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{'Nk2': 38808, 'analytic_conductor': 77.47086004104622, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [7, 1], [11, -1]], 'atkin_lehner_string': '+-+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [9702, 1, [4313, 199, 5293], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 8, 'field_disc_factorization': [[2, 3]], 'field_poly': [-2, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 8, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-2, 1]], [13, [14, 8, 1]], [17, [-2, 1]], [19, [-14, 4, 1]], [23, [-4, -4, 1]], [29, [-16, 8, 1]]], 'hecke_orbit': 77, 'hecke_orbit_code': 342273571713721830, 'hecke_ring_generator_nbound': 13, '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': '9702.2.a.cy', 'level': 9702, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 11], 'level_radical': 462, 'minimal_twist': '3234.2.a.bc', 'nf_label': '2.2.8.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}+q^{4}+2q^{5}-q^{8}-2q^{10}+q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9702.2.a', 'trace_display': [-2, 0, 4, 0], 'trace_hash': 2248269084665120302, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.019', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.015', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.038', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.401', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.745', 'prec': 17}, {'__RealLiteral__': 0, 'data': '77.120', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.032', 'prec': 17}, 'traces': [2, -2, 0, 2, 4, 0, 0, -2, 0, -4, 2, 0, -8, 0, 0, 2, 4, 0, -4, 4, 0, -2, 4, 0, -2, 8, 0, 0, -8, 0, -4, -2, 0, -4, 0, 0, -4, 4, 0, -4, 12, 0, -4, 2, 0, -4, 4, 0, 0, 2, 0, -8, 4, 0, 4, 0, 0, 8, 8, 0, -8, 4, 0, 2, -16, 0, -8, 4, 0, 0, 0, 0, -12, 4, 0, -4, 0, 0, -16, 4, 0, -12, -4, 0, 8, 4, 0, -2, 16, 0, 0, 4, 0, -4, -8, 0, 0, 0, 0, -2, -16, 0, -4, 8, 0, -4, -20, 0, 20, -4, 0, 0, 0, 0, 8, -8, 0, -8, 0, 0, 2, 8, 0, -4, -24, 0, 0, -2, 0, 16, 4, 0, 0, 8, 0, -4, -12, 0, -20, 0, 0, 0, -8, 0, -16, 12, 0, -4, -8, 0, 8, 4, 0, 0, -8, 0, -20, 16, 0, -4, 0, 0, -16, 12, 0, 4, -16, 0, 10, -8, 0, -4, 8, 0, 0, 2, 0, -16, 24, 0, -4, 0, 0, -4, -8, 0, 4, 4, 0, 8, -4, 0, 4, 0, 0, 0, -20, 0, 12, 2, 0, 16, 0, 0, 24, 4, 0, -8, -4, 0, -52, 4, 0, 20, -8, 0, 0, -20, 0, 4, -16, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [7, -1], [11, -1]], 11, 10], [[[2, 1], [3, -1], [7, 1], [11, 1]], 13, 4], [[[2, -1], [3, 1], [7, 1], [11, 1]], 9, 6], [[[2, 1], [3, 1], [7, -1], [11, -1]], 8, 6], [[[2, -1], [3, -1], [7, 1], [11, 1]], 11, 6], [[[2, -1], [3, 1], [7, -1], [11, -1]], 11, 7], [[[2, 1], [3, -1], [7, -1], [11, -1]], 13, 9], [[[2, -1], [3, -1], [7, 1], [11, -1]], 15, 8], [[[2, -1], [3, -1], [7, -1], [11, 1]], 14, 10], [[[2, 1], [3, -1], [7, 1], [11, -1]], 13, 7], [[[2, -1], [3, 1], [7, -1], [11, 1]], 8, 6], [[[2, 1], [3, 1], [7, 1], [11, 1]], 5, 3], [[[2, 1], [3, 1], [7, -1], [11, 1]], 11, 7], [[[2, -1], [3, 1], [7, 1], [11, -1]], 5, 3], [[[2, 1], [3, 1], [7, 1], [11, -1]], 9, 6], [[[2, 1], [3, -1], [7, -1], [11, 1]], 13, 9]], 'ALdims': [5, 9, 11, 8, 13, 13, 13, 13, 9, 5, 8, 11, 11, 15, 14, 11], 'Nk2': 38808, 'analytic_conductor': 77.47086004104622, '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': [9702, 1, [4313, 199, 5293], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1953, 'dim': 169, 'eis_dim': 127, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 13, 17, 19, 23, 29], 'hecke_orbit_code': 33564134, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4], 'label': '9702.2.a', 'level': 9702, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 11], 'level_radical': 462, 'mf_dim': 2080, 'mf_new_dim': 169, 'num_forms': 107, 'plus_dim': 74, 'prim_orbit_index': 1, 'relative_dim': 169, 'sturm_bound': 4032, 'trace_bound': 31, 'trace_display': [-1, 0, -2, 0], 'traces': [169, -1, 0, 169, -2, 0, 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mf_twists_cc • Show schema
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id: 49149071
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 342273571713721830, 'source_is_minimal': False, 'source_label': '9702.2.a.cy.1.2', 'source_level': 9702, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 342273571713721830, 'target_is_minimal': False, 'target_label': '9702.2.a.cy.1.2', 'target_level': 9702, 'twist_class_label': '3234.2.a.bc.1.1', 'twist_class_level': 3234, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 49149072
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 342273571713721830, 'source_is_minimal': False, 'source_label': '9702.2.a.cy.1.2', 'source_level': 9702, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 130604389227302050, 'target_is_minimal': True, 'target_label': '3234.2.a.bd.1.2', 'target_level': 3234, 'twist_class_label': '3234.2.a.bc.1.1', 'twist_class_level': 3234, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 49149073
{'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 342273571713721830, 'source_is_minimal': False, 'source_label': '9702.2.a.cy.1.2', 'source_level': 9702, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 270215977675793894, 'target_is_minimal': False, 'target_label': '9702.2.a.ci.1.1', 'target_level': 9702, 'twist_class_label': '3234.2.a.bc.1.1', 'twist_class_level': 3234, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 2}
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id: 49149074
{'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 342273571713721830, 'source_is_minimal': False, 'source_label': '9702.2.a.cy.1.2', 'source_level': 9702, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 126100789599931554, 'target_is_minimal': True, 'target_label': '3234.2.a.bc.1.1', 'target_level': 3234, 'twist_class_label': '3234.2.a.bc.1.1', 'twist_class_level': 3234, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 5101275
{'charpoly_factorization': [[[1, 1], 2]], 'hecke_orbit_code': 342273571713721830, 'p': 2}
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id: 5101276
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 342273571713721830, 'p': 3}
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id: 5101277
{'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 342273571713721830, 'p': 5}
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id: 5101278
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 342273571713721830, 'p': 7}
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id: 5101279
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 342273571713721830, 'p': 11}
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id: 5101280
{'charpoly_factorization': [[[14, 8, 1], 1]], 'hecke_orbit_code': 342273571713721830, 'p': 13}
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id: 5101281
{'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 342273571713721830, 'p': 17}
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id: 5101282
{'charpoly_factorization': [[[-14, 4, 1], 1]], 'hecke_orbit_code': 342273571713721830, 'p': 19}
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id: 5101283
{'charpoly_factorization': [[[-4, -4, 1], 1]], 'hecke_orbit_code': 342273571713721830, 'p': 23}
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id: 5101284
{'charpoly_factorization': [[[-16, 8, 1], 1]], 'hecke_orbit_code': 342273571713721830, 'p': 29}
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id: 5101285
{'charpoly_factorization': [[[-14, 4, 1], 1]], 'hecke_orbit_code': 342273571713721830, 'p': 31}
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id: 5101286
{'charpoly_factorization': [[[-4, 4, 1], 1]], 'hecke_orbit_code': 342273571713721830, 'p': 37}
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id: 5101287
{'charpoly_factorization': [[[4, -12, 1], 1]], 'hecke_orbit_code': 342273571713721830, 'p': 41}
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id: 5101288
{'charpoly_factorization': [[[-4, 4, 1], 1]], 'hecke_orbit_code': 342273571713721830, 'p': 43}
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id: 5101289
{'charpoly_factorization': [[[-94, -4, 1], 1]], 'hecke_orbit_code': 342273571713721830, 'p': 47}
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id: 5101290
{'charpoly_factorization': [[[-68, -4, 1], 1]], 'hecke_orbit_code': 342273571713721830, 'p': 53}
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id: 5101291
{'charpoly_factorization': [[[8, -8, 1], 1]], 'hecke_orbit_code': 342273571713721830, 'p': 59}
