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mf_newforms • Show schema
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{'Nk2': 1672, 'analytic_conductor': 3.33774680448952, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [11, -1], [19, 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': [418, 1, [343, 287], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 17, 'field_disc_factorization': [[17, 1]], 'field_poly': [-4, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-4, -1, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398543036834, 'hecke_ring_generator_nbound': 3, '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': True, 'label': '418.2.a.e', 'level': 418, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 11, 19], 'level_radical': 418, 'minimal_twist': '418.2.a.e', 'nf_label': '2.2.17.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}+(1-\\beta )q^{3}+q^{4}+2q^{5}+(-1+\\cdots)q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '418.2.a', 'trace_display': [-2, 1, 4, 3], 'trace_hash': 126296267782699063, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.065', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.023', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.106', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.376', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.147', 'prec': 17}, {'__RealLiteral__': 0, 'data': '76.697', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.009', 'prec': 17}, 'traces': [2, -2, 1, 2, 4, -1, 3, -2, 3, -4, 2, 1, -3, -3, 2, 2, 3, -3, -2, 4, -7, -2, 7, -1, -2, 3, 7, 3, 1, -2, 4, -2, 1, -3, 6, 3, -2, 2, 7, -4, 4, 7, 0, 2, 6, -7, 16, 1, -1, 2, -7, -3, 5, -7, 4, -3, -1, -1, -3, 2, -4, -4, -4, 2, -6, -1, -3, 3, -5, -6, 12, -3, -7, 2, -1, -2, 3, -7, -8, 4, -14, -4, 12, -7, 6, 0, -25, -2, -10, -6, -13, 7, 2, -16, -4, -1, -6, 1, 3, -2, -22, 7, -2, 3, -14, -5, 9, 7, -25, -4, -18, 3, 2, 1, 14, 1, 4, 3, 13, -2, 2, 4, 2, 4, -24, 4, -12, -2, 0, 6, -6, 1, -3, 3, 14, -3, 21, 5, -10, 6, 8, -12, -3, 3, 2, 7, -26, -2, -22, 1, 8, 2, -4, -3, 8, 7, 4, 8, 45, -4, 19, 14, -2, 4, 2, -12, -26, 7, -13, -6, -3, 0, 36, 25, -3, 2, -27, 10, 28, 6, -30, 13, 32, -7, -4, -2, 3, 16, 19, 4, -29, 1, 6, 6, 14, -1, 20, -3, 11, 2, -27, 22, 27, -7, 8, 2, 2, -3, -2, 14, -13, 5, 6, -9, 0, -7, 6, 25, -29, 4, -13, 18, 0, -3, -3, -2, 11, -1, 34, -14, -7, -1, -8, -4, 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mf_hecke_nf • Show schema
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{'an': [[1, 0], [-1, 0], [1, -1], [1, 0], [2, 0], [-1, 1], [1, 1], [-1, 0], [2, -1], [-2, 0], [1, 0], [1, -1], [-1, -1], [-1, -1], [2, -2], [1, 0], [1, 1], [-2, 1], [-1, 0], [2, 0], [-3, -1], [-1, 0], [3, 1], [-1, 1], [-1, 0], [1, 1], [3, 1], [1, 1], [-1, 3], [-2, 2], [2, 0], [-1, 0], [1, -1], [-1, -1], [2, 2], [2, -1], [-2, 2], [1, 0], [3, 1], [-2, 0], [2, 0], [3, 1], [0, 0], [1, 0], [4, -2], [-3, -1], [8, 0], [1, -1], [-2, 3], [1, 0], [-3, -1], [-1, -1], [5, -5], [-3, -1], [2, 0], [-1, -1], [-1, 1], [1, -3], [-3, 3], [2, -2], [0, -4], [-2, 0], [-2, 0], [1, 0], [-2, -2], [-1, 1], [-3, 3], [1, 1], [-1, -3], [-2, -2], [6, 0], [-2, 1], [-5, 3], [2, -2], [-1, 1], [-1, 0], [1, 1], [-3, -1], [-4, 0], [2, 0], [-7, 0], [-2, 0], [8, -4], [-3, -1], [2, 2], [0, 0], [-13, 1], [-1, 0], [-4, -2], [-4, 2], [-5, -3], [3, 1], [2, -2], [-8, 0], [-2, 0], [-1, 1], [-4, 2], [2, -3], [2, -1], [-1, 0]], 'ap': [[-1, 0], [1, -1], [2, 0], [1, 1], [1, 0], [-1, -1], [1, 1], [-1, 0], [3, 1], [-1, 3], [2, 0], [-2, 2], [2, 0], [0, 0], [8, 