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gps_gl2zhat_fine • Show schema
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{'CPlabel': '8C0', 'Glabel': None, 'RSZBlabel': '24.24.0.166', 'RZBlabel': None, 'SZlabel': None, 'Slabel': None, 'all_degree1_points_known': None, 'bad_primes': [2, 3], 'canonical_conjugator': [1, 0, 23, 23], 'canonical_generators': [[0, 7, 1, 18], [0, 17, 19, 14], [0, 17, 19, 22], [0, 23, 19, 8], [1, 0, 8, 1], [1, 8, 0, 1], [8, 21, 3, 2], [9, 8, 16, 17], [16, 9, 15, 10], [16, 21, 3, 10]], 'cm_discriminants': [], 'coarse_class': '24.12.0.ba', 'coarse_class_num': 27, 'coarse_index': 12, 'coarse_label': '24.12.0.ba.1', 'coarse_level': 24, 'coarse_num': 1, 'conductor': None, 'contains_negative_one': False, 'curve_label': None, 'cusp_orbits': [[1, 2], [2, 1]], 'cusp_widths': [[1, 2], [2, 1], [8, 1]], 'cusps': 4, 'determinant_label': '1.1.1', 'dims': None, 'factorization': [], 'fine_num': 12, 'generators': [[5, 1, 4, 19], [7, 12, 12, 23], [19, 23, 12, 19], [23, 12, 12, 19]], 'genus': 0, 'genus_minus_rank': 0, 'has_obstruction': -1, 'index': 24, 'isogeny_orbits': [[2, 1, 1], [2, 2, 1], [3, 4, 1], [4, 1, 2], [4, 4, 1], [6, 4, 1], [6, 8, 1], [8, 2, 2], [8, 8, 1], [12, 4, 2], [12, 16, 1], [24, 8, 2], [24, 32, 1]], 'kummer_orbits': [[2, 1, 1], [2, 2, 1], [3, 4, 1], [4, 1, 2], [4, 4, 1], [6, 4, 1], [6, 8, 1], [8, 4, 2], [8, 16, 1], [12, 8, 2], [12, 32, 1], [24, 32, 2], [24, 128, 1]], 'label': '24.24.0-24.ba.1.12', 'lattice_labels': None, 'lattice_x': None, 'level': 24, 'level_is_squarefree': False, 'level_radical': 6, 'log_conductor': None, 'models': None, 'mults': None, 'name': None, 'newforms': None, 'nu2': 0, 'nu3': 0, 'num_bad_primes': 2, 'num_known_degree1_noncm_points': 1542, 'num_known_degree1_noncusp_points': 1542, 'num_known_degree1_points': 1543, 'obstructions': None, 'orbits': [[2, 1, 1], [2, 2, 1], [3, 8, 1], [4, 2, 2], [4, 8, 1], [6, 8, 1], [6, 16, 1], [8, 4, 2], [8, 8, 1], [8, 32, 1], [12, 16, 2], [12, 64, 1], [24, 32, 2], [24, 64, 1], [24, 256, 1]], 'parents': ['8.12.0-4.c.1.5', '12.12.0-4.c.1.1'], 'parents_conj': None, 'pointless': False, 'power': None, 'psl2index': 12, 'psl2label': '8.12.0.a.1', 'psl2level': 8, 'q_gonality': 1, 'q_gonality_bounds': [1, 1], 'qbar_gonality': 1, 'qbar_gonality_bounds': [1, 1], 'rank': 0, 'rational_cusps': 2, 'reductions': ['1.1.0.a.1', '2.3.0.a.1', '2.3.0.a.1', '4.6.0.c.1', '8.12.0-4.c.1.5', '12.12.0-4.c.1.1'], 'scalar_label': '4.2.1', 'simple': None, 'sl2label': '8.24.0-8.a.1.2', 'sl2level': 8, 'squarefree': None, 'trace_hash': 0, 'traces': None}
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gps_gl2zhat_fine • Show schema
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{'CPlabel': '8C0', 'Glabel': None, 'RSZBlabel': '24.12.0.14', 'RZBlabel': None, 'SZlabel': None, 'Slabel': None, 'all_degree1_points_known': None, 'bad_primes': [2, 3], 'canonical_conjugator': [1, 0, 23, 23], 'canonical_generators': [[0, 1, 5, 16], [0, 7, 1, 18], [0, 7, 5, 2], [0, 7, 5, 10], [1, 0, 8, 1], [1, 8, 0, 1], [9, 8, 16, 17], [16, 3, 21, 22], [16, 9, 15, 10], [16, 21, 3, 10]], 'cm_discriminants': [], 'coarse_class': '24.12.0.ba', 'coarse_class_num': 27, 'coarse_index': 12, 'coarse_label': '24.12.0.ba.1', 'coarse_level': 24, 'coarse_num': 1, 'conductor': None, 'contains_negative_one': True, 'curve_label': None, 'cusp_orbits': [[1, 2], [2, 1]], 'cusp_widths': [[1, 2], [2, 1], [8, 1]], 'cusps': 4, 'determinant_label': '1.1.1', 'dims': None, 'factorization': [], 'fine_num': 0, 'generators': [[7, 9, 4, 1], [7, 13, 8, 19], [13, 22, 8, 9], [19, 10, 4, 9], [23, 12, 20, 19]], 'genus': 0, 'genus_minus_rank': 0, 'has_obstruction': -1, 'index': 12, 'isogeny_orbits': [[2, 1, 1], [2, 2, 1], [3, 4, 1], [4, 1, 2], [4, 4, 1], [6, 4, 1], [6, 8, 1], [8, 2, 2], [8, 8, 1], [12, 4, 2], [12, 16, 1], [24, 8, 2], [24, 32, 1]], 'kummer_orbits': [[2, 1, 1], [2, 2, 1], [3, 4, 1], [4, 1, 2], [4, 4, 1], [6, 4, 1], [6, 8, 1], [8, 4, 2], [8, 16, 1], [12, 8, 2], [12, 32, 1], [24, 32, 2], [24, 128, 1]], 'label': '24.12.0.ba.1', 'lattice_labels': ['1.1.0.a.1', '2.3.0.a.1', '4.6.0.c.1', '24.12.0.ba.1'], 'lattice_x': [5000, 5000, 5000, 5000], 'level': 24, 'level_is_squarefree': False, 'level_radical': 6, 'log_conductor': None, 'models': 1, 'mults': None, 'name': None, 'newforms': [], 'nu2': 0, 'nu3': 0, 'num_bad_primes': 2, 'num_known_degree1_noncm_points': 1542, 'num_known_degree1_noncusp_points': 1542, 'num_known_degree1_points': 1543, 'obstructions': [], 'orbits': [[2, 1, 1], [2, 2, 1], [3, 8, 1], [4, 2, 2], [4, 8, 1], [6, 8, 1], [6, 16, 1], [8, 8, 2], [8, 32, 1], [12, 16, 2], [12, 64, 1], [24, 64, 2], [24, 256, 1]], 'parents': ['4.6.0.c.1'], 'parents_conj': [[1, 0, 0, 1]], 'pointless': False, 'power': None, 'psl2index': 12, 'psl2label': '8.12.0.a.1', 'psl2level': 8, 'q_gonality': 1, 'q_gonality_bounds': [1, 1], 'qbar_gonality': 1, 'qbar_gonality_bounds': [1, 1], 'rank': 0, 'rational_cusps': 2, 'reductions': ['1.1.0.a.1', '2.3.0.a.1', '2.3.0.a.1', '4.6.0.c.1', '4.6.0.c.1', '4.6.0.c.1'], 'scalar_label': '1.1.1', 'simple': None, 'sl2label': '8.12.0.a.1', 'sl2level': 8, 'squarefree': None, 'trace_hash': 0, 'traces': []}
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modcurve 24.12.0.ba.1 does not appear in modcurve_models
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modcurve_modelmaps • Show schema
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{'codomain_label': '1.1.0.a.1', 'codomain_model_type': 1, 'coordinates': ['(3*x+y)^12*(9*x^4-192*x^2*y^2+256*y^4)^3', 'y^8*x^2*(3*x+y)^12*(3*x^2-64*y^2)'], 'degree': 12, 'domain_label': '24.12.0.ba.1', 'domain_model_type': 1, 'dont_display': False, 'factored': True, 'leading_coefficients': ['1', '2^8*3'], 'upload_id': None}
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modcurve_points • Show schema
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id: 127292
{'Elabel': '24024.k3', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 24024, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 35.4051518066295, 'jinv': '2378274944677888/21021', 'jorig': None, 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 4580
{'Elabel': '264.b1', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 264, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 24.3538864139681, 'jinv': '37736227588/33', 'jorig': None, 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 4600
{'Elabel': '264.b4', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 264, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 7.6246189861594, 'jinv': '2048/891', 'jorig': None, 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 887644
{'Elabel': '315534.g4', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 315534, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 42.9877013389073, 'jinv': '4670049471130380527/3073040493576192', 'jorig': None, 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 10783
{'Elabel': '885.c3', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 885, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 25.1959045658763, 'jinv': '87587538121/4425', 'jorig': None, 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 2785
{'Elabel': '141.c1', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 141, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 31.4818951151241, 'jinv': '47034153084673/141', 'jorig': None, 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 2800
{'Elabel': '141.c4', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 141, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 13.7241329355101, 'jinv': '-912673/3807', 'jorig': None, 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 4188
{'Elabel': '222.b4', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 222, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 19.8320881341533, 'jinv': '410172407/255744', 'jorig': None, 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 640
{'Elabel': '21.a4', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 21, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 22.1945222789114, 'jinv': '-4354703137/17294403', 'jorig': None, 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 653
{'Elabel': '21.a5', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 21, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 15.7880705667147, 'jinv': '7189057/3969', 'jorig': None, 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 806
{'Elabel': '24.a5', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 24, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 7.6246189861594, 'jinv': '2048/3', 'jorig': '2048/3', 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 1357
{'Elabel': '39.a1', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 39, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 24.3384824362541, 'jinv': '37159393753/1053', 'jorig': None, 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 1379
{'Elabel': '39.a4', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 39, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 9.40648264778745, 'jinv': '12167/39', 'jorig': None, 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 2165
{'Elabel': '96.a1', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 96, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 15.80357447719, 'jinv': '7301384/3', 'jorig': None, 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 2196
{'Elabel': '96.a4', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 96, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 11.4859241894673, 'jinv': '97336/81', 'jorig': None, 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 1848235
