJ4r1CceJODgVcePPxtjsVrevO8nf1km6p+UBvmjRIqb2fPX6zae4n5+Ztv5q6tomBdtjvKxwbfPnJpuSraFDO7BiQKssCRliWVljOxrLVrFcrUEJ2p2MI2tt6lrabrZaVSiIwu4BS8DftYHl5HBpQa0j+cy3irz/kwMcnLKN3S9NJs2LJQbcQmShsFYPoFOrSQLcPjI3uWNzzCbQNefHjO8cuFOLStcFSYGcufGTokF57q27nUC5zxKFU2uNQuWAnpgOzZXHh0Pe9Uc10PDZb5WY7ZAzG+b32D7Azof8dZLTNJZjElny1GkL4+tPBjWJUZ5jbzUSgGNLGq0iew8NUav7ALhOyEi1jusdInBXsf2g//mPf/7m6//7Gy+ZC3CASilADlrfueYO61IdVk5ZMqgZrUDBkzi2xRpLc+l5DZ5zqqLd8UBkVg1LKqSjEI5m7wGLRw/IOPtEsGefxY23ugTxSo4iwcbVIZtPDZCWKey5cVlEpRpCJNAdkYpfvQFKqXIqAVfwje/5fOCTZfZPWiaRsks06Xkdx0iY7gdZRNvRQJwXJXO6cPf3jhXRfUlArnov9OHWOmMGpJ7N+Qp25hYB/ezmGQfPFE6N1goVaBZWI971+lkmapLPX1MET2XzkBdJcowWHYNaacqDERvXRihlHH2bT+mwcXVIFNsUAwU33Oqyd69tKtFKePSAzb79NmlX25RJSbALfOcuG89xWDY0iCUdHEdR9CI6gWR0WPH8cxp33/BQ4TtFN+wa2S6AW9WX8bxXv/cWKNy5frx1SrUYMli2KRUsSgXJgiHFMzY6rF5SpB2Aa7dNipgdogXc9bDNdXd4PLDV5d6H3NSDNzEr2bnHMn3vheEGI0OKZQsiLKnRkWbzaW2WLg5ZMhxx2fltfE/huhod5CY+wboQSBe27bb5j2uK7Dtog5ezz+W1e5EHvQF04pqfEwYrmLPpdpm5EsAnC4HuyRY97+d5M4e6OLae+zKvjCbAzZsRSY+J9HWaQ9vF4TOw0wN6I77EHD7ULBwLedUlDW69x2H7nhh4vdtTBITgOAq/oLjs4haLhyOWLg45++kdtDIWquXjipGqTkWVSMMLNltMzhpwWxbcs8Xhga0O197uc882jyi0DDqlDVaBX+wcRLbgzHWCsSqUCjblos1M3aLV8Vm0sHDny0755i1PO/+D8wMc4LILVyCE4NGdIUGnTrloUynCYFkxWg2wLEGj7VCxjV3UtiNqLcEHr6xwzY8KbH/MpRPGtTgSoEnAz0++5nBLc3h7xnLu2+XiWppyMeLfvx5wyrqA1z6/wUnrQnyp0VE2vtIWbN9j8T8/XuEHd3oG3DIH5FQJyt1DTnG0Unm7lwvrHsDrOZy8n66UXxTmtch/fEyUgljkdBPdLbrkF0NmG897OOfh4nllFDGHo5MopzEXR2lowbNO7/A3V9T4649XeOQxG+zcbhqCb2k2nhjwuuc3edq6gHUrAioFhSPBc0ivG4UW7ZpI9SsBrBzTrB6P9Sqh2Lg0IriwxSsuaXDNzT4fuHKAWtONDeSSgmecVrv2BzSaEZWiTaloUfAF081hlL8GreYI+3MB/oJLno0lrc73b2hyYN9WBisRA8WQwXLAYKXFYLmB57RNNzI3oBHAez89yCe/VqHWsbOOUU4mFszli7HS4sRyiI7oRBadUDE7FbFvwuan93j88HaPZ25u8+cvrbN2RYQOjZ165wGLd/9rha9c79NJhGrR55EAPVZmhIgTGsgpll3P/Tl2JhJmC6XbdNjDufttAf1AfSQrS04eTyW1HLhTe3kK7JwdPBElEoU99lN0d3DI282N6TARX0xAk6Zga156UZtIC/76n8s8esAyNdwCWLsi4s8ur/OszR3WLQliJpRVwG01rUyBjZMqFLHbVQiCUGUm5Dgzy5MRm5YrVl4+i+to3vPvgzTaFkoGNEOb/Q2J1opGWzFQDCgXQ4qeYHRslE2nPqsTRtGcYZwD8OHhEXy/+PZ1a5eeWHF3XDhQmKBaaeP7LVynTclvUSy0sKw2t91v8blrB/nSdyvUItdkqMchqEgrB67eWU+ArTJTkFTG3qkF6IhWBPfvdNiyw2bnLovXvLDJxee0mZiSvOOfynz1ex4dcuaOXolYyBzwMr7an3P3l7nneC/7cfCU/4ounB8Twvtc5dhc+t01BFMZvjeOJQU+c4GfeCHzD5FxeCE0KjJd615+cQtbwjs/WmZiSnLxhW1e88Imzz2nhaM1RBAFplmt0jaRstEqcQTKLjGoa1Riq5iUmjCKI0LDiIId8PoXNSj5mv+4NuK2X0CoImraJYwsDjYllRpUvYgVC4uMLVz6w8VLFr99pjZ7dIAXCiW2P3BtbbjqbPGj+nkqOmDVWgHf+ZnkhjscTlopuPyiiJ17Xd77iUG27PFRths3a8qi9IQwdlLRb9Z1YhWIPVQ6IpVBkkRYY32koxXfvsXjprsc3vfmWe7e4nDVdT6BLTIlR/SFag6VmfUkFWDmYfhzlmMfi8hco0l/cAtxdHD3cvE093LeFZBYlzK5JatyIHJmx35yd4/ymQd+DvzJBiHiZxt46e+2mKkL7nnY5gN/NkvJU8h42rQWRJEBtqmXaMdOQCvu+SnTe+kaH5LdU6fxREpGRJGFZwe8/tIWF57e4T2fCNixd5aX/E7ACSs0372jxI/vLbOv5uHWKpGW/pYvXnV97RUvufjoACfGy8zs1BV3brfP/OGdhVNvvnsBndBhuib5/s9b/Ns1M6gopBU44LpgeSBdkCYz3YozZBJTXH6eE84SIQi0IBKSSFugYoArjPiiEve9JkLQmJXsPWQxOhRR9DXTbRHffZ69im6w93jS0gHtsxRAz3kPc5ZL9+t+m9NxgLsHtz1Tn5OryYkW8ReSuPF0leecQPn4cXLAyq6TA3PO/J43QeZDC6StmWlJDk9KFo8piiWNFWDammhyoLYN0CM77SFkOsPFtvg+A5UPosuX/FDaiDjrxjt8+p0ThJGFJSrUmwOsW2DzJ89r8KP76uyfrd7bbE1fUfCrfce2L8BXnfC7vO0DX47C6Cz9wJbbWDccUXRNIE3kRjzyWMBDOy2wXLB8sFwsaeFIgSfBzdcUmQfgSkOgIZCCthJ0hBUr2TFXT1ryxjh/znltXvHcJkvGFUoJ/u0rBSabVtyWtwctSTYr+efuBOIM6N2OnDlrpRd3cy877ynHg/AMkMd0etf3cp7+LtNLImtnVpbuG+/m3P1vXEiYmJV84qoif/e/SyxZGHH6hoDnnt1GqLwim+V+hpFNGCbcXKZln7MdJj/WuZo4McBtFWHrRAIA122zdafDlh3DSLUAsPHdiNNWB6zZsEFLazYaWXF537HqC3CAN7/yHFqt1pdGxPb1qn24ZFuScini/KfX2XV4kv/+sSpb9jsIy8W1bIqW0aqdPLhzIEk9sGQAjxSEWuMpwWwkaGKhtQ0EpNw80lxyXpMP/3mNE1dFCA1vf12d2qzg418sQUHnRJV+cDPPvU6bPBrT42IufucF+3xgfFwIz11S9wC45/Nu+ZqUm6dcnMxaYmzWmWUhKyyUs6sfhYSn+fzVPn/3mSJTDcH0Noe3fmSASM3wgnNbCA06NMplFBmAB4FDENlEkUUUya4SdL1uom6Am6SWyAqJlHEmuk7E9sds3v6JUXY/NsyFJ9qUCxaWZbFu9dL6qlOf8yXb8+e9/3kBvmLFEn37rd/46LPOX3XFrm2PljzXZqCgGapYeL5kfFiw5YCHb9sM2JpC3EY7qaM9x66cE5mTSYoUhEpgx80/lRa0pGVkcK0h0rzg/BYfeFONjSsDVMdwjOFyxB88v8UPf+5y/yMuaVD+fIDrAXB/EaX7PukBdRa8nwBezL3WcYglRwV5aj3pFTlyf1XEYkoC9j7XypsKM5Dngd67VnPlOizBvQ86XHlNwTS2cszCeWCHwzv+eQCl4YXnNpGRRoci7t1p0wkdgtAmDDMOnpkkk/HUOcU9Syo3NSYtXBWiNRT9gH0Tmi27i7TqLr/YGVIptpFSsf7kMw/fdOv9H33p71067943L8ABisPrmZia4Vt33cYpy1tcdFrIQGmWb37f5p7dA/i+w7CrKdkK18rSvbo4YQ8HT0Zek5XhciLjWQy0pBOZ/D/CiBecV+cDV0xz8qoA1TYTLYRGd+D0jR3e9MoGf/mPNlP1uGB1Wo1oLsh77ycP+q73KdJ7jv0aUZdFJbd9ZTEqyRjnRYJj5NjxF6Stmahb/MsXStx1v5uFQCDBgfu3W/zlvwiEhuef3cEKTNGhMLTpBA7tjkMYygzgc+5hbv5unouHtlkcdl2zYUnI75w2y5XXVTk8a/G0tQHnnS7ZfN5S/EL1iP/niADHXdyenGn+ydrF675ccR8qVSszbNnT4ks/HKLerrCoohl0NZ6tceLCm71bfTpwPdaIZBKUBicyCmmgNbU26CjkeWfX+OAV05y4PCJo2rnrKITWOLbi0nNaXHezx9Xft7OgoCMIsl1iR5/3R/ziXJ31V069IkrXZ32sMXPd/6JbXu83PrG4gCX4wV0u37rFJ1RxN4TUcWeUq/sfsXnHxyVSTHLR6cZI0Akcmi2XVsdOAZ4XtXoTXrLfzYwAMm4FGUbGCjNaVVx+YYPbH5ziwMERanWP4aH19eqg/ScDQ6PtI43ZEQG+qFRTS09fc8fmE5jZ8YtbS9/+aZ2rbh7h3q3DLBsQDBUURUfj2Fll1F45Mudd78tFNeApjWtBO9IIIi4+c4oP/WmN9UstWk03DexKoggtGaHaiqXDIZee3+bHd3scnIm5ePLjPUA0vEf3FUu6bN10P3rNhJmIwi+PveeUhCSTp4t0Zo/IIjJ1+u+6XPk5K0nXoPfI4Em6IJiW6AcnLL51s8+eQ3acFSVJykunHmILfvGoy9s+7vDhP51g8wmKVseh1vBodyxTrDVzkcW/051M0uWhjadOCrAsRatj0wmMJWbTCsH7/3CC//phwL3bx/BGnzVjuSvv2LVndq77MkdHBPjw6CjgHto13XzJAwee8YMP/efPnEanxOIBDLg9jeeYJlUJuNPW07EJyYCmT0F0kfPRAMo3tS7WrpjlPa9ts2KsRK0mgaTIpsma1wkXIUSKiM2ntNmwOOTghBNz8XQGe9HS/bIPOHvFk+TtfBjusoELMf/5PQf6ctBUYezPpXsjDPsDP3de3vN5BOtMpkDr9MrY8OBei5/c7WL6lSTgzj/MceEIHtpb5h2fLPLeP2hQ9YtMz/pEKuMM+ZrvJmuqO0ldYwLwkiJDxihgula32hbtjkUnsNm0os7S32uxvbYxCFXrJaVS+VAkvCNB+MgAF8LjFw8+Srl00p5VK6Ltv3Palg133BcxWpaUC+C7EtcWcSikiMvaJj3uM9ttGo6alkkQcQ/MuLa2LXBsyfrlkrNPKVHxxzg4GeDYYdp225JJre8wvjeNDhSLhyJOWB9w6xaPUOmspsexUh8LSd+E6qNfpotX5Tl9/nXe7d6dPZ+LCc/wNgfAebu3OaT7np6cmt+z5sd5