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id: 5101292
{'charpoly_factorization': [[[14, 8, 1], 1]], 'hecke_orbit_code': 342273571713721830, 'p': 61}
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id: 5101293
{'charpoly_factorization': [[[8, 8, 1], 1]], 'hecke_orbit_code': 342273571713721830, 'p': 67}
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id: 5101294
{'charpoly_factorization': [[[-32, 0, 1], 1]], 'hecke_orbit_code': 342273571713721830, 'p': 71}
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id: 5101295
{'charpoly_factorization': [[[4, 12, 1], 1]], 'hecke_orbit_code': 342273571713721830, 'p': 73}
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id: 5101296
{'charpoly_factorization': [[[-8, 16, 1], 1]], 'hecke_orbit_code': 342273571713721830, 'p': 79}
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id: 5101297
{'charpoly_factorization': [[[-46, 4, 1], 1]], 'hecke_orbit_code': 342273571713721830, 'p': 83}
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id: 5101298
{'charpoly_factorization': [[[46, -16, 1], 1]], 'hecke_orbit_code': 342273571713721830, 'p': 89}
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id: 5101299
{'charpoly_factorization': [[[-98, 0, 1], 1]], 'hecke_orbit_code': 342273571713721830, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 77, 'label': '9702.2.a.cy', 'level': 9702, 'portrait': 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JgyzE2mLLcD2n3BIPFY6Qk2TxqWWoYT5xWh57N5BrZviNg0O2Dj7JDNs0O2b7Ls2Ky47AKPmmpw9MQEDz7r8/gLCU8fj0lVh7e+ssU7X26pqVleOD7F0TOa0/Mp5xZjTixYDi1abrxigX/1wytcMDvJ6YVp5ldCllualY6k1U3pDQzdARw8usjBE6uXPfbC4qteOLW468jpxS/f8l3vju778ideakj8lR5/qxl8dbVFb2jxFL/10JOHX/6r/+/n5Pe87NDL/+Hbz+j55U0stZost0NW2h4rbcVKB5ZbKSutmKVWytlVOLwo2LBhlf/rR5d42cV1Tp6f4cx8gzOLmvNLlnOLCacWUuY7CVMzA15xVZebLwVf1ghUwPnlkLOLmnPLgt4QksQQ+oZGmDI9mWCA4+cS2l3YucmjURtirQDh0+0bdmwesrSqwTopstqFYQIWy3IrYttGj05fIZRFmCEToceOLQNWe4LjZzSp0cxOSJqhIPAgSQS9oeTcsuTskuX8SkIQDMBLuOXyLi+/QrBhosbSygQnzwecWYTziwnnlxNOL8PhJcsNly/y6z+6wuapCU6cm+HcYp2FFY/FlmS5ldLqxKx2U1pdy3IXTrcE55b6/M4/Gibvfk3z/vrGnzDhxN77pTC/khiPsDbxUkPlRR9/axn8K3f8JVdceTW/8kv/7Dc/+blv/u9/+omvXXTg+OquA6d78hVXtdizNSU1GnePCkBikYB0PwuLFpZAwpnlkIcOKq7as8ylFwyoh+Bpie8pfF/TqEnqnqTX9ThwLOSrj/scnx/STmIOnByyaXaZt71ihasu6nDDpS2OLSYs9gT1YMCRM5ZWu8GVF0pWByn7jimadc1zx+HirZZBlDJIfbSOmW7C/pMBSqd4MkF70B9KXnZpj35PctVFKe1+yvEzTXZvVjTqEatDy8apHivdNp/4Bjx5NOXpowN2bl3i6r1tpmci3nJLh++7zbJnc5M0nuLo6UkOn/I4ec5waj7m1HzK4XnBidWYay5Z4P/60Q6bpqY4eW6Gc0t1Flc9ltqClbah1Y1p5eDuwLmuZL5luH7vIj/3tkXpC7HrzOmTuzvd5KawuavWaE5/7bOf+zx//rGPvdSQWffxt5LB/+JT/5V20lSbaiv/5+Fj5371/kcPqRPnhix0FSfbcMkF8/y7n5vnmt11zi1Ns9yqZ0yuWW5rVtqw0k6dFdZJWGzByRWBrg249Yplvv+2iN0bG6x2J5hfrrGw7LPYEiy3nERY6RjafUN7aOkNEmYnYnZsMoAg8Cyn5j2EDNi5UbF7q2Xrxh7nV4Y8dbDJ9Rdb6rUVnj00Q7MREUUes9OG/gAu2zHgo9+YYu8FCcOhZW5SEqd9mmHAc8cG1LwG116S8PSRiPNLPttmA3ZvgR2bI5SKObUIvmcRwrJzU8J0U9LpB3R7Hu2ex3JbsbwKSy3DcitlsZVyrgVLg5Qd27p8/6sXufVSTehNcHZxgsWVkMVVzVJbsNoyrGbMvdpxzH2+Kzm3mnLD3vO892eWuXDLBPPLkyws11hsTRLJ3akXbvjN73/z7K/f/WgrffXrv++lhs6ax98qgB944QVqYVg7efLkjsefeu493db8b5w4eYbFVcNy27LUgbMdyYlWynUXzvM7P7PI1RfWmV+ZYmm1zkonlysO5K2OYbWTsNJJWG5bzrcEZ7oWRJd3vrLFW15muHBLSBTVWWmFrHZ9Wh3FSlfQ6QkGQ0uUWNIUlLQEHtQCy9SEZeNMjPYGHD4b8cyhAJM0eNNNEdpb5bF9k+zaAl96OOGVVwbMt/qEWpGkMTPTkMQe2ktYWqrziuvafOmBJru3wKMHh3jUeePLDIno88zhlKOnQrT02TStmW4IaoHA9wVKQGIgii2DCDo9y2rX0OkZVnuGpa6ln6bs3N7jLTe3eOfLIzBNllYnmV+usdTyHBm0YLWT0uomrHZSVruWlR6c6yjm2ynXX3ye3/7ZBS7bUef88jSLqw2WV0MWVj1OnbfMzm5i146N/3LT9iv/YsuWrSeGw0H/4ov3vtRQKh5/awDeXtpPc2bWP/zCsR9/6plDf3D/g0+KTrcvhYBuz9DKLtxKV3C+qzjVibnxonl++yeXuO7ikMWVKRZbDVbaAa2Oz0pHs9oRtDqWVjdltZPQ6hpWupb5juBsyzA91eO7buhwy6UJOzcpJmoe7U5I4ElAESVZ4GqhNwCEYbo54OBpi7ERdz7aYNircdE2n1uv6hGbVe5+fIprL/Y4eK5La2WCm6/q8bXHAjbNWPYdt/yDd7TZdyxg04zkq48rbr1Msdxrc+TkDNdeEnH3M32SYZ1bLvfZc8GAftLlK48pSAWHT2km6hotoNeXGCtIjSVOAGnQvqHVtTSaMRdsGfLyy3p81/UJs42Q88uTLK3WWGm7c7PSFrS60OoktLsJq113jpd7knMdwWIn5aa98/zGTy9w1a6Q+ZVpVloNVjtB8W90egJrLVKFZvuuK+zmrXt+fsPmCz/cbS9GN9942UsNKeBvCcAHg0h2uv23/eUXvnDRjk3mfY88+oS32hFECURRSn9o6PYz2dC3rPYE8z3FqVbKLZee57d+epHrL/RZ7UywsNKk1Q1Z7fisdjWtjqLVg07X0u4ltLsp3b6h1bMsdAULXYjTIVdf3GfzTEq3Z3nzzUN2bTYkqURLSxTDXU+FnJgP2TKd8OzhEEydS7crrttrCMIejx3ssbDY4IpdDSamVnjgaY8bLw5Z6q2ysjLB5s2Wh/cpfui1XR7Zp9m+0WOx22JleYbrLuvxwLMpM7Uprrioy3yrxcPPT1HTDW7Ya7lkxwBkl6eOCjbOxJxfiLn7KY9BrJASUmPZtSXiu26O6HQVW6cN110MUVR38q0VsNr1aPcUra6k3YV2L6XdTen0Uto9w2rPstyXnG4LWv2IWy9Z4P/+qWWuvzjk3NIUK+06rW5Au+vR7mnaPUVvIBhG0BukLLcirrv+xvjS3cE/f/ltbz3kebUvSKnNS42tlzyT2e/3SJLhj+7f9+S/P3b0yMyZYyt4WlELBSKyABjjLmJqHGNgLUKkSKF45OAmfuWDHu+4dZkfeO0yu7dFnFuaIPBr1AKfeuDRqGk6NUmz7zHZ0PQGKd1+yqahoT+0dAYBywshp05aosRw+lxCEFhA4CuLloJeXyHwSHqaa3YJ9my17NjWY5h2uOMRxf5D07zh+oDrLlvhI3dYfFFn17YeTz+g2DalmJvoEaoaUewx34FGqNm+SfDk/ojrLqlx27WL/OntfXyvyetvsnhBj68/HPGlhxo8f7TGhVvr7NqSsmE6YvdczJW7UpQyaGUBSz0I2DAVEMUenZ7Pswc9ugNNr6/oDiTdPnQHlm7PffdOP6Xbt7T7llYfFnqKcyuW+mSLX3jzAv/LLRFX7W5wZnGCVqdGuxvQ6Xl0+4reUDKIHLgHEcQJKCk58PyTnow3/HsdPrZ87TXX/5Ner/en9Xr9f16AR8MuCH7q8IGHf+v5p+6a8WijlEZIge8BVoCVYC0Wi7W5Z2KRwqJEiq8kzx6a44kX6hw8M887Xt7l5ZcPmGpOsNyq02iHTPR9uj1NJ7vY/YGmN9QMhpZBZIhiSxxbktQdUeJjDUgl8LQg9AVTTcF0EzbPGbZv6jE33eLLj8E9T3hIM8kbrve45tIO9z0fEw0muPUaQavfZ36pwS2XGOametR0wCBRLLRjlBFcc4mm3hzy+IGQV103yc1Xd3j8gAI7yfWX+/zkW5f52pMRX32kwb4TITs2KDbP1Jhu1plsQi0AT1uUBGNh31FBmgrixK1+wxj3HYduFRwMDb2BoTc0dPvQHsJCV7LQhYEZ8Lprl3nby1v8vddb4rjJucUm7V5Ip+fT7mm6fU13IOkNJIMhDCLLMDJEsQEhiGLLE8+e5blDX55ZWI7+nze+/lW60+l9sNl86UD+kgF8OFhGCPOT507c81tnjty1seH32LrRJ04saWqJE4EUAiEEQigQImNtkNJlEZWyeCol1JLFXo2Pf2M7X3+izSuvXOWHX7fKlbu7zE7VWVqt0+kH9PpeBmzljkgwjCVxIkgSt0q42i0XVGoNoQ/1mmGmGbNtY4+ELgdPx3zi7pAjJxtMBTVuvFxzy1VtHn6hxZ0PTnDTxSE7tvT46DcESgRMNGNWu0OMBSVgw0SPdsfHJDXe9sp5Pv6lOnvOh7zlph5RvMTdz8wSpyEvu3wjb7mxzcUXtPj64z2ePlnnqaM+22ckMxOCeiDwPXcTSgFCWIwFYyxxkt2ssWUYuxt5EEE/gs5AsDIULHdA6AHXXLLKD3/XKq+4PGWuWcu0do1u36fb9zJgK7p9SW8o6Q/zG8cwjFOi2JAkltRAklo688uc+OSdG1e79rfe8ZZX2PPzK3+yaeP0/xwA757+XfrxJvrzn/2xwXDwvuUz++Z82WV6IqQ/TIhiSRQLoliiFCgpkFIgpXLgFvl7Bq0MnrL42hBqwcpAsdya5pN3NXjo2S63Xr3KD79+lWv3tJhNayRJQG8Q0u179IeaKFbEiSRJJakRGCuK1SHwDfUwIfAjfG/I6aUhtz8qOXTK5+ipaZQJ2LPF57LdiusvbaOCBZ453GTbVJ0rLoTNG1ZYbk9w5TZJYixffiRg2JNMNRLe+LIBX7g75sS5Jnsv8ji7OuC5Ix4XbJrm6t0L3Pd0hweeEwwjn0t3z3DpBQGXbu9w+Owyh07DI/vrHDzSoK4FgZY0AkvogZRuhbPW3axJiotjUkF3KGgPBO0YIpNg7IAbLm7zw9/V5pVXpmyZCegPJllqhXR6Ad2BTy8Ddm+g6A8FvUEF3FFasHcUG+LYEqcwjC39SLC62OLDn/jGxicPzr8vbDaS3/jDL3zk4NElPvzeH/27C/B/9tsfoL71Syy/8Mq/55tjvzdonZryhKZZD5EqwtOG4VAx1IqhsmglUVKglHDPUrnXyqBUiqcFvmfwPUvgWep+ylQo6Aw9VtrTfPqeCb7x1IBN0z3e8+oWl14wYNDvcsVuywWbFcPYI00VqZHYHNzS4OmU4+ctR88JVvuGz99X5/TiNDbymA4VW2c1OzdrLtwGV+xpY+Qi7/9Cg+XlSW66VHPFnhZff0ogEo+N05JGPaEX+0grwUqU9mkNBOeXBZfbOq++vsP9j9fYOudz0xUz/MRbF/nwlzo8cqBBd+CxtNpk99Yae7f0eNklHb73VR3OLC/z+fsClnoBx896nD7t4ymBlBKBwFjHqLGxpIlhejbmqst7DIcxl14w5F2vHrJxUjHTDIjjkLMLId2+T3/o0Rto+sMc2JL+UNAfikyWGIZRymDogD2M3SoRJW6lGMbQjwT9VHHmTJsnP/vQ3N49W3/vFdduij/83is+Nn/037Jx9z/9uwfwX37fJ/j+13+f+Ilfke/eUHv2A+++9cn65bsCWt06UgiUsmhp8JRGxxatFFrbrFxUoiRoJdBKojNt7HkGX6eOwT1LLbbUI8tkmDJdE/QiSSdqcPRUg9/+2AyYBJEkXH9Vj92bI5IEjDVY65I4UgikEmjP58AJn32HQhqhpulL5uqCDbOSjTOarRsUO7ek7N25SiqW+I+fmeD4iSluusTj0l0p/aTDg88ETNU8ZictU82Ies1JIWMkrYFiuWtZaqW0ujVeccUqj+7rsf+EYmoi5GWXT/HTb1vi9z8Ljx9q0O1bVjua88sTbJ6rs3F6wM7ZAf/s3T0m6i2ePgoHTko8z6KURQgDWPc/C0kCuzan3HplQhp7xEmAtXUGkce5RQfq/lAziFQh3/qRYJCBexDBMKqwdmSK2CUH+DCBQQzDWNCNBO1YsBwJOr2E3uqTU9919dwHfvPMQjLf+T8+ee7QtN180U/93QH4P33vJ5iZm1If+PzH3nnsxOJHPvzQcvjU/ibv+7kWF29P8XSKGqQZK/voyOAphRcptFJ4WqKVxNfSAVsLl2b3JENPEkQpw9hSiw3D2BBFlokEhrFhmECUCAaxZJgGxGnI/kMNntoPqbU4aDtt7Enwlav5aAZwxRaYqMFkQzLdVMxOaTbOwI7NQ7ZsWCW2y/zHz0xy+Mgk112ouHC7ZM/2Fb75XML5pUmu3y2ZnjCEfp9ABlglSFKJsJYkjVjphpxf8rju0hrXXNLhvsdDNk0L6mGT6y4x/MI7l/i9zxqeO91ktWtY7SgWVjRzUw2mJ2pMT0wyUY/Z0IjZeV1E4CV4OkGpFClcMGFxN1UcK+YXNHGiiBNFFCuGcfYcSYaxZBhJBpFkGAkXoEaCYRZIuvNant9hXDkSGMSCQQy9SNCKJSsRDPtDrtm5xL/5mXlu23u2vrJc+0jg/76pN7d+ZvHY+9O5XT/znQ/w3/69P2e66alj58696/Cxs3/66HPHQ6/R5MuPgK8tv/7TLfZuS9E6A7hK0drD0x6e1nja4kUKT1uG2mY1JIJBJAg8wdBXRLFkGDkdGCWpc0WSypG64CdNDanB6W1DAW4hcCuEBM+DQAvCQFAPJI26YrIumZ4UbJxJ2Lm5R7Oxymfuj7j7mRlWFye4aodi5xaPiy8YkIpVvvxInYan2TCtaNYHPHMY13F/gaU3VFx9ccxVeyznzqYsrPj0B3XedGOHe5/uc/C0olGTBP4EV15o+PUfW+Ku5/p84a45ltqWnRtTVlqaqQnFZMOjWfdo1CxhYAh8Q6BTtLJFIA6OxV2lpSAxkiQVJIkgTiRRIohjyTDO8g6xc0OiiCKAjHLiyNk6yiVJxtqJoBcLurGgFQvaQ4ON+1y3Y5lf+6lF3nADrLYn6fcPhSr0/qw/CP/XlI2fOvzMR9M9V/3QdzbAk9TK0/PtHzhy9PQfHjl4LJyre6zGgpZt8JcPbiaKFN/36jbvfk2b2YmYjq7haR9PpxnIUzxP40cKXysCz7FN4GcXpTgUcQJRLJ2DkJS2X5Ia0tS5C6nNnJLMLRFCOEdGCrQW+FoQ+JIwkDRqgom6Zapp2DQzZMN0h8Su8sl7JR/+0iwbw5Crdgh2bPHYtdWwc8sKn3nQsrwcculmxfQENOsx549J5lcC/N1uCd8wKZmagoNHLSttw7nFkIt3hbz2+g633xMy24TA91Fyiiv3CH7mLfN4cp6/vG