{'Elabel': None, 'ainvs': None, 'cardinality': 2, 'cm': 0, 'conductor_norm': None, 'coordinates': {'1': ['-1/3:1', '0:1']}, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': True, 'degree': 1, 'isolated': None, 'j_field': '1.1.1.1', 'j_height': 0.0, 'jinv': None, 'jorig': None, 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 747
{'Elabel': '24.a3', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 24, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 14.2576726845651, 'jinv': '1556068/81', 'jorig': '1556068/81', 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 1231
{'Elabel': '33.a3', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 33, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 17.2386095716205, 'jinv': '30664297/297', 'jorig': None, 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 1236
{'Elabel': '33.a4', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 33, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 22.9304487212316, 'jinv': '9090072503/5845851', 'jorig': None, 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 2025
{'Elabel': '78.a2', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 78, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 34.8867072786336, 'jinv': '1416134368422073/725251155408', 'jorig': None, 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 2041
{'Elabel': '78.a4', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 78, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 20.5280498467153, 'jinv': '-822656953/207028224', 'jorig': None, 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 4173
{'Elabel': '222.b1', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 222, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 31.6843436190201, 'jinv': '57588477431113/78653268', 'jorig': None, 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 5150
{'Elabel': '330.b3', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 330, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 20.9569254529176, 'jinv': '1263214441/211200', 'jorig': None, 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 5155
{'Elabel': '330.b4', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 330, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 25.9123860714215, 'jinv': '179310732119/1392187500', 'jorig': None, 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 5356
{'Elabel': '345.b2', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 345, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 29.4421651956137, 'jinv': '6117442271569/26953125', 'jorig': None, 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 5365
{'Elabel': '345.b4', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 345, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 18.1983242703112, 'jinv': '80062991/46575', 'jorig': None, 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 5452
{'Elabel': '366.a1', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 366, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 33.1274692271568, 'jinv': '243824355417817/19764', 'jorig': None, 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 5467
{'Elabel': '366.a4', 'ainvs': None, 'cardinality': None, 'cm': 0, 'conductor_norm': 366, 'coordinates': None, 'curve_genus': 0, 'curve_index': 12, 'curve_label': '24.12.0.ba.1', 'curve_level': 24, 'curve_name': None, 'cusp': False, 'degree': 1, 'isolated': -2, 'j_field': '1.1.1.1', 'j_height': 12.8713783234452, 'jinv': '-389017/46848', 'jorig': None, 'quo_info': None, 'residue_field': '1.1.1.1', 'upload_id': None}
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id: 6125
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id: 6137
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id: 6664
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id: 6686
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id: 7353
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id: 7356
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id: 8615
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id: 8618
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id: 10786
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id: 10939
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id: 10954
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id: 12090
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id: 12121
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id: 12196
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id: 12199
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id: 12912
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id: 12927
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id: 13895
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id: 13910
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id: 14330
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id: 14345
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id: 15255
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id: 15270
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id: 15830
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id: 15842
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id: 15973
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id: 15978
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id: 15985
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id: 16000
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id: 16021
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id: 16036
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id: 16298
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id: 16325
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id: 16379
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id: 16386
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id: 18374
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id: 18383
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id: 19456
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id: 19475
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id: 20973
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id: 23071
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id: 23470
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id: 23725
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id: 24534
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id: 26100
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id: 26608
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id: 26934
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id: 29612
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id: 29628
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id: 30320
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id: 30638
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id: 34217
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id: 35157
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id: 35322
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id: 35331
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id: 36872
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id: 36881
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id: 36958
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id: 37497
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id: 37511
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id: 41194
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id: 41209
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id: 42570
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id: 42940
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id: 43940
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id: 43943
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id: 45061
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id: 45163
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id: 45495
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id: 45510
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id: 46177
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id: 46192
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id: 46261
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id: 46270
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id: 46351
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id: 46366
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id: 46828
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id: 46831
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id: 48904
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id: 48907
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id: 49881
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id: 52842
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id: 56677
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id: 56692
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id: 57385
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id: 57884
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id: 57887
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id: 59206
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id: 59785
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id: 59788
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id: 60093
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id: 60096
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id: 60397
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id: 60412
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id: 61439
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id: 61455
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id: 63237
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id: 63274
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id: 66560