Bm4pNUEHHnjIYe+EbSL70hLTDgjj0BNS4kiBb0GxoKnPVPnMN6qcvdFnoCzjSmhZTXVTXkNl5fASR3M8BqESBKGkEwgTlIeRilzHotByaHUc2gE8cmARTzvt6dvXrVm3Z2ZiF4Mjy484L0eWwQEpLW6767qdQ0ODb1i75qSbtm77GQuGbEq+xHUEjm0KvWsNnVDTaEZorVKFR6TAzhWKzxWId2yB61gUfcnwoKDdKbD/MAyUWhS8Dp4TouwAx84SIWwBSkeEoUV1KGTzKW2+fmORg7NHUDRT8OZBmU9w7nNeD8fvx+Hn4lFzfEvj2CnzciZ8Lz6eihw98ki6IHpvcn4jvrQ0h+uSW+/2mJ60oZwDuHDAcpDSwpdQtjRFW1N2NYMFhW9J9h1WdEJJsSDxHR136dNxi3Ur7YyXNPRNvKVBKGm0JPWmoBMYPFmWiQP3HE29adHphIwMD9332IEHXvHwth/sfPYFrznqmB0V4CesX8KhiSYjQ/7eTusnNz+249HzC04bz7MQCGwbbMtw5GZbsy80vcMhB+y4W5sdA9v03hTYtsBxJL5nUfIFBU+htaDVtnFsN7OdJ5WzBMgorvchLJPl3xacfWLAiqUhBx906GKPuVntxmt/TtlXOU5BpEGKoyukTzLlvZDJm15FPf9X+pn94kGkO3+SnmWSLfhHd1vc+qBr4utJAG4KJwlh4Uoo25qSrSnaipILBddcvtWJqDfiJrWeML1XI+L51tiRiItGmWL7lszElnYHDk4omm1T4DXBiZAmC2v1sgUs8IrvDesH7nvh5X8J/OVRx++oAAcYHS5w7913bF21bOCjv3/JhvO3PHgbrU4ZNLiOpuBFlIsRUnY4PKM4XLMo+6TKp2kkK7AtmQO3xHEEniPxXYHnalzbaPChEoShJAgltmVhhYooLuEmhYVUkSn0LiVRKNi4KmTJeMRPHzw2d6AQ/V/3PzkBvph77FeE9F4v5xyvZf6D9DvZ/jTvqHQp/kmtG82uAzYPPGJnCSRp2Q2JJaEgNZ7UuFLj2hj/h1GXCENFqxMhYpNipEzTWsc2fg9lk4bmEvdfdSzFUCXgsQnFzx+xcAWUfPA908UYFBMzTRYufxqrTjiN2UYTeOcxjd0xARxg3dplOO7wHUtHD1z96N6dl+3ZNsGKcZeBUshQpc2isVkm6zNsO1Rlql6m6CqkkFgxuB1bGo6dgNs2jWY9R+A5Jn7YipVVNPHASEIlsZUxN0kl49xCU/JA69BEqQWaTkf3mcXswBzLSX/ds2/SQ/6kOQFDYu41nhwSfX6s/z10BVulz/13qblA7/GVShM3hy1Is+hTkEtcaapxOF09mAwDUNroXkGosYLI3EUcTagUKFt06R1GkTRWm4Fyh5WLp9hbK1KbKbN8SDNYgkoRFo50WLNuKcMLV129ePHqOw5OTh/zKB6zSuaXFqKjrTvLo5v+QouF3xwslygXAhYMNVm+aIp2dIi//6rLfY8UKbhJf3mwrQzMri1xHAvXkbiOxHMFrguOYxQS28oqZploWpF1EktKAneFYJpnASwYUli2PhYGnkJgjheTnNgq+iwK+gP5yebkfT2MOYUsvU/y8STZiXOtJt032HvdvB4ShnBwMl/3JAN5UoU3394lCT1O1mOkNGGoCAJNECg6gaIdaDoBuYcgCEXW90lBqyPZtBL+20sPIvxZHj4kOTgDtUYEssLShYu+ufns0/9ix/59O9euWnTMY3lcNgfb38iD9z/66Dlnbr7vhDVjDA/UWb5okk50iHf/R4kf3DXKkCsp+9oooI7Atc3DsSWOI3Ft83Bs4ofGcWI3v5XVmE4mIisLPDfFKg3QtzUvv6jFeCUyNsp5NuUEoHOdDt2fz4OLI9MTtIsf9avHsHb7/et8/Ef/303CHAxz2T8j+eL1BbKabLEcTlyFF9LuGzL9PnHCs+mAZrqgaYJQpY9OqOmEMcBDA/J28uhIGk2b2UaZZ5/i8N7/az+WN83WQ4K9kyFOYQFr155532Nb73/0lA2rj2tcj1lESWh0bAF+aemHRPCL1eHs/S/bcXCKj3xtiFvuGWX5oGDBgKJcEBR9ie8aOduJRRI75uQJuF07keHMNmUlNtKEi5MF6KSvVZ/8Q2BkMMIxbXljS0p/gPc/dmTv51xO/+QLJEf3wc6NvJrznd4Dx7ibZfEnmkDB4emEg+dcuELMqR+TeWuSsFlT0jiMiOO7k3JvKt59ZLbgkoCvOGrQ/EwRDZx74hTve+0hPvLVNljLGV6w/Eunn77pQ488svu4x/W4AT42voz9O74+vXbTqj98xwfKS666btl5jZbHqiqMDWgGS5KSL/FcaZRKO1MuHdtYXdy4i4gTKyh20kezq0RwDkZJ7HJuzrq38Fy2iMif1R8qR+bS+qhcfF5RBdKgrMdFRwya6n++yIssovc73dxbHw3w8fdlGuMsuj4QfR5ZWC5pqeNIJYF0GhHGmebpeTHf11mwXSe0YrFFEkSCILQ4a8M0//GOWe7YVvvRoWDjH/7LZ69rvPl1zzvuIT1ugAOMr3wRV113d+OM01/TuemOr6LrhxgfkgxVLAZKNr5nYVnZgFpSdHHuRDSxLY2VOgQSESXpHBFvf/OqRT0wmyOwzg+z3k/yYb19z8ld7kgYyRIQjp/mA3GXBSWnZOZt4dl4JD6AhCHkbeX9zT46TXwQx8Hxu+85nyoXKbAURFEunABAq9j7qgETChspI7JorbEswWzTotn26ASSTgCLxse5/IUv7whRa7