+a50+HbGrHbJxKmGwomjVFvSapBZrAh8ADra0DeRaUFyBHZDkFSFNBkpIBHeLUEiUQx6kjhQzQcWKIEkMUU9HamQWZCIYJdGNJOxZ0YugPYib8Nt//3Yu857Yur71W0Oo06Q8DhnFAv30i9OvhB2pNpZH6z3E8850J8D//xOdIUvNj37z/yL89dPjExFRNMUiyE4+kJRt8+VHFg8+FnFtZ5B+8s8vMRMwgqNHuOeniex5+lOJrTeDlS6skil0qPYoFUeJAHmeslCQQp5CmzkkwxgVcxti8hzMDtwO4UiLT9Q4gYQD10NCsJUw1EzZM9ZmbXuX+/RF/dmeNA0en2DXpsWczbN/ss30T7N3Rppe0eXjfBDXlsWFaMdWEqeaQ6ckE39cI4W6u/tBnuR2z2rO0ugnzKz47Nje5+dJ57nykx4HTE9SDGE/5CDHJnm2KH3n9IjfsnefP7mzy8LNTLHU1GycSpuoJ9VBSCxWBJwg8iee5WEUpMvvQodzieliNoQB6kppsdcusxcSQpIYocSUAcWKLFTFKnCszSATDWNBPoBNLOil0+wYT95mttfn571vin/5An9APWGk36A9C+kOfwdBnGGk6vRMTqqP/Y23qav/xh27/8PU3v/U7D+CrrRZSyp/6+Cc++1vLC6dn5yYkg9iiogxYWJSQrE7UaA00//YvfPYdXuZtr+ry6mvabJob0u7U6A99fM8n8DVRnB+qAHgcS6LELbtxknnaKZn1R8bcEmMpwe2SlBlzg1YuYeJ7ltA31MKEZpgwPTFky1yb860ef/B5jy8/OsPySoOLNgh2bBRs2+izfaNg99YB2l/l43drjpxscMkmyXRTMtlIkXLI6QVLoCVSgLWCKNbs3NjmEVLaPcVK23J+ucYl20O+99UtPvV1n2PnAzwdI4SHsQ3iRHL97hV2/mCbLz/e46NfnuGxYw22TQvmGimNMCX0nWzzPReraIULnKUoajLyhJmxOKcldYDPQZ6kTtI5H50KsLPkUeqA3YslnQR6sSHpRmyfa3Pb9au8/ZVd3nSDRdJgaaXGIAoYDP2sH9ZjEGl6A0VnfmF2u+y/7+ZXfY/q9TofrNeb3zkA73TaeJ7+iQceuP+3Dh8+sLEeuvyjlBaBS0cKAUoYlBC0pU9nOM3H7wq465k21+1t84Ov6/OWm1eZmwroDQL6Q5849ogSjyjWRaCUJM7LjtNcW0rSVJAaUWptIyhUiXW/WwqXKHLJIoPvGQI/pRYkNGtD5qa69OM+X3/G8olvTvLws1NM+x5XbrNsmZFsmvXZukGyfVPEhdtWePpYn8/fu4FJpdkwKZhoCCbqMa1eypceDGn6FiEcsPpDzdtuHfLFh1xNTKtrmF/RbN/Y5B0v7/Lw/g77Dvo0ggQlhQO5qTOInNb/kde2uGTLPB+/q80Dz09xYqXG5gnBZGip+4ZQG3zPuU5KuhtZZuc8Lz8ymVQzplzhkgzojiAgTgVxWgJ7kAi6iaCX4mKeKKJR6/H9b1jhB17f4vpLDBunPbq9GqudgCgKimbvQaTpD93R6ys6Pcmzzx/YiPfgb73sZbeY1dXWh6b+B4yV+xsFeKe7REP3QSU/evjAg7+z/5l7Z6NBm1qoMMZkJ1XgYnuBFBYpwZMGX0o6XoNT7YAzDzV46Jkun7qqzbte2+ONtw6YnfIZDl2tRZR4xLFXOAJJqkgSSWIkaVoC3NiMuU1ZUyaEzYJKV8ehtcH3UgI/phZENGt9Uvp87XHJx74xxbNHJxFxwK5py5Ypy9yUYsOMz+Y5ydYNMTs2tzm50OGPvtAgGdbYvl0w1dRMNGCiHiO8iHa/wVTTIoTAWogTyUygSExCJ/bp9FJW2orTCzUuv7DJz37PKu/784DjCw20irMbQ5MkIYNIsnk24PqL2lx1YZfnjp/mE9+scedjU5xp1WgEiqYPDc/ia4unQEuXzncrZ/kwgDXupkuNILWQpML556kgSl2SqJ8K+ikMUkucJJgoYjbs8abXrfKe13V45ZUJE6EmThosrwYMI3edhpHHMNIMosyCjHRmQSoGkWRheYXDt39t47ml5Hdue+XNydPPn/nPF2wPmZn8m+vg/xsFeKvdp6Mbb28v3P37Rw7cORENNJ7WaJU4CZC6YimLQAjrlk9hnUWnLIEUdKRHP1HMDwP+8qE6dz/b42Vf7fKL39fhsh1tNk4pJqQmin2ixCNJdAFyB25JalyPpqvLEkX63TG3cZ67MmidEPgJnopo92MW2jH/4TMhR+eneXzfFNb4zNYEG+csc5OC2QnF7JTHplnJ5tmEbRt6zE6t8OUnDI89P8VV2wXTTUmzLpmoGxq1COENCQKNdtUGLsuYSsdmg5jECDp9Q6drWW57nFua4Ja9XW6+fJWPfzWktqzQMnaAtJok9Yli1+M5NxVyw54uN1zU5ZHbznB8QfJnd04xv1rn1FKAryQNT+DnMky6+Kcg8lyq4Jg8sYLEQGwEwxQGCUTGQppAEqPUkG3Tfa7c6a7HjZelTNQ0SdKg1Q0YRj5xrBnGbpUdxh7DyNmRwwzUw1gSx87FAcXi0ip//tk7ZlVof/8db7hppdXuff5vEpN/YwDft/8Ftm7epv7N737sonsef36CaMC1uydIUydLlAJPO7BlEM9A7nSwl4AvoaYN/UTQ9Xz6icdSVOfOxya5//k+jWDI//rmFhfMJuzc2ueWKzpo4VrEhHByxWUlXa20Wy0ycGMR0hVoDWOLJQGZ8NxRyaP7Nbc/3OS5E02ipE5TKzbULDMNy3TdOh98QjMzqZmdEmyeSdi6oc+WDSvc/eyQ99++kS1Tmg0TMNFQTDQEzXpCLRhy/wuOubyGA5W1giiRhFpx7SV9HnpmyhU+9VNW2x6LqwHnF6f52bec59TiEg89uQFPAiLGAEmiM3aUdPua6WbI1ESDmy/pcdtVPX7wNQvsP2n44sMhD++v8cKRBonQDIeKXqxQQmb1PdXAM8sJWENiLNYYPJEy6UeExNx8XZfdWwZsn4v54TcOqfmKRqiJ4jqtjk8Ue8SxzlZWlTlauvDZo9gBO4pUFiM5yeh5gt1bffbuOs+exh0Th589d9El1/6IOnn8cHrBzj1/ewC+f98+tmyc8x979NEf3zSZ/ttJs4r0fVY7Kb52Zqyz4cgAnlcEZoFeYvGkQCuLn1oCJainMNCCfqqzI6TTSfmdj09jk5hNGwZcvmPA7GTCu17bZ8fGiDgWmd6WUGHuXPNLaRBS8Om7ajx9uIHQmuNn6pw+XyesKSYDwVTDMhEaJkJo1gSTdcVEUzHd1MxOwdxUwqbZAds2tkntKp++d4J+t8HF2y0TdUWzLmnWDM0wwfMivvxQyLAn8Ta6btFcojRqije9rM89Txi6Q0m3n9LuaVY7mnNLdS7b3eRdr2zz+HN1ji83UdIAcaaXPeLUuUmDSNIdaFpdn2atTqM25LLtA27aO+DkfItjZ1fRXspTRzSf+mYdoZQD9/j8QWsAA9YSRyk7NyW857V95iZS9u60bJqFNPEYRk2SxHVNxYk7kkQTp4o4VsRpBvBYEmXxkXO6Ms89cRJI4Bwrv64YRht5dj9s2q7/bZ/He1u27/zwgQP7or17//ubJv5GAH7q1CkWFxcuOXX69B8898zjcuOMwlqQ0kkSIV2w4ylKByMDt0ycRtTKohOnAWPtIvlaCs3UEqWCoREMU4+h8UgMLHQn+ObTBkvK5x52IxuwJjvyLF5mkWUViUJIpFIksUYajaclzQB2b7A0PEM9MNQDqAeCRk3SrCkm6prJpmR6AmYnEzZMD9m6oUPKCv/hv4bc98xG9szCdD1j77qkWUuo1yIa9T61Wp1ASZTMNDhODsSxx6Av6A9TOkNFd2Do9I1rmWv4nDo/ySsuH/IL7z7Pv/+U5sRqgBAGa2NMaokTjyiWDIauRrvZ1zRCn3otpB7UCYOYZi3i+osjfC/mxosTfvh1PbRKsiSQQQg7KsozSWeMRAhJ4CnAZzDULK1oV7eT5jGPe3by0BWsxYmLhfKgP3e1cpAnGXsnme5HuOu93NYYA4dOPCavvlb9QbfXu3c4HD77N4HN/26A3/vNzzE9JWuHDh965+GDh0SjrkkSF43bPFK31v2mrAFeVACuZF4w74CemizzaCii+dRYEiNIjCXONGJiJLGVpEYTm4A0/z2VR5GlFKCFcJlKBWHNEmpLqFICDwINoW+pBYKaL6nXJPVQO4A3BFNNw8xEwuzUkI0zXbZuXOL9txs+eucmLphSzDUNEw1Fs65o1KFeS2nWYs4uGQ6fDQh9V34LeaWfYBBpdm82bJ4b0B749Ac2Y3HJakfTrIU061P88OvmOXL2HB/4/Da01FgMqUnduUg0w8gFbf2hpBdK6gNNLfCoBSmtjosxfC/NEmYpWrpGCSldOl9khytdyartrVsJWyarsjQurnHxTRnrJJXnJBXOycosWwd4kdm3zo1JMgs3TzKZzNoy1v08iODRx54SO3a137l1287DH/3zT/V/6Aff9dIC/MbLW/7y6vwvH7fnfrkR9KU1ynV5xA6sxjjgidS4gQ6FXHAMr7IIPzU5mMHLrKo0s6/SvKPHupOT5smK7OTkgVJVc0N2E2U6X0uDlqCVcxY8JfC0db6xFoSBJPQltUBRCxXNmqRZt0w2UqaaCTMTQ+ame+zYtMTDLwz5+F1bmQ4DNjUNE3XhwF2TNEJDI0xo1oc8fACe2l/nog02071l2rw/VNy413Lxjj6PPDtFb2jpD1K6fZ2B3KMe1qiFU3z/q5Z56oV5Htq3GazCmNTd9IkliW1RT9IfauoDSy1UhL4h8D0CPyXQBq1TPO1KjJUybgsW6UqDEZl9m9FCGZyL7PzmIHcNFcVrIzKQiwLU5evxg8zGpcxP2Py1SyQNY0u725Yr/dP/56HFpi+D5m8C0UsG8MXlnmyb7q91e//2n0yHZ/3JxgbixGKMQOC+WO6xCiExwiKMO7GptChpSZVApzZjaTApJMY105oM8PmJyFPt2fCqInlTybyPrLhybKVQMstYZgGvK9py2b/AV4SBohYI6jVBs2aZqKdMNhKmmkNmJ/ts3bDCQwf6/NqfbuLEqSkunDNM1WGipmjUFI0QGmFKLYzxvQGtgUVJhacsUpafLAdGnPhM1GJ6iaE3dPvz9AYpnZ6kVVPUOwFh0GTX5phf//EW//ojkgf3bcKiMNaQpoYkTbJUumIQKfqBpDZUhL4k8C2Brwi0wfOc36+VzcqN3XVQIs9L2DUNuiaLY4wpWT2vm0+NwBT5BucMJUaQ5gxtSmCnqXs/yYBdJS1TANy4/tuB5aH9J/wrrpb//I9+42e99/6T7r8UovHXTuf/tQG+uNTCpNFvfugTd/+jffvnw7dc75oUwBUt2cwWS41AGoEyGagzMKfSkiqLSS2pcn9Pm+xnQ9ExnqeVjbElW2dloPnBGMDzVSJfKVTWJKGUs8uKclvtalp8TxEGbiRDLbA0QkOznjJRj5lsRsxM9Nm6YZWH9vf41x+e48CJGXbOOIelWZM06tKxd81SD1PqYUycRvyXrzaRSuFJZ4UWDG5Ftqx7/MgbVvjKYxGdKKCXAbzbV3S6ilagCf2AwJtg7wUJv/GTS/yrDwseeHYTxkpS49LqceIKzYaRYRi6ctcgEISeIPBdZtPXtsjYamWQyq2cUlhE/lxlCJuDnILR8wkDJn+dFa6lWTItTUVZ55K9l6/KObDzEgFHfLZ4To37hZ4WXHSB4I1XvRB257/6j+vhW0QctX7F8/96SaC/NsD3v3AYY8zNTz72WG1xOeR+5bNlztU/CEHh+0pJkU2URmCkRVlbFj8pO/Jlq3Uj7kQ6kNsM3DZj8KzcGTv2uXKAS4ELbgsGd+ytdV53IvE86eo3fEEYuJkn9SClUXPgnmhETE302TDV4uH9PX7tQzM8d3yO7dOC2UZFmoSaRujqV2phQi2I8Lwhp5em8ZRASZPZcmWQmaaSJFFsmbYkSUw7DulnbWD9QUpnIKn1FKHv4Xshnp7k0u0Jv/ETC/yLP4GHnt9IaqQDeGqJkzRjcsMwMISRZOCrQoJ5HnjaSTRXp2LREpddFmRypTyHVdKwNssEm4okzK5JDlpjM/a2olh5q4BOM8mZt9QVhy1rhJQUzEx6XLHRY67use+5Z2tGX3bzf8+OE38tgD9w751s20D9wx+7w58Me0xvDfC0JkohyFLDigq4ZR5clWWbRlpSK1wthLXu5OVAtzmobfblK3LEisJqXO8hRVlEVep8kaWt3aztUp5A6EHgG2qhpRY4/VyvxUzUI6YafeamWzx2cMC/+uA0zxzfwNYpxYaGYbImaIaSeqio1wS10N0cLtUf8dA+QXfgEyqydLnT4HkTQmoEcaJphIpbrujw8HMT9GInU/rD1KWzA0XgK3zPz/TzFJddYHjvT8/zS38MD+zbSGwksTFZs3TZgzn0JYFvHHt7ZR29VvlBJlMqjlaW5V0f5LnFKyryENIsU2yMe20qwK6ydRXMqakaEFmNkM2JUTCMFEdON/DOxxw9+xV/z2Wvrt/+xTt6b/3uN/+PB/iZ08fZsGnb1D3f+MIfTdbTV0VTGikywCgyVshPTfVuB2UqQLdZnYhyQaMtmKAK6tHn/ETY7IyP6G7hCoqEzMCdFRmpAuCgsopBT4Pvge8ZQj8rsApSapm8aNaGTDb7TDfbPHloyL/64DRPHdvI5inNhrphsgaNUNCoKeo1Rb1g75QwSGjWB9z9lM9qK2R6ukyT52clX87jVLFxVvG6a7rc/ahxXTSRqYBcEnqS0NOuEUTXkNJw2QWW3/rpeX7pjy0PHNhIbDRxXgGY2oLJg1gW1YW+dp1RnhZoKVA6PzcUn6+4CSkL4nKo5wmh8cNUngs5WbB0eT1NRlw2/7Pi3yjZSkqIU0O7B4OhwFhD2Om9qjl94k/e/e7v/bljx4+v7tq5838swFeWz9FpL/3S/LljP2DiZWYmPed5i1FGcCfFFungUsdVToYt5UuprUXB3nkxUF4BN8LcmfjOM3J5nYXTk2WNt1JlxaBWrsnC0xbPc43FoW8I/ZRamFAPYxrhkGZ9wMxki8dfGPLLfzzHk0c2sXHKY2M9ZbJuM3Bn7B1KaoFj/zBIqAcRiRnSiQKEkng5gxcaXGRBs7PU4tij4Q9cuUAUMp2DfJDS8x2DB77Mmj/yDWgtV+6yvO/nzvN//KHhgf2biI1mmAqiNG8lE4SxIfAsvifwtclWL9fyp7IVrWjsziSdrMQvUAJ+JNYZA3dBQgVwK9IjZ+7KKl2uxuW/hwBhQJmUJLHFaje/NI8XHPuBxx576nAcx//ifyiDryydYmpm285vfuXDV0W9s0w23F1mTOWuF4yelFwr53p65I4fZXgzcuIyKWKyZdFW/s38VOesXQ0qCwvSrSYqC6a0tnjKAdvXtqgeDL00080xtXDI9ESPyUaHh/Yl/Mr753jiyCY2TGo21FImQ0szA3ctdHZiDu5akBL6CRONiH3HLHc93sCXEk+5zprqXje5KxSnisRoXn19zEUXdjl8osaGups3MojcPJPeIGNhrdDay2xV511fsRPe+zOL/Is/Ntz73AYGcY1hKokSSz1xkiXwcCDX+eplit5WqdJihVNSVAAuRq7juF4pQV4hnpHVtiIx82s6JjVN5XpWqzzdkRb/fpIKDh05w133PHLVP/6HP7XzyLGTxy/c9Vff2/OvDHAbnwI9sWvxzH2/G8j5t9f8Np72SFKb2UjlnZgvbDlru4tqC9vJVhi8+NKGkT8fXxIrsM7OeYW5q+AWFqlyW9CBQauMtbUbMeF5hsAzBH5C6CeEQUQ9HDIz2WOl0+OeZ+G9H9vM04fmmMvAPVWzNGuCRigKr9w5L8axt+8AXguGRGnKoB8S5pItB0z+HXLLLZUkiXZaXg8ZRpZ+LCoAN/h+iu9pPE+ilUJJrwA4Aq7eLXjvz63wO3+e8MD+Wc60Jhg0JFOppZlYwmziQODZzPvPnRRbsHcuVXKAF583+9BVnNvqdaiwcBXsZgz4OYGNxlKVGyV/rtxI+U2Qppb+apewufz2z9/xYHrTjdf842cPnDl25d6tf7MAP3HyMFLVbuovP/lOhs8y0ZggilPi1OnJIjkw8qEFpiJTKJyQHMy2fG3KTOQ4wMvHSDqiuAhu3EPeW2kzeWKzqkHH3FobPG3wi/JYB+7Az8A902Vhpc9v/Zc6n39wA4vdaTZMSjaEGbhDp7vrWWBZCyT1wGYM7rR3GERAxDee9FmJfWYDRuqxEdUL7c5bFGsmAs1rr+vx0IGIThwwGZusi93gD12tuq8dwLWyKOkhpEvQYOHSCyT//hfbfPGhPr/5oU2cWpymP6WZ8gXNxFBPIIjd6GVfuYFGXh5oSlEEwflzNVAvbkxRArwAeuU6waiuHtXpoz+P3BBr/p3y75WzXSTffOgQUxs3v3PrlsZ/WW33j/2NMni706fZCC9+6sl7/+G5w8+zYVKQmAQlLV6Wpi1tvCoLV17ngM4ZrPjSAmtsBdBizZcd5++RQEjYoq7cPTtJ4mwwB2ytHLhdC1yK7yWEfkzgxzRrfbTucfdTKX/ypQluv28jkZlg44RgLnSyxFmAuU+uskNkzF1l7xith9z//BS9SLOlbrMbbpzBs0DTuPqN0FPcfFmfxDiA92PBIHdDIjdyzdO5xakyILrsY15dPzcl+IHXdGkGZ/jQl/rc8/ws5+IavVAykVga2jqQ6ywOUTaLS2wG8owYsvglr8eSlCw+vqPgCJlhR4iJcXBXgLsW7KM3Su7O5MmhOAGL4vnnn+Xtr734H77xtlc8EUe9g57/7UfCfVuA23g/hw98hVZtYqscvnCbLzsYo/G0K9ZRqcQzsnBFSoCXdt6I9LBiDZDHb4YS2GLUDyyAbcekiS18XCVNBnCT1Xxn4FauFiPwYnw/JvQi6vUBvt/jY3dqfvs/b+TwwgxeELK5KZgJUiYCSyOARtZhXwtctjPMEkKufiXNVgInTxbbKd3Ix1cKX9oiwMw/e34+3PLrEj5R4lHzBmye6rPaa9KPRTZuzcUKnpdmNp/K7E5V+Ndl4OoqH9/+yi43Xr7Ae/9swEe/vIHlpEEv8Gh4kgntanACDb6iaIbQedJHUtyQeRa4ONfrAHwEJ2Oa+kVBzTqAz07MaAyWlW9kyaLAF5w4ucqXv7HvtjPzydaVldbBB58+xi1X7/rvA7gxKXsuv2FXf+WZ9w8WHsRMpRiTMad0U6aMyedoi7Ugtq6be733qYC/ODlWfMvPk6eUnR1oS92d6W0lDbLK3Cp1IPcSfO0kSeAPCbw+x84nfOCLDT577yxHzk8zUfeYCWE6SGkGNku95+CWGbhlkRQKM+0d+O7GmWgM+cz9moPHa4RKuIxh7qBQorwY42CdDo8TzaU74a03dviTO2bp1jUTsWUQW4IoixuUcQOQVO4M5SD3Kihzq8KOOcmv/FCPq3af4o9vn+HIuUmWkxo9T9NQgnoGdF9ad+NkLlPJ4mUpsxDZpjBVC3Ec3GM/FBKEks0No8zubvT1b4SCADJvPc+fDGPNX3xtPzsvufT9t73m1jcvLre/rVT5lgBfWk2QvuLgwXu32+6Te5r6LGkwlQWWeWuYxFpTpG9LfS3WYesxJqcEdAny9QEuRClPcmCX8iSbNpvVWCiZs3eKpxLXueMlBMEQXw/ppBF/8EmfD31xM6eXpjCqxsykYsa3TPqGesbc9SJ9L7M6lUyaZN55AW7fZS+HccTBUwHdKGA6yFycPOmUuxKVi1zUpMSaiYZm9/YIFQzoRE36vqCWzSDxM3nlZRJF566HUC8SvCo2TPb42bf3eOerz/GhL7b5wKdnWew36OuQUCvqWlBTliCxjs2lkypalrZmvioWTM6oPFzvscZOZJSp17J3xXjIz0vldZK10qUGIqs5earN8wee2XPpLrX9FTfeeszaIUIEfz2AR/3zrJjmBkHzkwcO7PeuuShEqdRNMTUCpWSlEEeWIC/AvA5zU8lEVtk7kyN27DO4AKdycrPKt/Lk5+xtipmFSjpwa5XiezGhH+F7Ea1BxP1PSz525wSfvneWQdrE931mfcGUb2j4lnpgqfsluMNAEgSSIJMmLjGUORMZwH3PZT6PnrXc81idKPYIGnZNgJk/cos0L0WNYoXnaV53Y4ePf63LgVMN+qEbzTD0LH4CXmzwIoPK5jU6GSHL4T45wG3msRtJPdBsmurzf3x/j8t2DPnonU0e3TfJQr/BQPl4nibUgpqEQGY2am6vyrylkJGD9YC+jss1CvRSjlaZPH9tR1hdFAB32VFRMHliwQt8nn7qGe9H3nbLJ/vdlWtane7CX5vBN8415eriCzfFy1+f3LUpIk40WqUg06znMZMlJi+rlO41YI1cB+g5kKtuS6XzZj3mHgF4pTBImJK9pcnsQDcdS6m0kCNax7S6Mfc9K/jTOya48/FJlltNZC2kWVNMeZYJ31D3LHXfUvPJWNsxdy2QhL4i9AWhT1ahZzJwG7cy+AlKD3nhFJxuhS6xkunb0cRJQeBZH2RWcmokUaTZNCG4+II+z5xI6MUew2zGtx+5nlVPpZlEyRM1IMfqNIr8QmZDxqmrD3/P6/q88WUrfP2JDh/58gSP7ptgqVOnJX26vsZXAl8KAulaB7V0u9QpUWF0kZX9wovqclt5UQV7obNHWFyMgD4v5ErzIHPktfs7gYYXjsHvf+TuyR94h7zp+qsvuYNvMTzoWwI87p8IfG/whzX1bEM0+midIqUbeFYFdz7/zphqo6/ItHfJ3tVa49G7fPQsVX/KpUm1OF+MANtkzylKpvi5myFjFjoJdz+m+dJ9TT5/zyTz7QYiDPGaHhMaJj3XyVPzyGQH1HyRHTIrOc10ty8IcvbOAa4TfD8h9COsjfnG4wHHz9aYmxF40mTLvCgbfasX35Tlp2mq6A89dm4SvO66Hp99MKIbe/RjQehZ/MSx+DC2lVVKFX41Qo7IFHfIslHBOL+9Fgx5z2v6fNeNS3zu3g5fvK/O3U83mW/V6Qufvq/RnkILgScFnpR4wmZSyzqHhYpErAB8PcVSBbipgL662uRaPM21N46p4wqTV5tZhlYwNJK7njjdeNtb0j/cf+T0ZUD/rwXwwLubQLYJNh4iiT3ipCpDypNYANrIEtRZb2SZiRRjy1V5SnKgF+8UJ82WsiTT2+7ZAVtkANc6xdcxYRgzGKYcOA3Hzig+8dVJ7nh0gvmVBnghesKjriRNz9LUhppnqXkQeg7coedmEroyU1k5RPbnNgO5KUDue6497fAZwzNHA/C8bJm3lRS9GKG6Yrm2ea20IEndOOcrdw+5fHuX/afr9ENBPREEsWWoyKw9MzJOurQgS61S+OyZFWmMyqYPeAwij1ptyI+9acjbblnlK491+Yuv1Tl2JmT/6TrRakASaAZaI5V06XxAS+kqMymDUCUq+Yh1yGmcwfMV3JB385clGiml9jY2G7HnmMAdmc2SWhgklsFCm8/c+SRTU9/aKnxRgB88dkw8f7L7D79xz/8zZweKGy6OuP7ixDknWpImrkvajWhQFdZwz7YaaCIqrF1l77KQJ0/VFpwuqoGlKVlbmAzgKUHgJqkmacq5JfjqNzWHT9W46+Eap1dqHD7TgCBA1TWhVjS0paGNcxE8S6Dd4PjAIwNxfsjsUBnAyTR3Bm4vJfAce7sbK+LoAuw7VseTo/ZgIVEo68HL7G3ePCCzPkePy3f2uXhjj2ePJPQSj2YsGGrws5mAqgJwKQVCyhEmJwePLet88mA2yfop49Rj6PlM1CJ+5A1DXnlVm9Mrbb7xiM+RkwFfebzOmaWQtO9hpCb2FUJKt1KI7PeRZzxLf2i9SsSqZDGwNtDEFWGRF8+N9NWmrgMmTiE2CC9FqpSX7R1w40V9dm785txP/cg/+4e/8fNH3tecunBdofuiAH//xx8gTtIf+Njng0a3t53dm7tcubvPbdcPuHx3wpbpmIt2DVFWkkQO5O5kqqykMgN6rrkrALfV05B/rHFwY0cCSidFsgm0QUqcWo6cFDxzRPHVh+s8e9Tn+aM12kM3eAbPR014rkNfQV0bahUfONB5nUZeNuvqwoNMlvi+wvdldgPYUnt7aTZ03+n80I+xJuL8smRoA7SW+NKiKzbbGIGXmbqiFcz1NkaJh0CzYSZCqgHd2KOnhXM64rJgTCszkoGUomq0Z8OOEFgjSyav9FB6qSrGT/SGPpunI3Zsirn+wiH9qM//erTFs8d8vvpQyDNHQ46cCIkTBYHCSoURkpFsUNFs6y5k+VXzesSMjatsVvUMyVk6K0fMQR6naJuyZ3fEtumYS3dHvPr6IVfsMuzYIBlE5xu2e/cP9Hv6ff9NDP7pz36Zc4sd9ZmvHhSDOKSVaJ46FvLMkQFfeXjIpJewY1vElZcOeeMNQ15zXYQ1KZ5nqTVxBeAIMJIkdie5lCZybbFxDnCbM7dBazfHREhDHFl6A/dnx05J/vzOgF6sePL5kEMnAxa7PsPUB+2D8lATCl8KagrqyhIq3DgzlRUeqWxkgSdc0qMKbk/iZ7Ik8CHwyVwTlzL3tMH3kiwjGlMLI+ZXUr76QJNWJ2B6UqAzL15WcDD+yAvJioDQSIZDxdys4o23DPjKo31OtBr0PelkigYvsXhx7llnHrtMnV1IddaJLH6HsbryOxzQ/VSRakXiKeJUE8deZqXGNPyYV16ZcPNlQ95x24AXTkqe2ufRjxQf/Wqdo+c8EJJeX5NGKkt3SqwuAW5HWoNyTNuyQKkwwy0isQhjMjmSUquneL5B2JTXvnzIG24YcsXeiJ3bUia0YLahSFOf/jDEmjqtpaMi1reo5576WnLFNa//qwHcWtg42/gDlXaubuiUQajpJ3VMqljo+yx0Eo4uJzzwXMqnvhYzN51gjeG6SyLe8/oBabY78IYpw7VXDmiEbjle1zotGNz5TVJCqyd46gnNUttV7T28z+ML94YMYsUgVpw952OEJrYeRnigNSLQaCnxlaAmLaGyBAoCZQmUdTXgOvN8dcncft6XWYBbZT2aomBv3zP4fl6glRbs7fsxSkV88wnFZx9sonzt7LYR/f3iDJ574U6HS+JUMRh4vO3WPp+/v81HvzFJNwlpZDrcy3V4nCdlbNEtJER+J+XnWVa0fgXgJuuC147JPa1ItEYnqQO6SlHKDdKfDhNu3Ztwy94YK4a86zU9BrEb5/aX9wY8ss+nFggW24qnnvNpdyVi3BNd94K7MtpGaLn2moi5qdQ1vqSG97x+wDUXJ1jj8DMzBQqJxSNNNN2+G9s3jAO6fY+Vnrl6auvkHwjsz/6VGNzaeWDDxH/6s4/vPbUaqcQ4jzRRkkSEWOmBTTAmZWgSzrUM51bdTJIXThi+8M0UMNjUMjltuOnqiGZoMLlz/6IPkU18Fax2FY8+49NuKaSWDI1kaLVjJqFxc4E1QmqklHhSECr3OQNp8GUFzLKc0edALsqGB+0aAfLG4yq4HcNnZbVezuBp5UgIdIy1EacXfaJhSDAp8bO0t8qq8kaymHlHD2V6vQS5G8kQxR7TTcUFcxG+GNBPAvqJoKbdEMy8hiRPaClZLW+Vxe/KV0sX/Jsye2pMkaDLpVGSpFlSTGUlDglxkqJiN2ZCqxSpErbPmWzFMFy2Y0Bk+0htaLUEjz7jsdpzsmmkBPFFQG4MNELDzVfHTE5ZbOJkbE2BEm70njGaNJbExs1jMUaRZgFzmkqUMkw1lpTkzN50+kcmnj/Sbl9+4cS3BviJswt4euV9R08+/5oj8100IVpa6hKGQhBLjTEKK92SUgYFKYm1tHItpSztVcPZb1aLS14M4KPFx1ZITL7lAtmzUGWQIyVKuJl7gXQpZ1/abAsSm80/KRkvB7enXUe923qPAtyurcttiRL4Al9TlJg6Bs9YXLs9gTyd4HkxQRBzctHwZ19pgPbxpCgDzEKeiDUMXs3w5UNCHdjchYxijx9+Y5/P3d3n+fNNuqlHPXGb0roqQFt24mR78hS/q1gNRakEMvu2ZHFBmgE9SSVaK7w0JVYuY+oKupwdWViwKi3cK5nFQ1pYhE2Zq1u++xUGhCliJ4rn9fSZKJ5t6pHGmeNms90m8nyKlVkcIQsbOs2ejZUuw2vPcuTsE6+5ePYV7zM6/vvflsF/6f/5OlIK/56HBwjjEfjOpdbC4luILcRCkFhBihxrJzNl0JCd3dSrBhPfir1F5VlmzQwuUsujdS3AExkrCycFtKTynDfVVgqJNJU5KA7kvi676kuAy0K2BL4tWtp831QG5yR4GXv7OkbKiOPnBAvtEKE1gWREnsjK18q+ZcUHHh3LUAaCiijxmJ0YsnNzn/3nhvRTzSCFIBV4qcVLMh2eUDhLZWZRjZJFdkO5Sbu2qOsopZFBp4ZUSZTOty/PmTwfElQFtkGJfDKWKZJu1RwFIosCxItf8xHToeK05W6czRKHpgp0U76X241a+VxzwVlq4mM+cm2+Zw3AF8+cQwjBhI5QNYpdCXJT3mWX3AyTxGZAt5DmvviIqZ/prfFqnAqwq953HijlBT5uIpW7udyRgTaTAPnr4jlrMNBFKShFg62v3GxEbwTc0j37OdDz4JNie0I/a5LIJYqnnT71/ZiEmC/eX+P8Qg1vUuHn0kTaUQdlnMfGC4vGkj6DoZtg+5aXd7n/6QHtJKSnNbXEEGXpdCXLgqgyy2goO4fyQFNQZgnBmGymioVUiWxchyBRAp3KbBc7V/aQA300oWaLsW9SmKzgy1bA7q556YSN3twlwLMbcMRdq+ZYSheoWgriMuXZf2dhEGnaPR+10mI9hTAC8Lu+eRcTzforPvrJr93YX11EZsZ60X2T779oLUaWJn1u1Bdp1pyhMovQlNe1ytkZ45QAWJNIgCKLJrNMmi4q3rLdiGX+LIpRCFVgF3NQFK4fcT2A5wFnrrt1LktsprdHa8l9L8b3Is61DI8fqoH20Zk80ZUCpZFsXzXIpFobXxm7kGcdU0Uce1x30ZDZqT6tlTq9RFFX4CXuu6jUzZhRcRXgWc6g+EVyrKBJZD2SGRsqQ2oEnhGkSpIqQ6oESQbyRJbFazJzhvJqTZkBXEg7kmUemZRVSPHxTB6Vco3yuSjSqzB7Ues0kmehYPokFXR6IX276cbJTa95xT13v/2+V9326vUBftG2JWph67tnZvrXdocRSnhIYfPt4rFZ25nLRGW9d3YU/DnT56xRBXb+RRDF4lmWY+avC2DYLFCjUsJZak8p8pa0sjhIKdB5B710skQV3SslsPPmW8femebWFHo7twQdY5fg9jL9rXWMIOb2ewPuf7aJDDS+FG7+dlFBWH6fMtM3ns2sjkbLPXEXSPUHHrdc0eetr+zwgdubRGlAN5WEqdu2T8uyWrGQKVJmLF79VS/G5GC0zObRCFJlHIvn4FYCLWU2IKhk7gLkIyUTWfNFAXQqAB9l8RGiW6cmaUSujIC72lAjihvX6fk+55a61x7vLH+3sPF96zL4kwfOMKhPvPEv7779h77y+CL9WFPzRnfpchelAursF5r8/ZG/N1oyOS5RqlZplemqQK/WJcvqe8UothzoZAxOMR5CywqLZ90wnhoFtxunMMbcWc+mn7W3eTpvOEgqR0xEzF98Y4LUBqgie1kNMMu+xtzZGNHgGSEUw3SMdKPQ0jzY1Ag83vPaHv/li0NWTUw/DemnAi+hYHEpLTLJd8swmV04rkUltnq9CpALUu1GOiRK4ClDqq2TLakklRapjEvXS+OC+xzQRVa5rOwsQU5WXlFtMlz/MVK+gYCsGrXaWzBSfj3WhC4lNOspF4iDzG3b/UPX3vj2u37iPce+osNdowAXaYQyvYuOHo32HD0yZKbpu5l6lUCh2oVTdl9U281KrV4UVr3IFyslymjHiCuuJ0sFr61LLjtPyn3rc7Dne9KoTJYoNTbsJgO2VqJ0Ugo70HXcu8ZkmzF3GWDqCnsHXsTjhyQHz4RY5aGkxJcGXb0pM5uwOlF3lL7Jgr9yH6HSr3YgjxOPPVtjLr+wy4Mv1IiVTz8RhNINKNWJyIqgsi6cJNPhSJxSrf5KUWFxUZFG7llncYAyNpMq2Q2bur2VlJIj7O2YW5Z1+bkWr5RZuO9crtQvhvBCkuRgH/mca1/npdWOHC14PjO1LnONeE/Ujy9KE/OVNQy+vLRMPOijkj4bG65bpZjlQX4xynaj8Sbi/L2yccGOLkfrAbxil1aTIvkU2lxXygpTl5JFlN3zgqLTJWfyfN/L6vbfOcCrw39ctz0FsItsZcHcabZdeBZc6hhLzKe+UWdpqYYINL507o4a19/jAeaID16Oy6jWcRfetFHEsWZuRvLu13V4/NAEwzSkp3xqqdPiI+WsSaWUFZN54rmj5Vh8XAqU4/HKKVTakEmlfEVyzdvK5M0lckSulNfJjlyzKsDL7z8WhY0RYCFPKixtsmBynNHz/1YAUaKwBvy2od5ZJo0Hxb9ZAPyjH/8cSkmWllvMTiqEzFy/4peXZY/lxbHrgHusafhbALwEuV0H3FkWuAIWNTLUp5w56Fi7fHYgz8a16VGA+zobAOTlWwdmSSFt8YpUvMlepyOHVq5z5/nj8Mk7mwylj5Iqy16OzmQZz2COE1j1vI7q8EyLp4ok1QSp5t1vGPCnd/R4+kiNWHn0pMRPTeYeCWRaJQKbtZdV8w4m+12j+xZVmbwEtxt6qk0e7xhkmo+YKLunir5NWdHiVXAXrG1f9BwU5yG/8fLX462OlXbI8bbI/BymRjE4dpTz55ewtpRoGuDMmbNs2bK5/u9+9w9397vLxKHMLJvxRtDKaAA5NuW1uAnsi2jvMYCL8nlEf8v1QC5G5EleZ12MO6iMP6hObdI6B3qmvdUYuPP0vZc3Jhs3M6RoEcsSHzrJjhjlRRw8relEPiidyRM7Vh479r3GXZSKHi4uZjWVbqqJH03DE+zdNuDpgxGpCegbnzB1Nds60+BKuBnbzmbNWdOQB5klk1d9ZkdiOpt4kE+MVdmwTBfPOMZOjaUs7srrbMqWwYK9KRtTRBXcFbmyBuSVCtPSQak4KVXQm/Ln6rTbJLGYPswFG3e/5e0/WZ8//1O9jZs2O4CfO3eOVqv1hu3bNv7Ss889Tz2U2fjbctRWdcJrCfyxCUVjgeV6X0dUn8v6nCKYzeunc6CMDocsGwhcuWjlucLcsiJLqrsYe4rMC3fgdgAuhwLlDO7pMfbO+zr9iOWO4f/9r02W+iEi8Jw8kRV3pzro59tkrIsLarJlueqmZKn7JNFM1DU//70dvv74BEtDn0hq+lLiFz2U1Zsr2+ArdzGEKcpoLSYDtykyh9VOGi2dDFXGBefGgjRO9uVN3aPALsFe7ZPNwV4Ae8RVefHzgBXrgjwPiKvN2vnWhyYb35wkgsEwZsvO2V86cvjgfVE0+FzB4M88t4/A9zl2/ATWJAS+h8p2wK1OCs2nvho5CvjcXVm34XRsaRpN7FTZTows62sAXpkWOwJwNTpkU1VAraVEZ5JEFwDPNbcpgkpPmwq4U9eJr0bZ21Mxvh/xiW94PHe4BtJDSkkgK3amGNXg+Rd80WrCCjGYyoXMQZ4Y13KWJB5X7unx9le2+dM7QowO6EufQIoy6TMGtnEmF1UmH/eac6ArUNatCsYKlHEBu8ninFQKZDbMPw+mRZFwcr+rHGdRzhuvZjUFrEH5mr7cESlSSYYV52cU3HlWNopj5s+dQklFnLitF7X7hxVWKCyuGszT+bLkGDwx42C3WFkd3jPqsBQXcGRZyrKWdpSxx5fyEuBVFhcVfVsFuJMnsgpuKUuAF4meHODWzcnOpIinKgBXa5lbK8fennZTq1Zahr/8ZpPFVgChNyZPXlyiIMYqKUdWvTHbrtqJk0mUONFMTyi+5zU9Pn//gKVuQKQ0/VRm9qQoW8oKBh1LsmTsnb9lCjYvZ0Eqm+lwJdDWATs15e4YUjp2l9KSClG6W7Ky6kqLxGZVhfl5sEWGtQR4Tn22YhNWWLwaI1SYOzWM7SxRgt1aCANFo+4Rx+576xdeOMTM9PSuhx559BeWFheo13y0clF0mu22ILOB5jIFI0oGH7nLMspeG1yW/u+IRKnIk2p6vgS5WCNLRH6iRVWeiLLDJWNtVQW2Kvei1zlzV4G9jjzRuprUSdDKZS6PHhO8cDzEECCkc0+0KEsHRh2U0W6XnMYLh7AK8rzH1WSp6EovpTGSJNVgNZfujNizZcDS/ho29R2Lp5nnX3FxClBRLfTKBHdeRguZiyAog08y4nLXN49tjASTrRJpVYqZyspaBJjZ/qcyv87l5yhPQwZuW56XwlbOzstIUJm7PHmHfZp3KWU7M6e5otCcPTfP9h17f+Gqa29+8uSJw8e0FIYkGW4Ofd4oTJvpiSDTNG6oepIYEmERqTt5aeoG10uRD9R0H0qNfUBb+R6sA+712bsccVZl6xLso0Pti2dVMrgufPDqkW1prargLkGuVWVIkCrZW2U/ax2jVMwXH2xycLEGfilPqu6JGGPvb1caXc0njGz6ZMqjKKONNBfORbzllh6PPF8H45GkTot7aTbkMx2VSoVUqbJlFniWmwmMZgjdZgWiMBEcuMFIUejv/HWRkKs6R+BcnLQ6O7JqG1ZW8wwUa6TtSL5FVCRyZQ+g1G03Hidu87I4cSy/uLLE3svTN/b60ebBMD2mQ99d6MkGbJlzmwcNY4giRZTkaV/3nKTZlzBghEVWffDc9/5WyZ2qXTSuu7MTU2XxUpqIAuTFTJB1GFxVwZ3NJyy37WANsL1ibmFaCS5NBvLEyRMVU6tHPHhA8blvNugPfKhrtBR4YlSajAeY1ThjXYBXL2Il2BtJ+GQBZ5xoJpuad7x6wB3393j4gI9tePTTAF+4SkolsvxAJdgTogruEuTVSQYu+MwcHeXYPJVOj+cAL5nbvSezuSlC4PZeqnzvNYVm4sWu/xiwixt/dBhQDvJcniTGATtOIIrJ5qEb4tiw2o5pdxPiOGUYpWilIqTwqAURG6cTepFHbyDpZ55dwcrWVKoC3bJjLYjCFhRrPmiVwceDy4LBc3kyFmxWdZ0sQD36swsws+SOzJfUHOR52axFZ+OCy8NURiqXswsdW7tDKRdg+n5EHKXc8UCd50/UwfMQUmWgygPMcvC/GL+445KsYKmcqeyI11sNMosa6EyLR5Hmsh0Jb3p5l6eO1RgmPqn06BuFn1J+lopUyBb/NSC3Y58FlQPKYJRA5SCTAqtAZrJFZoDPSUYKm+29VPnexo46SZlMWQ/kI3d75aavFomZMYmS758aZ6M0hsOUfnYstxJWuwmdfkynF6OXT34KpSRRt8eG6ZRWL0EKhbUy0zkClZ30bC/T4sJZaxEjwC65u1oiKyr/t95dXW0KyE9MXsuRb0UyDvTqyF9VMHYO8HJyaiFRdD4n3GROiskAbSrAztg7Cy61ign8iGePC75yf51e34eGhxR55WC1JmadLGZlia7e5pY8v5cFWNYy6qZU96YsC7Ci2KPZjHjTrUM+f/eAp44EoH0GRuLnWtz16lZsOxApWW2IcLMZqlGRKgGlFaV0kY7NcwYtkmsVoOcZZSFBGlve4IjK60qAOW6disonGYvdRse5VXcGKYNLB3LDIErd9ot9Q3so+dQXH+WOe14gTRP0RHDQAcIIBhMBCEVqBVEiGERj1l1WVSizTJm1wo2oLnTJ+qU11bvVgVuM2YSiyFqWjO6CyXJLElFhjbL+xLko5fBInf2cM7cq5oPnI4NzkJtiQGd5uGylVi6p43kxiU25/b4a9zxbg1CDdA3Nfp4mr4KasaP6w3oSZU2iTBQNUqWjIkeAPhx43HZlj7e8osdzx0OSxMMKRV9ovLT8PMKATEurcPRjjDJ5tZBOqar+dSMqrM13yBsFuswsY2mqLkrFMjTl9RxZxap7coqR222kNgXyLWyoFKWNnrc0dRtvdQeGVtfS6ktOtlukousadaI4QCQCYxMmG0PCwM3+6A/qLFe6+PPAQAp3WqwQGYNXMlEvBu410qTC5NkdLyqSJN9EqtDhcjTILAqtFBWg2wqTj0mSAtwV3V0JLHPnxDkm7lmpGN+LefKY5JPfaAI+SA8hFJ7Imyxs6QePMHd+UXNrTFS4W4xeSBgNpvJOFmswqcCobPRDsU+8xlrNe17b56sPDHj0sJskEBtFLxVZwVd2frDZSAlbAGtU+ZbQqgI9v/lUnplW2RxEmzO4KJ0Uy+j3N9VKyozBK8Vz+fVnHVyMMPkayVLmXCC/kVwcNogsZ5cFyz1JP7J4oSIIPKyx6Ch2csRTERtnllhoSQ4dnOXUfEC/L4iSfNezbGEtLlymw0XlA63DVNW38u9VDqopl/DqthkFc49Ik9GIvVoym0uSfNsStz1HCe58d9+ctT01+qxz/a1y/Z3geQlxmnDXwzWeOVQDzwOpK40NoxfWsdfoJk6jrDnKn7byomiAWMf3zZ0Uo7LsZqoZRh5X7Blw202OxfupY/Gh8BkY0Gnuhzs3w0lD6zpRWAtyB+IxcEuwyhZaXEqTvXbX3FpRsHjJ3Nn3roBeIBCmPE8jtSnfwmEaAflYjkWIrE3XAyEkFyiL9Tsce15xvqPZXfNpeJAYi/7D24cIIUmSBIvHUjvg+cMeF0zGbJtx86PzO7D4UAJE1rhQ3v/rPwS5HBlbqnJtKkpmJgP3qDVYyWZWdizLdznIJUnZzVOCW40ElBUposvxylqlKF0BeCZRfB1z8KzgI3c0GcYe1L1MnlC0pqmRzGHl3FRtgheTKHYU6FWZUh1Dvb4W1zQCyY++qcft9zQ4cNrdfKlR9FLlqgzTLNuYgVukgnxHCDEG8qonj3LMXXymLMBU1mJNRSra7Mh9bysySbLWScmdMTMWh61LiJX3RlodK+wtBQgNnnDu37aNlv9lU4dX3zBkYdUwNdXE82pYa9Bveu0vbLrzgf2/+qG/vA9rppgMFJubFlN3ezWCK1QqWTdL+ooKF1TmDI6tPsWLAugVcJeMXZEtOWtXgT1WAy6lrcgTWzooylXYlS6KyVjcjDkoOWtnr+WY/lYJkU34zDcaPHmw5tp9hEYJiS/yqaujzcVVNi+/57dmqGpvpmuAqARVVmKNccC248kfTTTwuO7iPt/72i6/9zGfvvHAaBIhGRhnYUqTg7vqUNnyl+fCKbvLVK7Ls88ks78ls9WlkCQ2B3QJeGNtRV46aVuVJmuqK8fcNEawsg7AK39XZBjwlNufVCuFJ6d403Vd6mEfpQdQf+2vElz3M/rZA8em4n77zTuahkZNU9NuIEvNF4UJX8iPinaGvMagestVGawC8jG2LgiuElBW7/xqB88akK/ZRS3X35WU+Yj+NiWws8xlzta5FZjLEp05J56OeOGM5ONfr4PUIB17F5371Tig+hkrF27dakIhKrJkVPfmxVbVgra8IbgYl2Cz9L3KtHiq+f7X9fjsXXX2nfIhG6s2NB5auDLa4tymmWWYVkM6W/B5xuXYiqujMvmibP4MVlSklMiDTfd7THYebEZUwpbMnX/9ggAKbIwR4UjEOcry1RuiCOKtoD9UnF+q0+17hP4EUgyZ3Ry9Oagfm9IkQwIRs2XSUK85wOSDcLQUo75uoaNKBq7+5hFDbERnVYOOUSYfD9CKDFkl/S2KgqJqHXgF3GPArm5ApSqs7WWjh937pURxwC5BnqqEL9zXYN/BUntLIZ33XbD3aDvdeAazBLkYv06jRf65BqZii1U98bydzQhMKkllzuJOqlx20ZC3vaLL4Y8HRKkEoV2GE+G2Uy9GHQsklrgaQwnKwDOXANZmtdk2Y+9qwJnd1NlrIbMgVLjMp8hBnzH9ehlqsw6TF8+WNedqPTlTBp2W2MBgKMF6DCOF1haJQjUEDRL0phmFSBRbZhVKyyJNXrR5Vbzn0q8eZfJyaRkF+JpdiMcDyzFwyAqgS9a2I8Hl6DaB5V6YIwCXleSOLLV3nnovtjipzBVXyk2q9byYI2cV/+kzEwyklzH4aHA5OvdkdEOs0UzGiz/KBBoFa5avBeul7p1ckdmEJ02SegRpwt9/Z5f/eledw2c0qBhrNJH06BuBSvMbzmY7plWrgjL9rUbdHVXx55WLKLNirNI9y6VKDm4nUQRCur9bBbKU+fUf25bwW8iVyn04Ws4BRWm7SAVx9pnjVKGGroUuikHWQybiED075WFij7lpL5uw5E6A85orJaqVxEsVzCNypMrQleWnCvRxPTbC4Gu6YmwpAcbBLRkBds7kWlVcE7nW61ZqzDUZ8b4j2pHhA5+f4PR8AEpn1qAsBgyNF1WNSJMxJl+XCMaBnh8FqO2Yi5Knq8sJT0UzhFSkiWbbhiE//fYO7/2ITyt2U4+skQxRzjZMRQHyarBZpc2csfPOGmstivIGVPkNKBlZbZQowW0z5rb5jZ/FU9Zm+j8vpa2cm3FQV0scCkbPgZ69n38GoKgwlFlgaAx0eopgUjC0oPPBk41aNvctdSn56vIix5m7IlPWaCgqfz7G3HIdEFSLdsrNXDNwV4LKUp7YEdaW2QSrKsCr4FbZz0pXA8psl4SMtVVWMegFMR+9PeD9n5pgaDwnT4Qq5EneVFytPRnPwJbnaSxyehEWL9i8wuqjxf7SNZ0YszaFb9xW4KFO+Nl3dXnhuM+HvuCBjABFmgWcSlhkWgaZouqNj6ZZqNQ5u88kHdDzzyPJNLnMstjSFqC2lkKHC1EFewZ4W8WRHWNwUQK5cspGMJaRSd6IUZYHlDdSkkKnB4PIUItdS5+bIaIl0kikzJbLNbZeKS3GGZoxlq4uO9U78tuyd6Xsskh/r8veZXdJFdgyG1RTgFva0i2RaaG7VTXIVAlKulmDyyvwX79eZ2WYg9sB3JNk7sloWn78xhRQznhh9MYfYWw7Cu782VTkSl6AVcwGqQabmRZXRmGM09yTfso7X9/js/fVWeookDEYRYxmKMRonUpVDlS1QPEZnQ4v7UJXc072fg5qmbO5EFjhVp4C1LIK7vxclbhaiylbwZQYw1Z5GnPpY6Dw1/M/d72ZECe2WPm0sSYb/WCRSmTdTfm9XX5xUbli6waT+Ycbu9uqllkV5KPsV2rtwkmpzD8p9p/Pd1RT9kW1d74BrHudZjsilNagqhxlYBnj1RNu/2bIw8/UMBXtraSsFFbZMXlSWXKr56hyjGBozaOigysJn3L3sRepMrQSVfHFk9RDm4Sbr4x468t6/NkXfVARCIkVgoHRTnJmNyCUHT9rPgulaMk/dG4jFgSfF2Hlrks2HCpn0dxdyYGeX+cC8DZbRSokWJW3I8mgyscTJQDXBX/+2UvytOjlVspqJ2UYWcLAtYCN6sZvpSBHl5I1jD/C/mslSdG/JyuAqdqBFVZXBYuPAltWO2rGwO1el9q72GIwlyfSHYEXc/iE5CO3NznX8d1+19INelcC1zUjXHZwpPZkzSFGAP/tTt9IoodxiVId75DJFGuKn1OTgTyVKOm2P9nUSPmxt3a575mAw+cliBhQGCQDIVFUM612hMBGYVJhcpuPRM7rkErbMFczuTyxsvy385pyZxU6QBeAH8GFzf5OdsNlet1WAS4qJ6p68sbOr0sOus0MppqSmQmFJi/wsWXR0siuBLZyEezo6RhncTkG8Py9tbKk0lYlqxnBUfbOgV02vFZ+XsPi64BbVfV2BdwyRcsEpdwQzWFq+KNPTHDP4zXX2ya1095SZl07lcbeSg/imgCzeqNXzkFBAGPgHs1gUgZ5Nh94WimftRX9bU0F5Io0NSRSoxLNbddH/Mx72vzaH/kME+kaUY0kER59UWYbXW7CjgSaa0Ce+4TAyJ6mwpYNLjJzUnBSpggsRWYzVjS3FVTS+LZCCO4PRhyW7KON1Kfk566SS6gGokJaNBItcsdPoPMLUYxTyAGe/bdFQ4MpL8SLAbwA+Rh7j5ZOjsuUip9csQSFKDW3zH1nNeaeFO+9OLgLO7CwCCvBpUzw/IRvPOrx2XvqDCMPatppb6kK9i620RvLXI4UV1ECpwroaonCOH1X0y02y6qNNtpmUiB/LxVOe6cSI8s52aayk1qtnvDO2/rceU+frz6qQMXu5BtJLDRDSkfFjcsfLbpal8kzIOejhByjV4Cd6W8lhesPyArj8r8z3s5mi8CwUuJQuCRiRI+ve86KTrJyLo8AhMzIWpflB1opgedJ6qGgETrw5BekmlEzYnRyFWOnYyTwrOrtFwF2cRcXtSWV7bkL1ibbooNCkqjiJjAVezCfgroW3Eq5nblUMcg9S+pINyV2tWu5/b4aB86GTpoIVxIrisQO5QSpao31eoFyhZW+hfAevWYOIYXXXK0NzxsiiuGTjNaK5ywuhUKmBik18VCzd3PMW1/Z5eF9Pq1IuotApsdRiEyPj4DbrgV53oxRSJQxXW5lFnRm1xSTSZH8z/JkUAXc44ye17I4XItCstjs51F8ZytbMcokLwQstXeiLDoxRIklSUHPTgg8C4MpSximWTms82Hzpk6Zui7q1KwP8vX0t1wP2MWfjU5iqmYrRQXsMttoqaq9xzV4PvnUsXhVtpRzrUdS8zlz6wRDyn/+Yo33f2YCK7TzvTPnxLG3kycjJQOVzy8qQVSewJI5a4/c/esz0UhJKIzp78pc9swXt5WmZGcbutS9kaaQK3HqIZXhZ9/R49AZj/d/VhMnWY1Bto/pUEjyrWMLLS4swoyB3IpSohR/UuryXJbYSh+nFK6IxZpMc1tb3AC5Dq8yuq28lsKSRwZlyDtKBtbabCIupMaSpK453uTJH2HAJiy3EnSQoDfNDmn4Q0xviJAeNhtbECeCKJau540yYmb0FBSgzp/XaOwxhiuDzLLNqzoZqdC5OZgFToaICrhVZX96Wabjpazq7lJ762q2MgssPT/m0DnJZ+9q0O16UFMZe+uSvUfGQYyOlyvLQUflWPWNb5fkKS/aekcliymrNSrZ+IS8ms+IzN51WlwKN9Ow2Uh5x6t73HFvjUNnMzsKx+aJEQwQLnA2GZMXnzWXLZQ2WAY1VeA+h7qoBJglm9vsxskZmsp7MlvaBbmbUmX00h/PA8/Rc5UzuGt0iBN3RNlz3hwxGKacXYwxKkZPNhWesEQzAyxuIHocK4aRpCcVxioSI1wtcfaLx6/aqEti11m+7eicwcqQykJrV8eBFbp7DOwFi5vS95YluKuyxKXgTbaBUvmelClKxwxjw50PNfj6EzUIVBZYauecyJK9c/84d1GqfZcjVZDjNz3/7Q87djDipFRS9zZnclFqcSNJhUIad8RDxeuvjXj9zX1OfsljaCQIVWzxmAhN35RxQpWjq+5KHh/okcCzAjjpmBuTSQjh/n4eizkLUWR9mg4s1tqC0d1fy8oIxqwRWySjKucn+yvGOvYexJb+0DKMLXHiOvL6A4iMh5UBuja5a1XLzh3epuh/sbZPkhXUr3QCjBUMIlXRh2MqbSyYFFUAMM7OZCAfdSFEztLFth+2DCyVrQSeJgsoS5Dn5bFyjRWYjr7OHBOVtaIpP+GeR31++8OTpFaD9rKKQY2QY0VVhTWY35R2ZGD/yEo1ci