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id: 66563
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id: 66606
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id: 66711
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id: 66726
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id: 66968
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id: 66983
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id: 67616
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id: 93523
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id: 93538
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id: 94107
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id: 94110
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id: 94139
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id: 94146
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id: 94232
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id: 94241
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id: 94474
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id: 94521
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id: 95536
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id: 95551
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id: 98834
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id: 98843
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id: 99368
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id: 99371
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id: 101390
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id: 101393
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id: 102150
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id: 102165
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id: 102413
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id: 102416
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id: 103119
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id: 103134
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id: 104473
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id: 104476
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id: 104976
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id: 104991
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id: 107216
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id: 107219
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id: 107843
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id: 107846
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id: 109071
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id: 109076
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id: 109589
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id: 109592
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id: 110451
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id: 110454
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id: 110700
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id: 110703
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id: 111708
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id: 111730
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id: 112065
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id: 112074
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id: 112242
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id: 112254
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id: 114287
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id: 114292
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id: 114723
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id: 114726
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id: 120290
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id: 120305
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id: 120781
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id: 120795
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id: 123293
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id: 123308
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id: 124150
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id: 124165
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id: 126276
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id: 126291
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id: 127295
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id: 128687
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id: 128702
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id: 129258
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id: 129270
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id: 129308
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id: 129323
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id: 130411
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id: 130427
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id: 132880
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id: 132883
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id: 133940
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id: 133955
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id: 137085
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id: 137100
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id: 137168
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id: 138010
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id: 138013
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id: 139558
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id: 139575
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id: 139578
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id: 140454
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id: 140457
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id: 143034
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id: 143043
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id: 143570
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id: 143573
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id: 144154
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id: 144169
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id: 145372
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id: 145375
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id: 147727
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id: 147730
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id: 148282
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id: 148285
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id: 148885
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id: 148894
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id: 150841
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id: 150856
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id: 152407
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id: 152416
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id: 154377
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id: 154380
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id: 154999
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id: 155008
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id: 159080
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id: 159095
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id: 161244
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id: 161253
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id: 161518
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id: 161533
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id: 162072
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id: 162075
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id: 165211
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id: 165230
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id: 167001
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id: 167004
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id: 168485
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id: 168878
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id: 168899
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id: 170515
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id: 171550
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id: 171604
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id: 171619
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id: 171711
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id: 171714
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id: 173715
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id: 173718
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id: 175055
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id: 175070
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id: 175348
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id: 175364
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id: 177789
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id: 177798
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id: 177883
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id: 177892
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id: 182509
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id: 182523
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id: 183380
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id: 183383
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id: 184696
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id: 184711
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id: 184887
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id: 187847
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id: 187862