gDxw9ueJwAB3jmGatQSt2+/5JTz/7hD28qVMswNuQwWJYUffNHp2cFQZgY7A3nNh4u4g7FMcjTbr65WIW0LjVz0NZPrLCseEB1Xz4zh8QxHJwjmhyrjP14MH6M4OoF8xxzYY8kc6QNrTtR2ZytMXM3V/bpcx85l4OCtIeqUsaakiz5pP2gMRAkoSMWliUIQ8X0bIRWioIvmW1YdDouQjosWb25KfyNtyfpj4+HHjfAR4YHmJ2tv+vyyy7QzZndb6lN7vCXLoAFw22GBpps2SV5dH8R17ZjhZPU1u3Y+TbVpI6gFOSpbSCJuc7VI8/1Akr2aIFmqiZNYaE5npisZQbdh+dw5a5N+ThEk75nHg/Ij5HxzzUPzvVoznH+zGM97aehaC1wpKZayRTP/AjN4dh9jikFkcRUyorj1VOxxVKpKGlJ4/8o+YrHJtts3Q0jJclY1TiKFi5e11q44ln/iPD+ynELxzGY3fT4lwZQLpfU7bfd/p4Naxd9+PRNY50NK6Y4ac1eZsND3PCzDnv2x+2ULfBdTcHTFHyF7ypcRxkxRea6qKXd1Oh+n0iUPYOeLAQdCr5xk8ehmtWTrtb9R4+A8e6DOZD0vP2leDHnCzvp58fpzcQ5eumJ3vPn29mMojhWVrzw/JYpD5EP8UsUSd0N6nyP+XyQWJqxFWpjKuwoWh1Fu21Mh2GksCxYvlDx7DNncUsz/Hx3wAO7O4TWSAd77MO333b7e1y3cMRowaPR4+bgCa1ZXO+MDI9+8N4H93ce2tH6m7t2zMqv3ryA9myBE5cYV63vakq+olSIcB2FJeMVHfVWpSWVvTOAk5PJE+CrrgWgNGzZZdMOBLjJhebea1qqLa879Th2Um6fO3gkUM/n6HkiC0HPeREz+XyYTa9NvEfL7OXcuudac1eVmQvP06xbFmYJJLnazhGk/XWMWKLncvXcfSURpZEyr6U0YqrSpg5KEJhowRNWurzzlYf5r5tmKNgjavmyob+Zao3+w/5HDnd4gvSEODjAiae9lAd2TjRLg2uuXrT0LP2jeyvs3lNm5ahkeNCmUpQMlBQD5ZBqOWBooM1guU3Jj7Bk3GxIdU9Ad2eFXFkBqbqOJ8H5lg2el8xvgsx+PJtuQOvs9/pgqvdrXfeXZ+2/FI/9UQE53+nz23fm2shJFczUta+g3QHCvACiUg4e6qx5VAbo7mvnW3pHChptmGoIJmdhelYx01DMNkJqjYhDU5JH91VYMVrhGRsEm8/crJ9xxolXr1hab77pDS95wsP4hDk4wGknraE8suDhe++tXHHOqYV/pXGPXDxqMzZkMVKNGBkMqFY6DJZblItNCl7AvsNlJmZGaHcktm0AnGy/+UawMmkdmNYFzx4CjbQUuw9YTEwn3WDy89q9O3RPuZ4D2r6VrY6Ljv8b85n/jmC0T5lBaryLV0AvB00v1y1Kd/3DLlEo3gVGBhRLFoTsOeSYgkxxgSatNWHcBS3fIU3lLpJEj9qWCctAaHYeDnlsWuA5FlVfMBRqlFIggpi5WEgxxCkbz1eydNIV+2bPeLjs7zzusexHTwrAK6OncusdWzpnnXHup+66e3fxrFPHP6KDwywYjhgeCBitthgZrFMuTrN9f8A3flLB1RZlR1ApSUoFhW1121qzTsaJhSXpsJxwclMoRnqK7/7UZ8s2h3wV2d5QVyk4Nhl8PurxiM9RXI9Trzx26lEke56PSAmHzh/qyW7PTs2Ob1gT8LtndPj01/24vF4ERGhtE2rRA3KdWlGSdSkFOLag5FuMj0pOXNdCOhN881aPbXsHqHdcOqFCqYgo0jSaUCgtZkFr4K3POv+sTzWnt0TF6oYnZfSeFIADbD5zPQcP7I8uu/SSbbt3/Kz2yEPXVRwxyUi1zcjgDNqq8c/fdPn895bg6QLrxwUblpvYcM+JE40hzclLHqZrsUJaSR/6fOMpk47f6BgHQQaIRETJjkiy5q698Ok90M8GfkzgfQIIn2+xHUmJ7FK5e7l2av5TXcfmXiRXbTaxpFiaomckblSEKYBiHpGSdISpqGwcOibRReXETCmM38P3JGNVm42riqxe2uLlz5zgC9+v8dlvjbJjqkQ7FNSbAUsXDbB+41m1Z5xz+rYDBw5E4+NPDrjhSZDB81QoFPDsmW+u23Dqm0457YKJpYskC4YO8dOH67zlXwf45LeX4usSy6tQLZvY6nSLg1y2R1w+QBplJG3+KjKgSxlhORH7DkhuuctlumVlKf19BI1cLFK3q5luYImeA72uedGL/l8O2+573XnFmfgL88nhiRLIHNElb/+OY3wiyaCnOee0DuPjgSnmraO4bmSI1oqOho6CQIm0b6VKmrbGyq0RVcyxyZrD3kODROEor7vY4kNv2sfTTzzE1sMhbXuQ5178nImzzjztTXv3z3zT9+evcfJ46Enj4ADlygAAnfbUlYtWnm+PDs186Iabvj72rs8KDh2usnwYRkuKalmYjCBb5roFG5HEOH9Mw1nbjuLW4XGDVytM+9BbMkK4mpvv8fnxz3yUkibEsw9IeoExd/r7u/Dzy0RzjCKN6PvyqHTkWJTknJy4ksjaPQ7IrtbfkAtzmH8x5q0wShmfxXmntjj/aW2+coMDTkg+8SFUkqYQ2CpOYJBgS1P+Qymd5uQqpQlCmG1aTMy4QIWhis0FJ8+wfskkH64MsWnTcw6+8JLz/kezHVy5bs3S4xixY6MnFeAJuV4VrQ9+xh55trxlW+0DBD8b27RYUylA0ROUCpKCZ+G6AsdJnD+JbTzCsRWOHeJYIY5t8jCt+CFjcNtexN6DFl+6tsTug05WAJ8e9sxce0qvHJ0vZUDusycC1sdLx/NdQY9S2ZdDi77XnSvSZOdHgWTZWMTLLm7wo7td9k0I8EITGBWZc9rCxoriCMOk7XkETqRxQwhCE1HY7mgaLcn0rI1SgmbbYnrWZbRa4P1/fOJBPXj2O/dPdj6zdtngExi1+cl64pfoT+997//CHbvwZ45VODji1S+IOtOFsapHwTO5nMWCRaUoqRQ15YKxkRf9gELaXTnAcQJcO8S2A1OP3Apx7AC3ELB3SvKBzwxw1feLdMgyTrKmU1baF9MWJjnFjpl8GqgvspjmpDFbb9k58zqLpDPHRdezqb1vWmkLYfpTJul66bH854I0LDhNxE6Oie73+WfR9dr4BtJCS8lnMiuDZr6btF1PrFF5PUdlinzajoY0FHb5opBSWfHzBx1mZ2WXE0EjCDFlIYTOaq4n7RlNFhdpcosloRNIZpsWSkV45RUTS5cse1tRbP3MkmWn/7Jg+MsDOMCN3/48L3rhc+8ZqpZ2DQ3YFy8fnfYanYhm26JasRksw0BJUSmFlIsh5UKHYqGN73fw3QDXCXDtADsGuWMHOG7AroMW/+tzA3z662VmO3Hmd1cvnviRpFkJ04EjzULJTURvtzX5eAAuk9cxiKVIvyeOBHBx7ACfU5kgLcGQsxLlwJs4yJJrJZnteQW+P8B1ujP4rmLT+pCCr7j/EYuZWuJEyFz3oRaEyK4Gg8m4Jvm3niupVjSNdsB920LWr11SW7Bw4ZvqLfWfK0981RPZ8I5KvxQRJU/VgYKqNYtfOmOFFVqq9bk7t+70XIYp+FAuKgPsYkC52KZcNMX1i14bx+kgZUi+4auyA774PZ+PfnGA+3d61CMn6x2Tr/ebCMyx+0/PI2D0bQiRu9Tjs4U/fr3ziPVL5jk2X0xJMg65Juq9v5b7j1m4ldYxV8Yi6EgKjuKPnt/krJMD/umLFb52Y4VOGmEVorFoC4fQsgkiSaST8TQGAseJKLYsLCEoF6eojq1qtcWi1w+Wh6967GDzCbnhj4V+6QB/7asu5/DUwahcKtyybcdjtbHbvobd2ecND2iqFdMaZaDUZrDcZLBcx3EaTNU6IEJKvqJaibmRHXHNLR7v/HiVR/f7aMcB18rNVV4QVWSW2W4FLpvQbiUy++zx0LEpt0e9So9H9ehK59zz82bD7rbf0JtRn3qD6Q5/MMqmMbBFbfCtiM0nhCx60zSNpuSaH5dRtuH61XJkokeFy9RMib2hTxQrtUmzXtsKeOyg5NxnbGgtWTn06k9dX7p698Sh6O1XvO5xjfbx0C8d4AB+aRTXZu/gyOpNZz1t2fm+tD9rR9uLg5WQkh8wUG5SKc3w6MEmV//Y48rvDdFpS9YsavC+Nxzmwqd16EjNvds89h0ooH0/LkJjxfbZEKLQvE5RKmL7beYWTJl06rXMylH0xpTMl2d5zKAVR0l8yHkrj5qIkFzyCJfKIzwLg81aneRPMRcz4JZCmWoFsb8BodFKph0aNIIwUthRyPhom5PXtLn25iKdCM45tcn7Xz/DygWaZiD5wvcKfPnmQXbvH0ZpF6UVzUBRb3ZYtGhloxEuee0LL1v91U2rd+qVJ/3ywQ2/IoCXHAEQ3XTjl/e97MI7vnzf7tPs6cmZfw3bWwd9VyNEnY98Gb51x0J27hlAOzZSC+7ZUecXj7Q472TN3v2ab/6oQMfxwC4iLQeTyR2hOxqPDrboEChhtlAhYw+c3R0fLTJvWxp8hQF7vqntvEDqod5dgH7vxdzrHCUIsD8JfYTvGCFD6USGzqX4pf3rAZ0v+2y4sCUjbDtEiYhQgRQ2IOmELlFkI4TGcToUpObS89pceR3sPuCxYUWLDUsLRGGJiqf4899r84LNh7nmzgYfu3oJM20Hv6RZuXrxdGVg4Z++8x/v/fLEjM3rXvPyXxLS5tKvBOAJXfDsl3LfHZ/lb7/ifGHdohOclcNr/qE68NORG++oceV3F6FEkcVD4NkaVwqevsHh9LVVGk2biekGu/a4aNvHczzKcVPjWsfGKmkuO2ealeNNdu+3uOp7FaY7cT29XOCG7G0fmFMk5y0XkQIoftb9j9Pvu8dQJSjXQyofuHd8pIXhvDpxuUO+3beKW3l3uehFFg7hOAH1QPGV7xfZs89mxXjEc8+yiKIirY6DJRVeZCOFYsXiJgMDFnJqgDvuL3HVjZrT1gtcJ8BxIobLAa99zgwP7zzEngPrefcfrz586on6/x5c3PhCpE7gda952a8Scr9agAOcfOZrAWg3Zz4npWMf2FP54K1f1mPLRhTjg3C4ZoKoFg9bLBmucHjKZbImUKqNtl0c5THqwZCnKDiaiYbg9E1t3v3aFisXBdRqLcarik9cLZgIbJM/pTNAZxYKPcdiIvqw41SKz7X56JtE0PvF3JHj2RHmjWZM10ou0qqft1MbSU0J05feRL2azsb5eBNzTY1lhUy3FZ+4usIHrhyhPlNk2cIAZIOz1peZrrsU3IBS0cK2QpTqoLAZLDosLNrs2e9SLWmWjDUQIuLhnYNUK0VefIHgoL7g4Cmnn/eOdhB+TojqrxpqwFMA8IS8wgCHp+qfLoz8rrj4gvIH1oz8cGywOMHXb20TtQtUKxaVksnCjiKJ42ik4zGIZKSgGC4qBkuC1Yskm9dWaM7C/v11BkqzvO3VdWYaNv9ydRHsuFUdmXktb681Zjed693Tg5t5PIaZ/7tb1p6rvIo