5GV7cXY+8qi+dXMS8kGk38ZDJFZsAWbosPm0sVIzHCeePSaJLE7S/0yz/e5sApzd2PSIxfsrg1ghjFAHfjYhmRKHnBVfWWVVkNbc7mDsyZYJZZea2oAD87NzbvLBKVYNVU8CIqLkouVTK5ZyvkUY3xHMhhEFlWu7DUU/RiQZRatPIIG5N3XHHJjlX18z/S6qbJkcOI3s8Yu4qxQxARsxMxg8hncTWgH8lsetAosMv0e5WRK7Xba1Ls1ToSCldEqpKly90aRiVJaQvmbkleLGULvztP7KwprMpb0VSMVjGnVgS//ZFJ7nui4TblkX4BcC3d/O2gUhpbbS5ee2TtWwo3VUtWxlkUz7IYMbemO6nyLKUoSWDEkqxkTOUoOYzKP1v89y5Ys8zNJgTa8vDTPqv9StYl402TISa/aWWFM9dWQq69W8WL/FSGr2Lsj8Xo368EK+O/p4hl1pCH+5PUwNlly7Elg/ESYhER2QG1huTQ6bM/9qX7njyg/+WHZ5BSEg0HdDseNjVoH7775QN0knB+ye3g4ORHqUEZLxMV1YswDvi1DsmIl1y1AosLXAksVV6imm2hkQO6+jrPWlYrBMd0t1IJaZDykc9P8rlvNrBhqbur7F2MY8u/0zod81V5Uk0vVzOYL35hR/+wOlMm98arVYajHeYUurzc2mOsRkVIZKpIhUb2U975mj7PH/F4359oopGo2PV7Do2g3GGzCtH8c5ea3Brhqg2hbFcUlQA0DyRzApTWyZfMwpMVbS6lm2jrPk4ejIps9la+goxPXHDTA3wP6jUJKmL37iXe+so2NT8hjkAwhZAhYNDPHphFS0G7F3NqsUFs3ICc42dTLt6o2DKT0KxrfM/tUqYyFim1+KgurYK78LlHmMiu82wroB6dQ11Yg5X9YUbAXQC8BLqsAD2v9daZ9/3VRwM+/KUGgzSbgi/LxI7KpEmhveW49702eB7P1FZBshbXY0FTBUb5GIlx2VIFdKHFZSUBJDNwC+ssw1RihCIVBmEM0mgCz/Dj393lgad8vvqEswtzqQKQohkUarwaZK0FuRXlz2sAnmU6XUuPy2xm0+GQWTF5YSnicvo56eVM78YAgsxulnIEnUBkq2K+Q8dEA152uWb3dsVF2z087SaAdYdTpKaGECn6povcKn160ZJEIKSk5kFoJVEEgyjF8wRCqCJLVeGesWrAMSBXtPXImN2R7OWoBSjzmo+RDKapaHBTkSrrHBXXRKoEKVOkTFA6pjeE3/zgJEdOB9gc3MKBWwiR7cFJ4d5UN8Fa2zm/FtjurpclJtYgfCxCH8vIrclqVrzw0c2YRjeuMsKWQM+DTqncrsZGIyPDhVtj/uVPtnjgnwd0BtkHzwJO56wohlAJ9tYHuapICnJ2zgGeAzoDv6yuahJs1vlTBKpZSW3+byjpvG0pyybjqhWejw/RWhL4UPMtvvZIkmlOngsJ/BgsHD7TZLlddwbDTdfXuO3WOhfs8GgPUyYCy3QtZaZpqQXuHy7MdFOe/EITVbTRGpZWVWdkvKaEovpvJOVeFFSNA9cWmrt8r9x1V8qy1kTmCZ0swNQ6Jknh9z/d5In9ofO8hXKHdDsoK+EqBl1iZyyoHJMn66Xm8yzcSIXcmmW/gpex96peeL4PZH6uzcisvmrV4Wjix9rKuLdcsqSuOcIYxXWXxvz897XwdQxpAiYGmz+nJBYGBiIjiA1uL1QjsufydZodST6Ep0gIjh4m96uzKj/32W2xIW06kqxx7+Ve98hz5Z6q9gwA9IaC5ZZHqxvQGwTUwgF9A6faDc73auhLrvpeZqebHGs9TaC+QN231ANBLXA7AmtVaqTxGd7jhVLF80jafXSOdCk/KsCvSBTXc1mRJaJM6MgKm6vCGqyCe/SQuUQJU772UMiHPt2k1ffAVy6hIz0QGiFEpr1L9q62zK3XuTN6LkQR3ZcEJ9ZX3aJk63G859ZgmbIXWQmq62i3stxez2nwrAhLlh0/QlisdDsDp0K5z20sMkmZCA0/9a4ejz0XcOeDCupJ1uqeB52CWMpsJ26RPWflgYUOF+X+kNn3tJmPnrN4EbThbMKCySsrm5C2bNbM/hspbbH/Tn5CRAF0UcQmuZRJDAxjRX9gUdJDCmhryatffgtvnr4Bk7TRNc8j0B6TgWJD3dAMoR5A6Dudo7OZ2/mskpGovRJEVueVjIB7Pb1dBfR6QWUB5DKhk7+nK+Aus5VOlsjc587T8ypB6oT9xzT/6ZNNDi16ruimyuBCui3CK7KkTMmX9dMjAebY6lVdiUeAPnZRx0m8WjxULSCydq1MyWexl8MoRdYu5uxCI8qbwKXvJVKWdSqp0MjYsmcm4e+/u8Oxc5qDpwVW5whzH9waj6hYebIPLdcHucWdL5vJlXxrHFtIkhy8NrsRsvtX4nbdziuvzPjvKFvfCnBji9cmWxGSRBBF0FcSKbWzJE2dubSOp2skJkHnk1gDDRMhNELH3qHvGo/zbffK9rWKtTXWlCAr7DzuiKgxph5h+hHtXXFL1nmugrvqecsi0Cy9bz+IOdcS/OYHJ/nsN+pOd6vRwFJmzO1nn7mYCjWyOr1IUClZI7VfzCtZV5qsI09GirDWyWzK9XY+kCKb9FuyeCokInUMbox1bJ4aPGl452v6tAaCX/pdxflVCUGcaSH3Za3RRKOh8lqQ5xVSOZARFTCX90GxKOVMnjN8JjHINlMYAXlWNuA+ezmc1WbfJTEWlQiiorVRZisQpKlHFKtiaKn0tCKshecCX35lz85Zar6lHkpqoSLwFZ6XbeakK4MmZRXUVYkyKkMKi0+NArksdzVUa0dy3Z1r8G8J7pFjNKEjM90dYfjC/TW+9kitUmuSF1Q5WzDv1im2I/w2wHbsLdZl7CqbV1bwURG5RpOMvi4DTlFmMnOwj+02NjKY0uSzVCq2YdGgrNwe9UaTJhphJW+4acDbXt7DFwkkSabFs8MmGGuJDAwNRAZiI0hsRYdbyl0WbFV7i/LnyvtlcVRVo5fvl1vG57o922Gk0OyVI7HF6OTBUNAbCrp9SasjiNlMknpfUV5wzgqF+sM/+I/ccOPNq74nVrVM/167tUSj7uP7Et9X2b6SIpuzXR75cJ3RRoTR1zkrV0tcxx2T8RR8meQxozUn47KkYO/yWcuyDS2VKX95T43/+/2THD0bZMN7sk4dlY2CqCR18rJYLd1Qe1V8t2oteHU7j7XbGiohGRnQL0YTPnkyJ0/Y5Jbrej8XSZ0xV6qa3BnJoBYlEuNd/uNTt5zzMTORctlFMSfnFQdPaIwdX46cBDKZ9yyzG1RUlitR+bvr2aFi9Meyvjt/c81yVy0tLmXSaKtk+W/nAXg+BXk4TJnZuBs/mPrfTx4/+tClV77C7dFTC9wmTM26YHrSI/QzSzC/cCobsJ6D+kXALSvlrCO7cgnDqJNSkSkqT/KYCuhLt8QFmS8C7jGpkluCnp9walHyoc80OHA4gEbJ2rk0ccXwWUpeVmRJRXuv65pUNHn+s8xP/PrX+UUfVSlSsrZZX5NT3TiqEoQadyOVjopE5j2dRiCkzFhQIorA05AMDZdemPDj7+jwyDM+xxYqgYPTA86qNoohuXTJPnAuMzI7UBWAtcWf2VynjyudIqi0JcjzvyMtpNkyOVanbktIk29W5YaSuknISkKSWKaWE2rNmDiqbEJ15RWXEQQh9dDSa50s7BqoslY5Lq0AdwFOxupGbEXGmNHCqfGAUlSTOGsTOlXnZC2401F5It34h+WO4Pf+ywR3PVHLGhgqgaXUpS2YFVSNFlUx0qlT+vejoC6Iq3IBRWbwjl3Tbw3yanVqdiGr2UsqOtx1k2eJnizwFBWbMM8MOtZ1gac0FoMldT04TtcKty0NPctrrhvyiz/c5jf+ZIqVPJVvRWWDZOE2WR3/QpVkTuGqFE0O5d+xkOnsMuljs3+rmFJc3DAU3vpIBjV7pEVVK1jlCgNlVpmYGldRODm9lQv3XEa/3y/uRTZt2sTuCy+5U9v5396yQVEPDKFvCbzqth/lfjduDuB6dSLVOu2x8Q5y/fcKQKsx5v4rgFuqzDUp9HfMUFr+6DMNPvjpJp1Yu2VHVLS3cI6QL0rtPQLsoqzgxXT4iwzxH1t2/yrgLh9iBMyjYC+PgtENRTXhiNNiRj3xPOhM85kq2ZH74mmqaGj4mXd1+NnvbVOzSeaPj2vyFGOcRz40ovTJ8x0XiufMG7ejOjvfmcHYimeea+6KVz7qpduR10la1n4nWalskhi3VUmc0hskDGLNwaPzv33ppZfcuXHjphLgs3Nb+MIn39vrdZaPaq0L7enmapfALqdFVbvZxzS4qrL0aBBZZeqRwLJSWyLluAVYBXclsVOpFJTCBZZ4hucPe/z5nQ3asXb9lVmHTpHUQWYp+dFunXUbiivgLV6Pe+ElRiuAHwf6+nC36z1XmLsqUXJ7sMxuUnriRfe9ZDz5U+7cVm5NmM9UMUaTxJqmsvzgd/W4bM8AmaYZsFMHcpu/NhgLQ1sNPBlJAqXV4HMNYEUJePPiwaep/p3UZptOVUGev58BPXudphatNYtLy0f/8T//zd4FF2wtAQ5w2XXfw1U3fS/TGy4hjtOssyaf0mqLfSbH97tZl7HVGHOPVAaaAsTVG2DkPTXK5FVwj7ot+QiIBO0bnjvs8fO/Pc0zBwOsl/vclYKqvNZblNq7GOYjykBuzViIis5eryy26nuX7Wp/BZ1SLZEtMZ1Jl8oGXzDK1JDNS8lBL0aAXHbil32bNndUKj2c+ZFGiqsuivmDX17hij0DtwfKmKving2pgchWmNxmmU5bAXkG6MSMZjEL4I+8V2Vsy3g2NDXW/TsZsJOxo9jxwaRcf81efubH38WP/b23F6dY5y9q9SmCsEZiQ/oRNHXGahl7F0N3shkla4qjRKm5RWXpH0/sFMwuRiVKEWjm4BV2HXBnrC2y+pKMvbVO6Vj4w882ePL5gFRlWltWAC5kWW8yltCpFoetqTmBFw00S3myNsDMo/9vJ1ZGUtF5MGkparFzps4RPl6fkhdjCeFuCGFdUCmMW1+kyLKdWReOEBKDQghI87JaY1Gp5brLIv63d3T55d/16CTCocPk0SGZV61JTF78nb8nsgCBcijKOoFm3gxBhpWijmVEn1ebmfOvndW25PMRrUDmw4iEe/Z9wcx0g82bNtDr9dYCXEoPrYNDvl8/HIaNPdYOXGFLwdRVZ2Q8MzlWXJV18KhxYI8HlGLcOamwu7DrgrvIVsqyK76Xwoc+2+STX2swHAd28XNFmuRyagTkYzUnjLaojTgm6waYFcB/e1yvYXI7xualVBEFsA2imPZqbP7aFjeBsdaNNMusvTwAFZkWR1iklaTW1Yrnrgo4ceyLmHe/rse+45oPfaZJN8adMCuKJJD7cBnIqYC7kvjBuOlXyrgTUgSiRRq/7MYfAX8OaJF9X+mma5UTa8vpWTpb1oQQpBimp5pMNBuHg8A/lGTbeI9IlK1bt/L0kw99ZXJi4qMzs7MI0vX3ldTVQfJ2tNE3kxZ51Z8D8HhSZm0QKWVFXwt3vBi4qzXeWqd0Ivjg5xv8mz+ZZH7Jz3alqgaVDtxS5rrbFrIkB3Oe3Knq7XVHQ1SAu2aPT1jTQ/jf+igkiqUC2rH0faUIqbq3/UgfZ5bwGakVr8gWW0gXVXnWJIlm86zlV3+yzU+8o0szGA8640yPO02eZFo8soLIumRQvK4md4FmUaiVSxRTpt2rRVlpRYMnaf462z4wcXZgnECcWpLEEsUpMzOz1GuNj9533/1f2bx5y1oGB1Daw/PCL4a+eLup62sDz4G8DBwdQ5d1KGOsXUlGrE3LG0YtQjPC6AWDi4pMqTomBcjLElgZGD739Tq/9cEJzq14zqwXY4FlpRTWH9PcayRKlaXlmDTJi80Ykyt5ckKU4eSIVBkJPteCdQ3CqfydNcAeZ29GSmnz/SmtsY7FM+kihQO3S33LLNmTyZNMrojMaY8jy5bphF/9qRZLbclHb29CmJR0aCtsDKRGMoBilFtVojjvvCyxtUKUNSuZH55331tpEaZk8mLByGaujFSsGuE2n81uglqgSQ1P1hu1L1bUicN09YcPfvDDvPMtu08EXnyTp/rXezrB98rt97TOmXp0hHGhxYtgcmxu94ibMpZ+l+MB5bcGdzHbJEw5dMbjvR+a5Il9octU5rsxiHxXBsfgOstW5ltvl3u7l5tY5dWDZQsdY8doLU6Zkcy3XBnbGU6UM9XLvT7zn0f1fr7DXNk0wkilZvXP8vcYmdFi1wl8K3NI8uW60OFjsUTlBnRItExOptRCywNPeyyvCLJBKqN/sWh9E25/qyLuqNzwdsV75gAAMNBJREFUlWXvWzlKuT5ZM0pj7CbPg8o8zZ+kYFFY9O1PPH3w93/h7//EyD+rx3/P7p2bQAgWz6/S6yal7zsy/bOknjJ9XNaiiJy1ha2wuVmjw+UIi+dgrsqaKrhLeaL9lMOnPf7P/zTFNx6rQZjXdVeTOY69ZcU1GanzrnQejTYyVN7PSKuoHiz0dWkPFgDJQCeE5K/9qPqFa4YAleQpLAgjsu3Uq4zuGNOK8jkPQIvgM5MBOYsjQOTJoEyPp8IiBpbXXT/k1//+Kv/qP01x5KwAj0ogyUjRlDGSqKggzIPOMsjMGV4at3ls3gBRBJlUYwxb3Oh5Uqh6a1RvUGMMyg/YuHkHxtg1p3QNwC+4+I1IqaLhoE083I9SsgR35RrkD/eLyrkm5eyTUUlSypWK/l4X3PZbg9tLOTav+Nd/OMkn76wTSVUmc+RoKawQjqlL52QdaSJtAeKyzW4sY1kp0xip66ie7CpHiWpNxV8B11XmGq8uzLJ3ZUazdFkKx8VSOici2xvHCkQmR9xr56Dk8wiNcXpDCEuKC0CFAYFBCEWCJdAJ73lDn9QK/tXvT3F8wS8nIRWlsIzIldx0sXnQKVzAmQO/6NQ3FGOX80JGlcuTDOjCUrg/5bmqSMEsGN25Yws//J43RnGS8n//6rcBuB9uIAib/3xi+sLLB93jr1G2jVQUA4HyxEJxOYuhiRWQV1k77/auAHzE9xbWJW2EGQN7DvhSdyuVcnxe8cv/7xSf/mqDSFbKXytVgg7gIuvSoWggzp2TPLAc3YqkvFHHHZNqQFllkKruXs8D/6tgfN3iwqr/XU3T5/YgZYdVVl06kvwxhqw+JWd1iZHGAd1Kx9g5q+cztk3+eXXxwZPEorH84Bt7aAW/8h+nOL6QfcYquCsgt0iG2c/W5OAudbkS7gPnIyVUpRk5P4d5KYzr+y2ntBRDfwqHybJhpsGVl134zUsuuuCft1qdNed3DcDD2gSnj3yhXa/7B6Ym/n/tfXmYZFV99nvOuUstvff0MmvPDjMMMA4CAsMiICgSQpRIFrM8+mkQNWISNZgvn7hEcUmUT4OJSTQG8wUCGHRcgoAhAwQVBFmEYZiF2WeY6e7prbZ7zzn54yz3nFvVs8AMA+Q7z9NPVd3qrr5V9Z7ffX/vb+OrQ1QZIao/SpIypCmzwQXoSg6zmyy4iWwCNiF5x9KoJcKx6gbQukrHAJuqKQy79zP82Y0d+PY9JTSYoSVu6RnTBLZZNXEjlvkqHW+Sm2OlW9VgmilxTXzXAbXnZB4GuF3rbYFu7xJLMbLWyr6yIoTZjFLLg1JbcQVuKVR/Q0IoiHb0iMwcT6JfjAiTt8KQcokAHFdcUEXKCT7y5U7sHj00kJsCZUlM16uMrigyJDMtXFtzNdjK+WwdTs6FaiVY50AloYAgKHdEPIqL67/xL3dNvOO3Lmr6jFsSRkUnR6/ubBdP1NIJNPg42ssVhAH3+bYToFEh95wE6IXs/fpJ41BSKmxOSUZJXHCnoIyDh8Dfrynjth9py+1ZbD+himjLHRmn0mkT16oVRN5Roy3Am1dGWoGXeB/gQey3g2S3FCvj3/AoiN8YyPkxTpfJWYE7EcIfYmXHhFvZ0Il4cifyaaKcPFA55JyBpcCvX1TBO39lEoGJnwsn4imzvBWTEZlIXeMplXyYSJNTDh3l1Hkr0g/nm2M2R8V5n3UODNcISFRFsVxHGhef2D0ydfV0H3PQ6uDMBW/G5qe/zGtisfzo14fRXkhx1WUSPWX1oQDG+ulGM5AW+NaSEx/gyroLTUV8K26lQZIDN1GtHhACdz1YxC13lVCn2lp71jtLpILm25GhJ4aOtJIFHXmw1ThALzW2xXPIHbcQlznwt8C6ROvVyoL7rZV90JvKL6IDPsLwb6eOUUglcBJdZykMPwfATYmY4eFaloNgmgQzKypEJMWVb6ji4XUhfvRgSVlo87698jQJ0AACVE1BM3zbfBZUR2n1cUak9VuZadpJ/H7i0N8RQDBvoIr3Xr4H3R0ET+07TSZygr/jt95y6AAHgLT0q6iK2i3jlYmle/Y8X77vUYHzThYAyXoBuvq3BXfOwhOSU0uI9K24BjclOaeSpGAhBw2A7z1QwIe/3ImnnyuogmGapyXmh+j6Sr/lMaMZuL1ZNa0A