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id: 188198
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id: 189045
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id: 189060
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id: 189282
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id: 189297
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id: 259391
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id: 280450
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id: 280453
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id: 280602
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id: 280633
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id: 281637
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id: 286450
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id: 286465
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id: 288853
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id: 288857
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id: 291052
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id: 291061
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id: 291378
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id: 291387
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id: 291550
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id: 291559
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id: 295305
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id: 295320
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id: 295973
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id: 296305
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id: 296320
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id: 296642
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id: 296645
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id: 311153
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id: 345470
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id: 346206
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id: 346215
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id: 346906
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id: 346921
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id: 347868
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id: 347883
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id: 352678
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id: 352693
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id: 353347
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id: 353350
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id: 355361
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id: 355376
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id: 355669
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id: 355672
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id: 357204
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id: 357207
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id: 360386
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id: 360389
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id: 360430
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id: 360445
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id: 360554
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id: 360563
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id: 360643
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id: 360652
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id: 360694
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id: 360703
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id: 362521
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id: 362536
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id: 362734
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id: 362737
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id: 363825
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id: 363840
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id: 366522
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id: 366537
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id: 366874
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id: 366771
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id: 366781
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id: 366889
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id: 368114
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id: 368129
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id: 372594
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id: 372597
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id: 374450
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id: 374472
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id: 374870
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id: 374885
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id: 379170
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id: 379185
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id: 381958
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id: 381973
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id: 383104
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id: 383107
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id: 384214
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id: 384229
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id: 385640
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id: 385655
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id: 385719
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id: 385734
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id: 386081
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id: 386090
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id: 386595
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id: 386610
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id: 387587
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id: 387596
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id: 388797
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id: 393227
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id: 407709
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id: 409378
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id: 411772
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id: 416656
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id: 429288
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id: 430295
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id: 430304
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id: 430470
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id: 430755
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id: 430770
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id: 436129
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id: 436132
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id: 438108
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id: 438123
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id: 438144
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id: 438159
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id: 443549
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id: 443552
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id: 444135
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id: 444150
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id: 445528
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id: 445543
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id: 445555
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id: 445570
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id: 454474
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id: 454751
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id: 454766
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id: 466802
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id: 467687
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id: 473868
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id: 473871
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id: 477040
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id: 477052
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id: 477262
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id: 477265
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id: 481326
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id: 481333
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id: 482572
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id: 482581
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id: 483667
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id: 483676
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id: 485692
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id: 485701
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id: 486363
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id: 486372
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id: 487333
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id: 487336
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id: 488614
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id: 488629
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id: 488767
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id: 488770
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id: 489026
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id: 489041
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id: 489824
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id: 491934
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id: 492840
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id: 492843
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id: 493064
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id: 539837
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id: 544792
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id: 582661
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id: 582676
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id: 586061
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id: 586064
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id: 588206
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id: 588221
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id: 589068
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id: 589077
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id: 589993
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id: 590002
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id: 591112
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id: 591127
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id: 595007
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id: 595032
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id: 595600
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id: 595603
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id: 600237
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id: 600363
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id: 600378
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id: 602837
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id: 602852
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id: 606695
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id: 606710
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id: 606776
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id: 606791
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id: 608064
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id: 608652
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id: 608667
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id: 614745
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id: 615087
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id: 615090
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id: 615391
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id: 615406
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id: 623989
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id: 623992
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id: 627226
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id: 627229
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id: 628550
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id: 628553
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id: 629011
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id: 629026
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id: 629046
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id: 629061
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id: 632537
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id: 632552
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id: 637048
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id: 637057
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id: 637488
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id: 637503
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id: 637947
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id: 637956
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id: 638373
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id: 638388
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id: 642344
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id: 642359
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id: 646361
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id: 646376
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id: 650718
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id: 650749
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id: 651070
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id: 651085
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id: 651220
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id: 651235
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id: 651736
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id: 651739
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id: 653428
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id: 653443
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id: 654465
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id: 657272
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id: 657299
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id: 657384
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id: 657387
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id: 657427
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id: 657430
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id: 660763
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id: 660778
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id: 667046
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id: 667049
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id: 668189
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id: 668192
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id: 670766
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id: 670769
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id: 673467
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id: 673482
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id: 674808
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id: 674813
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id: 676955
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id: 676970
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id: 677412
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id: 677420
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id: 678309
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id: 678312
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id: 679600
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id: 679609
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id: 682516
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id: 682531
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id: 685508
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id: 685511
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id: 685696
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id: 685699
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id: 685783
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id: 685798
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id: 687833
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id: 687842
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id: 689412
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id: 693650
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id: 701194
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id: 701672
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id: 701687
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id: 702885
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id: 702900
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id: 703014
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id: 703017
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id: 703119
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id: 703122
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id: 704334
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id: 704337
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id: 705542
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id: 705557
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id: 706226
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id: 706229
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id: 708206
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id: 711023
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id: 721134
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id: 724293
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id: 724296
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id: 724446
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id: 724449
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id: 728322
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id: 728331
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id: 730815
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id: 730830
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id: 731227
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id: 731236
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id: 733076
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id: 733098
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id: 733743
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id: 733746
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id: 735371
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id: 735386
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id: 735716
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id: 735725
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id: 743123
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id: 743126
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id: 743574
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id: 743583
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id: 744666
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id: 744669