55/RSt3upJ1Ymfz85U2AvvuO29aCFiT5RIJBEQiHE3LIbxNlQrhPyyW/7/N2Vw9TDQfwRH8vV3H5fGVt5lHzJYKVNpCWOHaF0izBUONLI77W6YmLGZukC6IRTfPfWMTauWcyLX3TuwaWrz32nRn9ayupTBbOnDuAAI9USrWbjUy99/lnhjhPcjxx67LtD19y1FwKoFC0qRU3BCykVWlzzU592VGTEN6Wbh8qC4QGbJWMuoxWHyem4hJgVMVjucOYJbYgiTCaQwEoK1sRu5bQQqMgqnfZjimlEtMFDzL0NsPty20RZzZkduz6IL9oV2prLhJlL3aEEifWjrwc2Bq6K47qTBWZs8ZIo0lgyA7kJN9bc/qBHrVPALngs8AVLSoqpCZ8Hd7gsHTdBVQJw7YhyyeeZJzf5r+9HNDqS2YaiVhd0QkFLRcxEw6zd+KzJyuiZb6s37P9dLj+5sSXHS09qsNXjIb9QpFAsXnniSae+ZmBk3VvOe8YFwegADJZhqBIxWm1yYKrFF75fxdIOQ0XFQFEwULIYrNiUSsYl2Akl7cAhDB2CwDFB+/HEWyQOnrhEReJpk9rkg8YcPd87dr50rIT6Kpw9ok7eajNX7Ml+R+eej6TJZtcXXTHz3fdsuHWkBGEUl7+LJFFkyt+ZliIyLt+A4eKuRFgOviUp2iaVUOuI2UbE5IxgatZmpu4yU/dBl7j8mW0WDNc5UBNM1yMOTQXsPWizYuXvBKeduu4tZ5x+2mt8373yqQY3PMUcPCEhbXXjLVu/Wai82D371C2NE5YUPh7O3iMWjR6WC4an+fKPLR7ZO8BYUTNY1LGL36JStCj5Gtcxdae1FlnLurROinET20LjyLgeixVn9cdcPE+9QFPxa4E2ZeREls3V9R9SUGfey+TRj1JQi7kgT4KqMlEnn9mUudzzLvv03tPyD0ZUUSpJJBHx92V3YyjMyhaxx1cKs0g6ITTbEbWGhedKPMfGdVyKfomV4y0uOGWar/6gxKAvGBp0VHXhmXp0bNWb3/Ynyz6rGrs6ln/yUw0r4NcE4ADPPmctDz+8pbN43fiVj5XUD4pMvXTQC//2hrse4xPfGqWAw1hZM1gUlIt2/BCUChEF1wRoSZnsy9mGLoXAEcYn5NqmVYoT9xRKOlOAAUfUR3SQ2ToxMReaee3WXdxb9HDcnnN72wH2y2nsvc7cOBLddf8ak/4XpdW/kpBVFZdNl9jSIrRV2lM+c/5kxXiCCNqBotES+I0Iz7XxHAvHdnEdhecO8EfPnWDv4UM02psYX7Lgfy5ctPLLylqya+vWemfdul8PcMOvEcAB1q1bD9Dcu/U/t+yeuPSDS5d9yX3sJ6V36c6UtajSYagsKRctygWLclFQKSrKhZCCH+I5IbaVZegbfEukEKbMr6VTkHu2yTixLdIC7JECHem4vgdpAkbcVRwgjV/vAmFqOxcpmPNxJ2mrlvic3uTfRBSSqj83TygFdxxXkhRKyjyPoCKzeyVFLTVGgY4skSvXoLFDFbf4s2KOb1xCkYaOErQDTaMNrq1wnRDXFXiOjWNbWNJFihJjwzZ/cMmS6NqfL3nfqy96xgevvu3B6J1/dvZTDaE59GsF8IQWrX0VzQMfi6zRt777NZcfsiuFm9565513eSKq49iagi+plKBaNq7+wXKHgt+J25vkkCEtbCnxLY1nmW5wvgOeY7L9rbigvekwEMcxh0Y3DeMeM0b0MeKCkjp1nJgcyJzrO5WN49cybtWSAjw7N+XUObaeiD4pys1PZNfOJYJImVQDM68BwkimBXc6oSQITLKBEEYc85RZXEkHM881nYhNT9L4HoBOJKh1JBrDLGxL4dqRCW+2QWuXYqmKO7SpfenTz//7V75i7N2jQ//B37/j1U81bPrSryXAAQoL3szkVA0pgnddftmz5RlPW3X29264Tk5NN862RM2ulgWj1TZjww2Kfh3PDYkiOy2xbARnK+4jo00Nchd8V5iC+47pMGEyvzWtjtmaI6VphYIw7iRuSUzyLDoNp+3irjkbexa2GrdoyYE85dZxQgAku4fAxuBMySyCpteBZBxUhmubePkI21LYltlqgkiilINSglZb0mwbOVsKsxiSnklSahzbJggtgsiOx8osTkcKAqU53FI0ImiGxn5uyZBSQbN00UioKPzkhFMvUkuXrfgJqHe1mjX8QuWphsu89GsLcIChajpw7/zPL36d5atPriwJmv8mgj2XLx3eJhcOHWRgoMF1P4WSZ7N63KdUUHhey5jyhMSzwLc1vq0pOIKCJyjElW9dR2JJU7jdbUWmjMGsYLJpLDMFR+NbOnZ/CyypUVLHpZvjO8vJ2bIL3CJt7SJFVghHa1O3LzFf6px4IxVpbqPOc+9UwTQl6mwrMqKDE+HYIZ5j4rhrdZ+ZusP0rEW9aTi4JQWeowlTgJuOCr4b95OPTEixtCyGPEXF1yxfOkOh0OH62waYbkpst8jpi5erk09a8ZXh4dIba1O7a/76U55qeBwT/VoDPE+vevmLePTRR2vCKvyZau3aWjscnhyo6LJv3/4gH/vaUpZXy1x6jsvJq+sMlmumQ5u0KdrgOxrfhYJnyjqXChZF30qTL6TQhJHFVKOGmG5SsAWTdY9a3aPqCwZQxsRoZzmHCXU5YaTIAG4l/YsMqFRcaLKtTN1srbTpPWMJQJrXKpPJe39ExE4qSypsW+E5Eb7XoVJs0g46TDU0oXaotwSP7nMJQ7PjuI6k4IkY4JYBuG3HPShtwsih3bGwpGSsqDl5peTS8z0WjEwRtWfxBk5l+djiq88+5+z7Ttqw+J9qs63aictXPNVwOGb6jQE4wPLlywEOXf+TbX/dDF63Yv34j2k7Gy6Tajc6bDAxbdHq2DTagru3uziuTcnWhhO7gqJnwF0p2lRKSTZRRKVkrDBLF2oudZqMDNW4Z4fg7788zmSrgi1MprmrMiUzT/lkh6x7XK7YaKylzmqYCRWNZogma+0CGPOdNMqiVknwlO6Sww3ANY4V4ToB5WKTdjjLR65yuf+RQaoVhwKCw1NtXBuTIliQlAo2kTJ1YyzLwnUUBc+m3XFotT02rQ65/s6IomtTKUiaTZ+x6mL+/FXrCb0Tr77ovBP+G9R3CjH+VEPguOk3CuAJXXT2GrTetRPOeNuh2sIr3/mm9l8cemzrBaKzHcEkW3Zrvn7bEIO+pOQqvJh7F3xJuWgzUJYMVRRDAyFj1RauO8OBKXCsEVYsGGHVYsGZGw4De3nXZ1xmI49iZKqm9uOsXXEuUqTVdM3OofE9RbkYMTkb8YudmukalH3TZzRptWhLgbJEt5VG9/TOjGNoLEvhugG+W+fDX7L59++MU7bKrB4TrBgH3Dq7pmxKNYexwZAwjFs6YmHbpgBP0bdodRxm6kWe/4xJrrm1Tn2yhOtVWLDsREZXLrvJbRb+aVZtuOe+h4Odm9aveqqn/XHRbyTAAYRYBrBVa70VuO+mm/SiBSMnfMJTt6/96H/datVmyiypKBwJri0ouIZ7l4uCwbIB94KhFquXHuK6uwL+6/pRNi23iSIHISJWLwl4+qppBHVaoZfayM1v97rOk2cjc9uxQ8lzNcWCyVpaMtrAK86ya7rIzESBJcMarY3sbFmCUGnsZIcg6YfZ67wxZEmNa4cIq82d28exrRKrxzSrFwmettbmpHUBX/hBnRvuGI7dRZEJV5CmJ2nBk7Q7FkFoMTFTZGQg5HlntTjUOD+69Jknba0U1B+PLD537whsmc9R9ZtCv7EATyiegC216aktgvB3o06w5BUvPvcrWv14YHZqZ2n/4WlQPr5nbOiDZRgsR1QrHcaGZrl/Z4sv3FhldqZAJ4DZpmS24VKrF1izuMZLzq1x9Y+G0KXMpp0kGYveyCyRJTDbcZlo31WUiwFDA00aUY1ax+ZQvUi1aGqjO7bGiXRcqDJnO4zjodJ62xpU0h4bTckP+caPPbbtLjHkCyoFFTfntRgqFXjFs2fYdbjGvr2DeLZRTI38DQVPoquwfzIg0kMI75T6K1589sy92/RLNqxfvcd1rJ2/6cBO6Dce4AlVBqtorXfCebvWWLWTXnu5u3nBUOPf77rn/vD6Hz42XLBqleFBzXAloFIMGSx1cJwG37vT5r6HypyxxsSlRMrEtQShRblksXDIKIRSxPU/LOMgsnriVvLufRGHADi2xnUifDfCcwNsK0ArTTsUNAMoxKUVVALw+L+kib/xI4r7hoa2NvZuLbGkZt+kRaPlMl40nlkpIYgEh6c9ztxocfGZNf7t6jJTDQtbRkSRwpKCgXIB219Y0/7TJ8ZGNtoDI94blixedevKleXpKELZ9m8HuOHXINjqyaQ49kN5sjG5ZtWSa0eGB9bff/fH1rzpja9837lnn3n/0sXDPw+l2yoUfGwrwHXaWC54rkXJM6JM4vqOdJy2pc0xN2dLd53YBCgSq0dSukyndnEZexpt2yiFjh0hRYRQytQMiQRhpE1pYZ01P8ky6U2MiVIQRoJ2IGl1jGgRhqatooi3jMRhpRQEATTaNvVmgU5TM9sOaHYUfqHI8qVua6A68vMNJz79/jPOfdn7/vWz/77G8QbWlyqLr92zb3ZSCPFbBW74LeLgeapUF4LxmTR27HgUy7I/bFnWh6esNZaoFj++eGW43goeOq8R3G/VWxHVksSSAY4NRd+0NMzipg039h1N0ReUC6Yilyk6aYAdYmKjI1t0l6FL3OpWUjDU8ORIa0KVdSVLmsIJmbV7MbuEuY8ghHZHEoYCy9KUCjZhZKGJUjt5EEKro2i2I+r1iFq9wOhgm7VLy2xatSI677QVP3r2M4IthyaaV+zeZ0WO4/OZj31BL1y0rPFUz9cvk34rAZ6nlSuXQ6aihY369Bul9Id0eOr7b7/jKnfH3j3RmSeNnbZ4WJ4+WplCyklqDc1IEMejCIFrQ9mDgaJkpOowWBLU6h0OTBqnTaQgchW2LSmorExFWvo5Tg4QGBug0nNrbCPAEgLX1hR9RcFVcairZt+kpDarGSxLhLQpF1w6gUOkQrTWcVmNDrU6tINRqqOLCWT7zgtP235XWFhjPfeZl3XWLhv5y9lme3LlhupTPSW/UvqtB3gvFUuDAJPAnwJc850fgOACFUUXLxmZfclUfWrD7GyI4n4UdcKogw472AIGSwWWj9uMDM3y47tbKFWiVJRs2xdRdjWeq9KkXyB2/uRLPxsOHua8msl5YMQT39WMDHQo+C227S6a4LLKJD/f6jBWKSCEoOxr2m3TKnu47LFwpMCLn7cK2/WxrKGH1m0Y+ErBt6/T+ryb3vrG83krb36qh/0po//jAN5Lz3/eMwFuClsTNwE3H5rprJmenlazu3epyB1eteHEpe+44PAhNi23qfqTrFhwkFAe5JYHC5y5Gp5xksKp1LjlrhJDZZVWn8qyZogLiIYISxkZPNJEcW5kEqClFESRiS1ZODrLjfe0eOBhh3NOgqetPcRVPyxx6FDE6PACqqPLkYURnvusRWw/3Plg7VDtkYuedYGsDg/JesvfBly