7YIaJAdkvzWyL3sRD/DaChwU3FLC8hoDZA/oJumKGHD7z0tnE/iBIB26F0q/l0TTE5hz15KepHqDKHByc2LUUBVHKeISKxYk+KtrxvAhCvzggZL654E+I0tTDOAZJBhsXNGJYgrtG5lzVy6v2sRGhpVSWnCrMe1AT0lg9XKGpf39mDu7e+rCC8+8hbIiPvbe1jhmmGZ9+UtfxMUXXfzIyYu73llId3UO9saIIoIoEFmrNGocSmGDQL5yIvycb5KLajrg9qOVKVjAQSOJ795fxLV/3Ymnnos1uFvQEyfH2+rdJNdyTT+21fLuc24lvcvHXe1bV+8YCmNrVLVGnencQDZTNGsjkenk2WvkJUp302XPOxFTmnN0vdTdzElDbsOi5Wa129K+nnfrbGEvz0YA/T0cJy9NsW0PxfrntI10ya5VPqw3rnqb26N+ZZDzh7lj+iy0IBAyie4SEAcFDI+V0Nl/xu79Y5XfWbTk1ATTrGktOACcumo5KpUJ1PY/iYhNgjnUw4TmPevt3ua0b+JGKl21hLiOpQ7kBBwkAL57fxEf/etO/HJT7HSAzUmCOs+EaMsdueBuGbHMgjqKnsgmS07z4AGaLHzOcGf3c9+Zl1KbWy7tds163uG0cqGhKaRZIzfFuXYSB4UtiICmMEQQe0ZEi8zE5HTo2fJKS6YZDZMqGUu321TvpSGxYkEDn37vOCSA799f0uaSOPkmyCgLDSBBkWqyI6EUloDoJp1Q3wOz75do2VBq2VHRGKm5+f7JBIViER09i9DR2XEgCB8Y4D29g/W0MXXV3DmDt07tf7pcKiaIoxRRmNqiYBfgnppCWgRzmqTAjJpYesI4EAA/eLCAa7/Siac2u5bb1bmzPBMLbgvoZr7NiDm3HKd2lJO8guKrJe6UXkdJabI9xkc5uJ8JA15NU9w8cBBn+rHznNdKwQO5mR8vYWM4JgzuUhYb1tfbjxDVQi3LwlEBFEPonb3sLt4ATlyQ4LPvG4cQwA8fLOlfNGF8Q1mkpSuQDJwSNODSKtN7XL1Jw8UpUUlj1Dl/wFxtOfr6B6ckyFWzBgfqLxjgSX1U9A3Oe6hYOHN8w2NPlNsKVYSh6trqDvLU9kVbMGmdzmZwcx3I0aAmwlpt6oD7339SwIdu6MTTFtw5rk2zFFhA8e5Ig9wL6Djc241cZpRANoM9TwtyQPUv7xkFcVczIKa34hbozm1eVDEboWX4Gga4WiYkWVN6IysSy8cVaBTvNtIh1dYe1qITkZ0VMd8tmsEuGymWz2/g8x8YhwTBXT8pehzeewPGqgsFcruE6oFiPid7AZAuvhTQa5ygnqorwvmvP3d88aL5D+0d3i9wgHVAgHd0zQAh0T5enbpiydJF96YT94QgMThXrXeNHGU+AmXdWjmWrcCdS6BiApIB//FwjD/6Yiee2RrrVlPTWW9FSL0CBuLq3c1SYMvQPJzHDoCnu2++5CYq4m2EQzDd5ssnrRUVmydurDPJrLax6gLEqieuuiIEnMY5+jEAofuOqBC3Q55Maq1wmicTqcP7GThNmN89Y9IAls9L8MVrxvC+LwD3PuyCHH4PFAvqDOREg1xSf4oEtNPMtdwoJEEqJNCoY/VZpyXDk+kVnZ0d+wqF0gE/4gMmTlAaQ6a/RMeMeTvSwvGbntheAGX70V6uoRA1EAYpAs3DPWmQtAZ3xrWbwY0AuPuhGO//QhfWb4m1R+ha73yeidrVMVH53SHNoshWPSH+ZGIb0EFGV5qdPJ9+qPuuM+dSlWks/KHBuwnrLtVwQe5abBhd2JULjY2VTjKSW+kj3ZI3d1pEZqTcCRJmDpDtbyjNYwbp1HTanisJxdJ5Cb7yJ2O44LQqGNdlbq5ObkvgOACuFBupqoMSqTVwZLo31xr6REowngATNQ4iRnHx6TW88dyhTUPzhnb81y82oVAIXzjA1RfGcN0Nj265+a6Odz2141w8t4ujXJxCIaogDBIVJXPyBUzlNtFAN2F75gVxdHs1qhKnEAL3PFTANX/VhfVbY8jQtdxBDtyBAjdVBt5td2xLz7wQvENNkAHSreJp5tvNqobnYBpwZ3d9i04ODnSZfyBbPO+A2AJe+sezRkDuBsk15swfEw7YW/xeNpqQ+sEgk09uy990MyHBIOoUS+ck+NIfjeH1p1VB01SVvgnuBIJ4dqtmnqiMQOmE3/USUIGhBhdgaRWsPomFvVP4o7efhMvPSt+1tOvuLQE7KHwPTFEAgATLkDQqCMLirr076vc9t/6Bs79x5z4cP5fjxPkp6oh14o4vVWUgzzRvSgQYySKUQZxi6zDDg48Vcd3X2rF+i66lpC7PzllwA26Hd/uheMC2snCB7AFbtqYoLvdGK+vsPk+aaIkbss/+xkF9DsFun8kM1NmPbb/g0BSlZbu0RFrQG+5qYi3uJnDVEtOMXtjzMtREK+VU8XYDdogWm9Vt9WBeJgGOm5fghg+O4bqvSfz0sQK2DkdA5GjkNtuQ6OQrqiw3UcmKVsWCoitUpDhtyTAWz6xg67552FM9/T6Uz9qVyhpOP6l4UICzg/4GgE9+8i9w3sUXjDRE28SaB6O3feLvxxGHIU5aSCB4EQln9sv0Mwb9foFWBqQqn3v9jgCf/lonbrilDVufjyADlrPcTssHIwdqcMca1CaoE2irHVDpWHBnXArJmtpnOjd86kKzXG1b5UPd/O1s/IhpjORq3SZvO9PBs+PUe9z6ymCvJu4VoIWqA49KORvN2XhNf2ckPuc55P6Ped0mp7hJEWo13ES/gJDo6+E495Q6BmdyrNsQYGSUZUgjzp854j4lsPJuaGIZkCjHDfz+RVO4+rI6zj/7NMydu+BPhofX3z9r5tJDge7BLbhZcfk4FDo6Hpo/T9xx2ZmVy2vjG7Fus8RAd4o4ShCFqZNQ73aPFc3gLqbYsDPAJ/62E7ffVUJNBCpCQ1o5lNlscaKtdeSA28sSpD4HbxmWz1GYlgEVYgUaXw50vpi8w+kBwIlOHnS5vyudv8m89sxK2+eILcQ19ITonHCh4/tGKoRQm1FIapNXiHE8dVIWoCVFUPX3VFjN3Fh4AFryo63fg3s4STHQLfD2N1UQhxIfv7ETG3fGQAyT+J2lDEqq/q8k9mVCKlFgEt1Fif6uEIEcwCQfwuKlr72j1L34IWD8UGF7cA5u1pknD6Ash7f89qWv/cDZK3vWzB3oxcj+MiYqEZI0UNzMfBwEWWIVyeVzxxwbd4a47m86cfs9JdQI0wULQWtwG62bqvTXmLgZgvnaylwBdB7EuSKHJt6NvKJCHH28uQYz2wEW95nVhWPncmDPd7Myd/Lhd/e4+rtcM06nT4ptn+Bwa5N8JXIc/YBJWPlj1hHVSVhObSf3ajtVo33TbyWpMcQCuOL8Kj521RgWzq4BieHhjsMpuNK/zUYlqnNDFEh0FCS6SxTjUz3YvGf2mlL3uR8YHWlsIWTBkQc4AAzNn4N16x7duvrMU55ctrQfcdhQ0TNpDI4K8BAnLJ/17Fbgfm5vgI99tQO33VVGDXpOTp6OeJq3D+4oB+6sI6zMQJ4HNoxPAPg9zvV9rbOSvMPpgDNTVNDi8t88IexwpJSWgJbO8ZbpsfDB7m4ARy5s1TvFdziNaoKco5lrHqQr8w8Ecm5BHkDIAGnCUJDA295QxXVXjWOovwHUnX4rxvmUQs29lH6tgQQwUUnA4l4MLTzpyYceenhrT+/Mw4HsoVMUswYHB9DeNeezydSzCyf27bySymG/7bGjkph2xgFLkELgZ0/E+Oq323Dr3WU0iG6ZRVr9GM5NLLjdsjNFS6afgtbc58RXUqgDUh/o2WNDQ/JWHvDpiQvk/OODAd3kPXtA1zxaWkcyi2S6CVcmHd+vwNctKh1LL+zkBH3uNqCje2/TjOIIE920vWQFBAWIUN4hpdATGLS3KJj3BimFHTUppXZmE4IwSPG2CyqAkLjx9jY8+kwRdSuWKwokCVUt4PSG5BKoNgRm9HSjb2DuLSeffOJnN2/efrhwPTwLDgD9A3Oxc+MPx7pnzH9HRwe7P47hN8PUwDaNeYIgQY0I/OMPSrj8Q7245e4yGky3VTO0xBQI2/s+LTHgbtmwh+byTFyAwzi+vpLiBX2Qc9JaWGxrueFbbZejvwDDPQ3q4VlxC5YmuZA42nZzZNO0m7BUxdPD0TQ52W0Ll1l802/c9Bp3JEPptqIw1ps5j1UuuWpHESLgFFdeUMV3Pz+C33vzJMpEzwmSKSATQKRIhNQzgpTCyBEAQfH+45YMveOfbr5zbOHCoaMPcABYtPwStJdJZe7iyxtRoQOEKGCHoQJ0ECQIgwRR3EANAt9cU8a1f9OFvRMREhLq/ty6+p2ELeiJUksMuN3hUHla0jx2xOXc2QZopWtT7b17ujeyrEE3D8VVLuBsArP8TZBXFw4B105k21IU57h9riU9yXPx6YM80ik7tBq67VFCfI7uUBTTYN/ebwJ5i5ZwgiHVlCVNQxAeYEYbx/VX7cfv/so4ymgA9QbA64CoQ4oUVa5C8kkq0dvdgff8/qUNQeLK7/3mJS/IXhw2RTGrvXsxpBQ/6+o//Yza8PeLHeVxFAp1UJKA0gbCIMGmvQTfWduGz3y9E/snQ90MM5dbAlNmZm6JB25DS5pyTFyKMk1H2OkmpLlUxOafIANzk/OZpypwJTzHtKNZXTkUYEt9TpayOMlXlp44YXmTiGVrHpu4uM4qpG60M6MpsDQFuu2yyBQX8/4EhRqkA0cTBwCThahGiCsTqfso28IG3bNc30LqWUJQlKWrzPHJd42jEEisWVvGhr1CnZAQSBsFjCchemZEeNP5q6orVyz6GaUvyA6/OICHcSfq9eqf9c05X+5NHv3gzpEthbZSiv6eFMUix389EeLjf9eB/3y8hDoPc86kXz+ZJTpnOnMrWpLNrmzhSNrfM8CVjkXOWWmS5XHnrbcPaB/sZlmLnn9uGm5+cJQb7u1zbUJkBnbnOVun6HFyzcH1rd0hZvw6JU6OikpXVRXrqvhYCqkKk4Xh0vo1zJsUFBRCD0ajSumjDsjVi4PoKnmpnXcJCkmEbsxPQQmDlBxdpQSffs8ELjqrjo//XSd+8oREsZRgoHsKjFIsP/6U2m9cfs6XSnHwv8tt5RcM8EMK9Ey3PvWpv5Affv+S+7aPxOxra8Izbv5ejSWEY6pB8Gc3duLHD7eBkwgII4BGAIvgTVqgRuPWYj91S81ccOuCBU8tyfJMjA5u+bZj3T0Obrl4Vsjghe1NoMb+HfHuuxFP6hyzG8ZQG5oP8rgy43TOazOFArLNZjaW3Tdezgyxt/b3HF/Bv8gQbyNmr2eez4Cdv1qZK5RscriJ3qfuK7o1otS5ze6HgcSSeQkWz02wcRvF+asq+OBvj+JNqwcapc5Fn73vsec/+cazV6YvBqMv2IKb9c6/7Gl0dS+6fv32YmPvvvonarX19D9+WsDaR0pAHAFBrPm2a7V9r4wStdMMLXGttZ9j4pSd5fTuaZ3JfK1lK8vtAdAHdJ6WNLWQQAuHM78OwZob621lVw1Yky/tH/fpiABsyzRDdaRQzSvN5YHAhOyFUjqozgk37dgMRUHWYsL20XFzCiQFlUJlkVIAumpfEjVhAhAggqoKeaKUGEKgMhOJVOPFKQOnHEJQhILgvNc0cMHpdeweBpYN9YoFS+Z94s1t7X+FdHfjU3/44vD5ogF+2xfeilu+873qucuW3jGjmH78NbOfwle+TdVLBzHAChrgOlwNHxxwwM3g55S0SqDKJ1Mxh4a4kmAzH3csb45XNydVTedkwnEuXc7SCsjGmk7/2UmZfQYmSJaXDoEMyMRQEo0200qCAjmHU+WsUD2izzw2VT2UQh+D5tOGvmT9V2yaLM2ez2ySHqOin6f6DITplGWLYPRvk+ydqM9bxUcEY5CSICoIEErxrbt6cdapb5Dl7vl37NtQqZ74mt96sfB88QAHgLNXzsXI5PxnFw6Kq1nyxq+m4n6KIAYJSqAsQEhVUYJpDgRpLmcZFChRJUsGgG6UkuWs9XR53k2tIFxLbShGLtDj0QeaA7/+Mr0LrwG5BXyLthLIgHuw5YI3f0w6r2ecTf3xZZtCupo50aF6paRnPFxbd0EgzG6w4IXeJMQWPUBSECFs324B1VtRQmhVRjmUaiaQ0CBXS2jmTezuNRtXn7nFQQDGOERAUainICTEZRdfIMK2k68enL/02d2P7zoS0DwyAJ81dDJ45bEGLb7+H6p7flKKSvO/iEigPQr1eD5pPwClzarO/ebztJYUzWDNz9DJqyBZymtzpXw+Jba1XJgB37XyrjYOd5Mg47r51WTZD2MZ+tHqFVzZULGLTFFROCU2B4WCQAipAZkpLEKDnGgH06SmuMUQxHusdpDbREg5suafqqgO9Sy5e84qqGTO3UiKZteaDgxJEkEIjll9s7Gjgj/+jUtf+w/3/HQDv/B1xx8JaB4ZgAMAK52M0dGtvKvvXRuXHf+LiVMX3dO+d3gCjDFb2KsqNPTIC6JuzZXPpRnMs8Stx4q4WndT8QLy4CYe6H3H0E+48sAPV0XJKEf+x5MLX+DKJ2tlKeKZmmKMoBfad0GuKYICnczoBaQWOvTWpN4/yBK1JLzWJsZ6E23pYRQWaMsPotQVKqwv4Al6RPphfU6t9k70dyuFQKWxCBef9ysTl7S9buOO3Tv4ha9bcqRgeeQADgCEtWPjluqaN5532nvrNfmlr9/84559I+MIA6pSgKWKUDV0vg0nxJbuGVpA9ZdhwQ2HLuQ6v7YCbbNjSbwNkgd33pLb9wLS8nfzZCRPX14ozF0N3DqSyHi5OWAMhQABdWBurL+wQDRBHmktPLXPm7I1OJX0+l/QLDhkToblAkvQmjqFqf+kkHqIpqVVtsROBZZSTpGkAdKUZRIoUgRRL7oH3zjSPXjWNTKdWsPpC5cEW60jCvCujm4AwN7hsZve8ubVgRDyszf/2719Y2NjiAIlGVUbalfXUpJ1ZkIG2HwlvMe14VhnJ+e7lSZu5cADgDufBw40A9qqKfA3lUdhXC8zT8gPY03nYBoubfm3Xi7IhQY1TGcqDWQAWl1RIDcW3TibwuPiaNLODY0BZOaEQhdMeL0JtfNKpPf2qW79wDlDrR6i1gggBRAEHKVyF/rmXrC3f+65HxE8uSnqOLxEqkNZLzxEdIDV19uJRiP5xq9dcua1q09fvrejRNDdBvS0qT714zWKiZSgqvMO7BxRuCCUOcBL31qjRXCmibq0suytwe1uipbgPhAN0b+fOYWHb8pl7oFbg2lzUpBZ0XzJms0etFPWTE8/E5qHLVfL5ts3l67JaX+y1FkvHdeei5n1aaictLlJcZSiXExRT0IMjxUwPBZjYipCe8+Je/vmnHOtFMk3okLn0YDiiwv0HGh97nPXY/5xr3u0VAj3lqPkHCYrxRldIbo6BWpkCvsmJSYagepNZ8rOqBntJz0OnbV+8CVCtzqHOb+vOlSRnKXP+HgrcCt9/ODg9vh5jt64bSRcbk5a3vpXAZvFSP1N6106zGraPM3urduVypcsSXbMcaCVv5Hxxex/56ZHaPAq9ch5zv5O1o8yYAJxmCDhdWzYCTy9qQN7RwqYrBB0dM0Z6R8Y+NDE6OZvzJi58mjB8OgBHAC+/52b8fbffOvjfb3t27o7o4s6i+PxOa+p4tRlu/HLDSl27S1AhgwBIf5YbVfnboo2NoPWbbfGcqVl7nPTg9uhMxTNQR4X3MgBGNOD+FAB3hRQyj3OUNsa5KbzVZ7ftAK5C27i/E6mWWt+PN05mQ0A6Z+Hed5EkplAwFJ0lOvYuKuOz/9LF558tg1pg2PmrKGJnr457x2bZP986plv8S5eR3odUQ7eanV1hoLL9lv6emgaI/nm7M5HC3VRQ1tEAJ5AyABCqqJXO4uTTkNL8vSE+DSlZRWPA9LWtKQZzF5OuIMr3wK+cIfyUJbjV6r/Y/NPiE0xtBKr/hvT+MfwXnU1IP4MS0CpKDoXHFJmUUuSNQrKSuGkM6/SnTFFrDKjBktpb4FIlT+n22oHQYJqwrFpe4jxMY7li+fV2jr6/lcct90+NlEVB/8kXtw6KhzcXW+65NewYHCcl8rzb1+0oOPtpc7+2g8fAp7cWoYagqjeIzWVOhbkOcVEv1521XZ6CuZUk7yaYptoOuD2jttGm4ouKapCmjcWIY4VMyd0dGBO4KTKyjz3zqW62hzvjFeLHM/Oc3I3jdbmj3tpsy63Jp40mW9LwbmSALmTQgtAJWNxYPlcidUrh3Hcilm1oH3m24+f3XX7U5vG+BVXvPVow++oGiFvVXZ9BcXBDvLVfxq/4o57R/9x286NpUa9ik17u1AuFtEbCZT1RDeTOKW/W3uiLm1hdsqye4w0HXMr5d37LoAzStLKYmdOo/2wvPu+Vm6uCjY45FATN0GrVYZj/jFanIv90kh+j8mm11DOdq44xPgoThdgd8ivO37dm4jHjNHJ+t7kgUSpmqUaRwlKxSo6ShPYPtzA2HgZg4NLK5tH5v/+BRd84LZ3f/xf5dc+duVLgrujTlHMKs18H97+kW/Jm/44uHVkeEmw6lfrX92w9bHOz/xLAZV6ATGTiAOpWhHqKJuZZ26zP3Ovaax5S5nQVVEML8+B21IV6oAUmnOTFrs/T02msd5Sy3Evxnzkc1OkQ3ltwMf7HHRw3vT0I1nKquoiD01RNJWg6oVU9DILxJkeKm6fca/EKAduVZepLDylFEKYHjgE+8YF/u/tPSiVVo2987I573nL1fNulSNfAun54EsFu6PrZObX4w98G3OW/SaueU/jyUV9/TurctY5Dz6elKqTDfSWgXIEFCKJMIAODBELcgDeoFZrqT2KkR1nzjFGHCqiVRt/7iVxLDzJUZ6cs5V/UyS3OWz0czrncnonc7p02YMt23kWgBm74LAbWFfS51ZOzoxftpedh57gYSujsvQJ0/sw5RSNhKHeCJCmVPc3JAhYAhp2oBa8fnjv1HHXfOdn7f/8l+/fg4UnXvVSQu6loyj59ezWUURR8I5bf/Dg9WvW/LhP1MfQVqCIQmVVJ2vAvnE1cIhAURLT5V/dyqzBPQMCDVjT0pBR0zidWMpCLIXJLDfNg87LftMgke793HWEEI8quDTFXDkOhaK0bPoDtDwXewaOPp6nVtmVzJVYHQfeDOzVU6zNMNzA0BEm7H01tl0gCAQCZ1gvCJAkEfbuL2CyEoBRiSgUiMM6ZvTGWLjs3L0dA+f+KZB+nZCBY4Kzl4yi5NeSed0Yn5j6+h+8bTWZ04nP/PDOe/rGx8bQVopQLjIMUg6yt46ntoeggqIcac9cOo4mySyw96W6wZy8o0ldepLvTpVZtAxA0guweHwB6qA6bJCo4GZoSha6zn0Araw1/PeWX1643Aud+/+DEGcUNrJZlNIQGU1X1DBYotQW2whIMxpBtGIi3VgTKJUIGEcxTiBkgi17BJ7bUQYQohQLFKIG2tpmYOHguXtLvauvTVP59TA8cAfYo7mOGcABoKO9jMrU1D9ccuHpaXsp+OKP7lnbLZIJ9HczrFiUYOf4CJ7513aMjrcjYqqTlfoGmy/teUeSkYx3k1bgdgCusgTzvQZ9MFlpzrGafj6rFfSyQ5ieYvhWv/kH7t/mrbbMfJN84pW3Uan+deeFuN58CtTqLL2kMjgbRGb5JOqcFf8OmEC52MDo1BTueCDA888LLJvHMdDLsGDeAJaccNbowNxVH0oSfLNUOnbgBo4xwAGgVC6jUW/cdMbpq0Z27ty9qLMdnxvd9XC4cFYFNKwhRISEt4PbRiCZREjz1trh2h6oHX7NvOPOnB0nGmmWSTcVQhUMSI0ot4WDv7IIn7Sv5HjIByCEVhnxriTOkzmpUDgOuLvZ3E0ipU4cpObs7LZzWLoTyNFJWKpRvhoWK2g23c2cEKESYZCCsAa2jVJs2c7RVeQ49bVnJgP9wYcXLlm5MYrj7zMWHWt4HXuAA0AUR2LTpg1rLrnk0mh8ZH2lPo/f2BP9iPxyR43WeY+et9MqeOPKgTmH0+G9jBhrrTk4cy14RlOoh6pMVQCEDWQABmjSM+D276S0xRymaX3eirsWOpMY8+/L/3+m7AzIdG9uO1dJB+AZXbPtCN3UWDd8RKQdOWgVFu1TCKqa71CR6eCml4oUBKmgCAlBMawgpf3ipNesknPmLX7fqauW/eOW7XsaixctPtawAvAyATgALFy4GMPPP9UoDc64Cd1D927ftfjX7/vljE89P1pFd5tExCQY88P4LqiZVkeYF3Jv8cNMQIfADe54KbH6uzYBkhRK/oJj0Y2MBhhQqYw900GB6FRTO1+HNJvwPLhbbWDDfoQZiQ1TwABwLrUll7baJwtyqVRkRnMURp2wLV8j9lqTWXYOgHCdUkuVksWEGuXOOUXKGSrVCB3FAO9/aw/uemzm/5k1e/GtPT0ztj365LbGaacsP9ZwsuuoRzIPZ/X2L0d37/zq2ieeXr9iFb2+0HHKJ95wxjLeUw4QUa5A7rRHtqCmRBfo56Q/q2pk9MT7YQSB+QmAUHe3MD9RoFQbkw9jrCUX5kdr9ULVIwrdRFK6jplH1rNFsiu+fZxXO4xCZH5M6oKUCtwpl2ikAkkqkOrbJBVIuXqcphIph3Oe2a2NgNrHRD+vgJwKAs4JBNez7oXqTVhPGKp1inpagohO5ScvW/mJJ3Z2X9/f+fP1xx+3sPpyAjfwEuvgh7pu/tb3kHb9ofzch6+89+4134rjUJ5WmdgfSNFAmqoyKQVCgjAgSjpkRIHAdR4dCkIZAWO0CdghA1jgyI/mPssUGAmClEMBKFHAMo0tAVMjqYmKNqOt+oK3mpOZv8IwK985kUdr2RX4kgSoJ0CjIZBqoHO9wSxlQVb36kmfrtJkTthuNJLRIWKik0pKDAK1ZRtJBBb2on/OWfX++Vd+vqP//D//6a1vlSee8u5jDZuW65jp4Iey9o2MQ01uIZ9Z98ymM775/75Ht+6pnjE8MhL0tjOUiwxRqMFt1RAFBjggd0HNGEUQGIBnYM40YfWlmqt2yoFqjWD/pMDYZIJqXYDzrALGU25YRn2Yc06UEP85J0hlb5nRoP00BEKzqnkuCCo1gv0TwNgER7XOwXnWVsJo7/krFGNUbWZn85r/Y/4/4CS36Y0WBhJxKFAqpGgrVtDe0ZWOTXU9uPSkS0XfwPwHucC1cUgQREcnl/tIrJcNB2+1ZvTYIZ/XfvbG72LZSa9tnzU++bXNm7e8rTq+i4LXEAUBgsCxlPCz7Dw+SzP+bb5o9aVLB+jSAbpyGIsxwVRVYmKKo9ZQNUhuNDXQ7QBs9E8nLqnMP7Q2I27kUBdWmwiq2WwKiG4OCBAGFMP7gdGJBI1Ezbkh3gZTvFkwI++pshtCKKggnvMJZHyeECA1KgoHuK7r5IIjjovo7RsQ/YNzblsQt71b8HUTheLKYw2PQ1ova4C76yNXX4ZHntw8USwU3r99x6INv3jk5ysqU+OXb9u6GVEYghKq+u+JTFWwshpMzgrJIp/McG2JkAFBoBK9gkBqwEuEgUAYSnSW65C0gQfXFdCoUZRjYalRGDjypbaibnrpwZKdvaCViTAyc04CQSARBSqJqVzgqDYauPcxgnXbInSVgCiQ6mpECZi5z4DASpm6JJlIMKraRnjBIX3rZRsSgKeqSf3CRQvQ3dN+x+CCFU/29A7e0GjUJkodR64o+GivVwzAAWDVigUAsO+5LVv/fOUJbx169tln8dzmWZc/ve5pjIyMgQUBAkZQTwS46R9MpSps1uadUmJD/mEgEYUG5BrQgbqNQ4E44igWEgzNHMW+WgW7p2YhrRTRD4GCUH8Ly6+lHqhKDstzN1ac5Di54b32POIUvR11VBpj2D0WYsOeGVjQR1COJOJQIgqAULfsFoFRepQFN1U2nKsNAPjyqkmdbSQUKecQnCMutmPxkuOxePGiOxYtXHLNVGVqS1CYfawhcNjrFQVws+YPzcP+/SNbTlqx/ENdneWbFi1a+IGnnl5/zvO7n8Uzz43pCB1sfxBqgh4koxRhoEGhQRQFEmEolLUMBQohRyFO0Vaqoa1YBUEDk3WJeo2gHKvzsHzVWEfdfkEezGy3WK4VZ9aKq/MpRCo03laqgbAqGIDxOjBa1ZMXpNR0QoM7S7MHYIaCKeoidZYj058BpYrbMyrB00lMNbrwmpOOx9yhJWujqHjD0ND8x2uNdEtf/ysP3MArFOAA0NXVAwAbpJQbADxZrTVmnnHakr/9t7vXLX7umScZ5wlGxjjKRQpKGWIoADGmlJLQAXccCkShAnasAR6HKQpxgkLUQBAmAOGQPEU1BaoJUdPdmETApearbiIWOSg1Mcv+nhP0MU6eokkcUZgijlJEYQN1noAgRIMLTCYMMdNXDCn1dARN0+x8VAGq+wYGTOeaQDm0xViiFCfYNUwRhhHOeN0KXqMrNnQU5R+sWnXqLgDrX2y/l2O9XrEAN0t/Aetlum99I+EXv3ZlNPvyC1fd9qP//I+O2+/cXoasoBBSna+s+GkUSEShRBwJFCKhM+C4BjnXFCVVk5wDDkp0/2opUONAnaux0lZfdnKnmxxcoMnJ9JKkclEYQtTcYkolqMnqYwIh4wgDNamO6B4PDaFG3jAtZXKTVhA4qQUAzGj1IKC2BwpjEsU4wcJ5HCKePbXi5DeO93ZUrmiQoR0SwZZXOrDNesUD3CwSzICUcsuFZ/dvg5g4Yf+UeN3xx4u/2/js+nTb1o09jdp4e8SIddjiCChEAnGkOK4CuAJRGEg1ioVlU5xV5I+DC6k6cwm/IMMrPmiKRhK4gPHbPmjFxX0NQ1XsKEZzPmpqnXmlVKqATMJV3gwXAA+I1sOlrYwgRNjXjSMKygJ0dXdNLFk6NDI0f0HQv5C8KyjP/8lAX9sY5xBB8OoAN/AqAjhgrbl4dtOu0cGB2XdG0fjS9/31rfXv3/b5P/nFoz//ndF925JCOHV8QBuFkE74AI8EClGCQpSqtFFBdH8S3ddaApAcUkpwSfXoaeLlpLhV9DaoY3Jd9K+YCh2TS2Luq2lnrjnPNGmqy8bMaHTT+IXByHtALaUgBCiFUtdWKkc75UrLHyi1IS5Ete7ujnXLly8MV51yyk0P/PCPv7Bo6Wfi/o7OmhBjgpD2Y/0VHvH1qgK4WUsWzgSUPlbZ/NwWBEHwOcbY5044YSlrby/dKJLK0trkptVJbSejckpTgAo62xooFmpIU4bR8U6IlIExASEYIKgGswnHExs5dDP5bEGFkxJgm3ZqKy6kqUwHUm3lmfCdQ6OpU9tW3mlJrMcrFgOJUqA22L5aijoHyoyhJ07RUQ7BAopCqYAlCwb5yhMW3N/WVlxfq1aupgw8igo4+803yI6euZVj/X0dzfWqBLi7FswfArKrf1qr7H83C+LuWmXfp3ds/PeoOrGJh1G8Kg75KXv3r8e9axsoBiXM6imjt1Nx3jQNIWSj5esbfHv5LjaCqB6bmk8zK0cKxZkFVK6Eib4ybjL21Gvn81VsSgANEDGKciDQVeTobqc4pXccQTyBX26bg8GO+ShF+Hm1Wn3kxGXz2O9eeVFj1uCMj1ar9dEZM7qO9Vfykq5XPcDzq1DqAoBRAO8BgJ2b7wFAzilG1Yse37Xwil01elx7wCH2bUWxMIkkrSFNUjQaKTgXYETp6BawOpmKkCzwE4YUYUCz3HMNUi6ANFWtowGp8q5pNg2NUoI0hE2xNdXrEqr9sBQMQgqIJIWoJwgIQX9PAcsXlPC2S0/G7Jk1PLa1/Mwzm4du6+tiPxICa6/8tfPwyY8e60/92K3/cQDPr1kLLgCAtY88Pbx2wRLcd9JJYlFSHRH/+eNh0d03sGBgzoo/peQZ9A2k6OmpYO/WBDIBGhCIGUM9IYgZgILK64hChmLMEOpPlpAsG7GRAPWGRKOh6hkDRlRWIAE4V82PwkAlTlHCETIOQICnCep1jqmKBGX9OPGEkzAl23HOKXMga/uubwsnN3fPOo+29bfT84fExvPPxp2EzDrWH+3LYv2PB7hZq5b1AsCd5nFS2wnK4q761PYH00mJGX08+d0rZ36QcvqGiAlAcNy99iFs2jWBnpihrUzR0RGiXJAoRg2UCxx7RigYpSi1SRQiiWqNY/tujkpNIg4J2ssBGAOeH01QLjD0dpfQTmLQgKNUAvpnTKHS6Ef/7FMRBhRhyEFpetf8+ekXU1YMz1+9AksXzlxbqdb3z5vXd6w/wpfl+v8An2aFhVkAsB/AdwHgmc27cdnrsU7ydAASIkkaeOSJp/HMziqCMEAcU0gpk9NOO+U6wicv7Wrbnzy8LkR3W4S+bhVOr6UNJLFEo84QhQQzugJ0d6T42dMCs3vjsH9Gx/d2bn3yOkrDMAxTlIocdbShY8ZKBEEIQiSllO35vV/F5kJ5Dj5/rD+kV8B69QieL4P1xGM/BSEYmBzf09ndNiwfeCJCf2eM/h4gZAINXsdjGwiSRoAwAPq6AvT1Jlj7mMRQf4EMzZ05JqXcc/bqM4/1W3nVrP8GKSkTT5Sc1ygAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMjI6NDU6MDMrMDA6MDClyvYkAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDIyOjQ1OjAzKzAwOjAw1JdOmAAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 280778000
{'hecke_orbit_code': 342273571713721830, 'n': 1, 'trace_an': 2}
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id: 280778001
{'hecke_orbit_code': 342273571713721830, 'n': 2, 'trace_an': -2}
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id: 280778002
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id: 280778971
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id: 280778972
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id: 280778973
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id: 280778974
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id: 280778975
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id: 280778976
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id: 280778977
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id: 280778978
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id: 280778979
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id: 280778980
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id: 280778981
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id: 280778982
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id: 280778983
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id: 280778984
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id: 280778985
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id: 280778986
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id: 280778987
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id: 280778988
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id: 280778989
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id: 280778990
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id: 280778991
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id: 280778992
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id: 280778993
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id: 280778994
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id: 280778995
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id: 280778996
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id: 280778997
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id: 280778998
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id: 280778999
{'hecke_orbit_code': 342273571713721830, 'n': 1000, 'trace_an': 24}