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id: 744890
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id: 744905
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id: 744939
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id: 744942
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id: 745399
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id: 745408
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id: 746388
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id: 746397
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id: 748526
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id: 748529
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id: 750383
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id: 750386
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id: 757338
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id: 765353
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id: 768364
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id: 769199
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id: 769202
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id: 769646
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id: 769649
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id: 769873
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id: 769876
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id: 773576
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id: 773591
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id: 774567
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id: 774587
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id: 777274
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id: 777283
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id: 777644
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id: 777653
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id: 778049
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id: 778064
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id: 780645
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id: 780654
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id: 781603
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id: 781606
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id: 785652
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id: 790750
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id: 792170
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id: 793839
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id: 793854
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id: 794279
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id: 799996
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id: 800011
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id: 801930
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id: 801933
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id: 806946
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id: 806961
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id: 807016
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id: 807031
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id: 807754
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id: 807757
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id: 808941
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id: 808963
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id: 809193
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id: 809208
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id: 809232
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id: 809247
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id: 810189
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id: 810204
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id: 811695
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id: 811704
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id: 820950
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id: 820964
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id: 822555
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id: 822558
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id: 828595
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id: 828610
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id: 830735
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id: 830738
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id: 831848
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id: 831857
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id: 832813
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id: 832818
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id: 833147
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id: 833162
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id: 836096
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id: 836099
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id: 836307
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id: 836322
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id: 838826
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id: 838836
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id: 839402
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id: 839417
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id: 840438
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id: 840447
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id: 843037
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id: 843046
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id: 843520
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id: 843535
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id: 843963
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id: 843972
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id: 845431
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id: 845434
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id: 846807
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id: 846810
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id: 847833
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id: 847848
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id: 853486
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id: 853501
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id: 856481
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id: 856496
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id: 864382
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id: 864397
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id: 864565
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id: 864568
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id: 865325
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id: 865340
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id: 869245
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id: 869260
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id: 872902
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id: 872905
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id: 873907
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id: 873922
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id: 881860
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id: 881863
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id: 882042
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id: 882060
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id: 887294
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id: 887635
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id: 887816
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id: 887819
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id: 888202
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id: 888217
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id: 888220
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id: 888235
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id: 888280
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id: 888289
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id: 889222
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id: 889237
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id: 893251
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id: 893260
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id: 895499
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id: 895502
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id: 896291
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id: 896296
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id: 897509
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id: 897512
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id: 900873
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id: 900876
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id: 902831
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id: 902834
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id: 905543
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id: 905558
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id: 909542
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id: 909551
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id: 910417
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id: 910420
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id: 911346
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id: 911361
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id: 913763
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id: 913778
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id: 914485