7ZOHQUz20vxb0fzzAE7L9YYBrk/c/feAwHd+rrlr92E9Or93N8mE7OHntSW8ZqbYvakcN3hi5zO69n5WLD9LQcNNdNoVikdGqpuQ3mJ61KXoRWgVo3aIdzNJqt1DUUXqGZrtAu6NRSuJYNoenm0irhOt5jFQj9tV8Ds/6aGuYFes28+qXeojQZWzQun5krP0RpzTonLTkZP7t9OU3QWtKiCe/MutvA/3/AJ+HzjhxBGAK+AZAbWovGh60ZDAe6VA924If3bgTaU2htYvrWLTaBL/zrE3vicK9L7j7oWKweNxmfKgNssV372/TaGve8hpFrWVz39YBPC0Zq0oWjwm27Quc4cHRb9nyvvc4rnRKBRvXsbHcMpXR0znvTAeUJQuutV+jH1m8fPFTPUS/EfTbZRN6imnmwI2AGJ+cfHjwjntKeum4y0g1oBUEfOsO4xy65IwGQmq+e+sAqi0ZHpAsGYMH9wRi0YIV01rr/a/8/Que6r/yW0P/HwAH40gxsb9DAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE4OjEwOjQyKzAwOjAwVrfXkQAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxODoxMDo0MiswMDowMCfqby0AAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
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id: 18705000
{'hecke_orbit_code': 68786585889, 'n': 1, 'trace_an': 2}
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id: 18705001
{'hecke_orbit_code': 68786585889, 'n': 2, 'trace_an': 6}
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id: 18705002
{'hecke_orbit_code': 68786585889, 'n': 3, 'trace_an': 0}
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id: 18705003
{'hecke_orbit_code': 68786585889, 'n': 4, 'trace_an': 2}
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id: 18705004
{'hecke_orbit_code': 68786585889, 'n': 5, 'trace_an': 0}
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id: 18705005
{'hecke_orbit_code': 68786585889, 'n': 6, 'trace_an': 0}
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id: 18705006
{'hecke_orbit_code': 68786585889, 'n': 7, 'trace_an': 0}
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id: 18705007
{'hecke_orbit_code': 68786585889, 'n': 8, 'trace_an': -42}
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id: 18705008
{'hecke_orbit_code': 68786585889, 'n': 9, 'trace_an': -74}
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id: 18705009
{'hecke_orbit_code': 68786585889, 'n': 10, 'trace_an': 0}
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id: 18705010
{'hecke_orbit_code': 68786585889, 'n': 11, 'trace_an': 0}
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id: 18705011
{'hecke_orbit_code': 68786585889, 'n': 12, 'trace_an': 0}
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id: 18705012
{'hecke_orbit_code': 68786585889, 'n': 13, 'trace_an': -116}
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id: 18705013
{'hecke_orbit_code': 68786585889, 'n': 14, 'trace_an': 0}
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id: 18705014
{'hecke_orbit_code': 68786585889, 'n': 15, 'trace_an': 96}
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id: 18705015
{'hecke_orbit_code': 68786585889, 'n': 16, 'trace_an': -142}
-
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