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id: 914488
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id: 916550
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id: 916565
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id: 917115
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id: 917252
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id: 918089
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id: 927817
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id: 927820
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id: 929516
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id: 929538
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id: 930481
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id: 930484
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id: 930999
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id: 931002
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id: 935273
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id: 935294
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id: 936170
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id: 936173
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id: 943003
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id: 943012
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id: 945974
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id: 945989
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id: 946364
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id: 946367
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id: 949821
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id: 949836
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id: 949934
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id: 949944
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id: 951848
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id: 951863
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id: 954023
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id: 954026
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id: 954049
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id: 954963
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id: 954978
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id: 959689
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id: 961788
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id: 961791
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id: 961826
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id: 961841
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id: 963881
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id: 963884
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id: 964724
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id: 964727
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id: 965236
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id: 965252
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id: 969735
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id: 969738
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id: 975760
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id: 975763
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id: 981240
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id: 981255
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id: 981968
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id: 981977
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id: 992743
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id: 992746
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id: 993897
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id: 993912
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id: 996386
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id: 996401
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id: 996752
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id: 996761
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id: 1000099
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id: 1000102
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id: 1001936
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id: 1001951
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id: 1004896
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id: 1004911
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id: 1006492
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id: 1006507
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id: 1007421
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id: 1007430
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id: 1008815
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id: 1008818
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id: 1010005
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id: 1010020
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id: 1011542
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id: 1011551
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id: 1013356
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id: 1013359
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id: 1014142
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id: 1014157
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id: 1015793
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id: 1015796
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id: 1016175
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id: 1016190
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id: 1016379
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id: 1016382
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id: 1020804
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id: 1020819
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id: 1026976
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id: 1026991
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id: 1027784
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id: 1027787
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id: 1029738
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id: 1029741
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id: 1031595
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id: 1031598
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id: 1032089
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id: 1032104
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id: 1036455
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id: 1036458
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id: 1036522
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id: 1036537
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id: 1037188
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id: 1037203
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id: 1038413
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id: 1038425
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id: 1041099
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id: 1041108
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id: 1044498
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id: 1044513
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id: 1044583
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id: 1044598
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id: 1045152
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id: 1045155
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id: 1046601
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id: 1046616
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id: 1047436
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id: 1047451
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id: 1047689
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id: 1047697
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id: 1048240
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id: 1048249
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id: 1050113
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id: 1050116
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id: 1050576
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id: 1050579
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id: 1051552
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id: 1051567
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id: 1052574
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id: 1052589
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id: 1054681
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id: 1054684
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id: 1055387
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id: 1055390
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id: 1058465
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id: 1058468
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id: 1062793
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id: 1062796
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id: 1064278
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id: 1064281
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id: 1066471
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id: 1066474
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id: 1074950
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id: 1074953
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id: 1075909
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id: 1075929
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id: 1078528
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id: 1078543
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id: 1081189
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id: 1081192
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id: 1087114
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id: 1087123
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id: 1088660
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id: 1088675
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id: 1092323
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id: 1092335
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id: 1092855
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id: 1092870
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id: 1094644
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id: 1094647
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id: 1096381
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id: 1096384
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id: 1099560
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id: 1099563
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id: 1103878
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id: 1103881
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id: 1113583
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id: 1113592
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id: 1114441
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id: 1114456
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id: 1115045
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id: 1115048
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id: 1117358
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id: 1117361
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id: 1117906
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id: 1117909
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id: 1117949
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id: 1117952
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id: 1118197
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id: 1118200
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id: 1124836
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id: 1124839
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id: 1127062
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id: 1127084
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id: 1128347
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id: 1128362
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id: 1128809
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id: 1128819
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id: 1132124
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id: 1132139
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id: 1132546
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id: 1133003
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id: 1133012
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id: 1138503
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id: 1138525
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id: 1139197
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id: 1139212
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id: 1140290
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id: 1140293
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id: 1141581
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id: 1141584
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id: 1150293
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id: 1150308
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id: 1150900
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id: 1150915
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id: 1153212
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id: 1153215
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id: 1155736
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id: 1155739
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id: 1157802
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id: 1157817
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id: 1158498
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id: 1158513
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id: 1160737
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id: 1160740
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id: 1160956
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id: 1160959
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id: 1161089
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id: 1161104
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id: 1161741
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id: 1161756
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id: 1168545
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id: 1168561
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id: 1169476
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id: 1170087
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id: 1170157
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id: 1170166
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id: 1170284
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id: 1170293
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id: 1174679
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id: 1174682
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id: 1175627
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id: 1175636
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id: 1176104
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id: 1176107
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id: 1177300
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id: 1177303
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id: 1178462
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id: 1178471
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id: 1178684
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id: 1178693
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id: 1179711
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id: 1179736
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id: 1182604
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id: 1182619
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id: 1187298
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id: 1187301
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id: 1187424
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id: 1187439
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id: 1192535
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id: 1192550
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id: 1198295
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id: 1198298
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id: 1201119
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id: 1201134
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id: 1202820
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id: 1202835
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id: 1203019
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id: 1203022
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id: 1203107
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id: 1203110
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id: 1204576
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id: 1204579
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id: 1205761
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id: 1205776
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id: 1205994
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id: 1205997
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id: 1213498
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id: 1213501
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id: 1216055
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id: 1216072
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id: 1216218
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id: 1216221
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id: 1220081
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id: 1220090
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id: 1222426
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id: 1222429
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id: 1224073
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id: 1224080
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id: 1224413
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id: 1224447
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id: 1226426
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id: 1226429
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id: 1229176
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id: 1229185
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id: 1234720
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id: 1234742
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id: 1237232
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id: 1248074
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id: 1252635
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id: 1252638
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id: 1253688
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id: 1253708
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id: 1255464
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id: 1255467
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id: 1256574
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id: 1256581
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