0], [5, -5], [-3, 3], [0, -4], [-3, 3], [6, 0], [-5, 3], [-4, 0], [8, -4], [-4, -2], [-4, 2], [-10, -2], [-4, 6], [1, 7], [-11, -3], [0, 2], [-4, -4], [-2, -2], [11, -1], [-2, -6], [-10, -2], [4, 0], [-2, 8], [2, -6], [-10, -6], [18, 0], [12, 4], [-14, -2], [-13, -3], [4, -2], [12, -4], [7, -3], [-5, -3], [6, -12], [11, -11], [16, 2], [-10, 12], [13, -7], [-4, 10], [14, -2], [-22, 0], [12, 2], [6, 2], [21, -3], [-4, -8], [-16, 6], [2, -6], [-7, -7], [-16, 4], [3, 5], [1, 1], [7, 9], [-13, 1], [8, -2], [-6, -10], [6, -10], [5, -11], [-5, 7], [24, -4], [5, 1], [5, -1], [-2, 0], [18, 0], [14, -16], [-14, -4], [10, -4], [-18, -2], [-19, 7], [10, -14], [16, 6], [6, 10], [18, -14], [8, -10], [35, -1], [8, -12], [16, 8], [16, 4], [-4, 6], [28, -2], [-30, 6], [16, 4], [17, -3], [-22, 6], [-4, 2], [17, -9], [-8, 20], [-24, 12], [14, -2], [-24, 12], [-12, 6], [10, 10], [27, -9], [-28, 8], [34, 0], [4, 14], [12, -6], [2, 10], [12, -4], [26, -12], [-16, -4], [16, 8], [16, -10], [-22, -6], [-21, 17], [0, 10], [9, 15], [-25, 1], [-24, 2], [-11, -11], [16, -8], [-18, -10], [-16, 16], [-30, 8], [-9, 1], [-1, -15], [-2, -18], [-20, 16], [-36, 4], [10, -20], [-30, 8], [-35, 5], [-9, 3], [27, -7], [11, -3], [-23, -5], [19, 7], [13, 3], [4, 16], [-3, 7], [39, -7], [-5, -11], [-4, 2], [-18, 22], [-10, 0], [-6, -14], [-6, -4], [-43, 1], [2, -12], [-24, -12], [-32, 0], [3, 21], [-6, -16], [31, -1], [1, -7], [-21, -13], [23, -1], [-12, 16], [-4, -2], [32, -14], [-4, -4], [40, 6], [-38, -4], [16, 2], [-38, -6]], 'char_orbit_index': 1, 'field_poly': [-4, -1, 1], 'hecke_orbit_code': 18014398543036834, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '418.2.a.e', 'level': 418, 'maxp': 997, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [11, -1], [19, -1]], 4, 3], [[[2, 1], [11, -1], [19, -1]], 2, 1], [[[2, 1], [11, -1], [19, 1]], 2, 1], [[[2, -1], [11, 1], [19, 1]], 3, 1], [[[2, 1], [11, 1], [19, 1]], 3, 1], [[[2, -1], [11, 1], [19, -1]], 1, 1]], 'ALdims': [3, 0, 2, 2, 3, 1, 0, 4], 'Nk2': 1672, 'analytic_conductor': 3.33774680448952, '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': [418, 1, [343, 287], [1, 1]], 'conrey_index': 1, 'cusp_dim': 57, 'dim': 15, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 33554850, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 3, 3], 'label': '418.2.a', 'level': 418, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 11, 19], 'level_radical': 418, 'mf_dim': 64, 'mf_new_dim': 15, 'num_forms': 8, 'plus_dim': 6, 'prim_orbit_index': 1, 'relative_dim': 15, 'sturm_bound': 120, 'trace_bound': 3, 'trace_display': [1, 0, 6, -8], 'traces': [15, 1, 0, 15, 6, 4, -8, 1, 19, 6, 1, 0, -2, 0, -16, 15, -14, -3, -1, 6, -16, -1, -20, 4, 13, 10, 0, -8, 6, 8, -4, 1, 0, 2, -8, 19, -14, 5, -44, 6, 2, 12, -20, 1, -18, 16, -16, 0, 15, -1, -32, -2, -14, 4, 6, 0, -4, 18, -8, -16, 6, 0, -36, 15, 12, 4, 8, -14, 16, -8, -12, -3, -14, 10, 32, -1, 8, -24, -16, 6, 7, 18, 20, -16, 52, -4, -28, -1, -26, -10, -16, -20, 8, 0, -6, 4, 38, -23, 13, 13, -34, -4, -36, 10, 24, 22, 28, 0, -18, -6, 16, -8, 14, 4, 16, 6, 30, 4, 36, 8, 15, -50, -8, -4, 12, 16, -24, 1, 8, 20, 4, 0, -4, 4, -48, 2, 46, -36, -36, -8, 88, -32, -14, 19, -20, 2, 32, -14, 14, -60, -48, 5, 22, -8, -40, -44, 14, -8, 4, 6, 84, -23, -20, 2, 16, 12, 56, 12, -23, -36, 3, -20, 94, -16, -120, 1, 52, -22, 32, -18, -6, -52, 16, 16, 28, -64, 10, -16, 40, -2, -52, 0, -6, -6, 96, 15, 6, 3, -68, -1, -12, 22, 48, -32, 28, -24, -32, -2, 9, -92, -28, -14, -20, 32, 32, 4, -16, 30, -32, 6, 20, -24, -44, 0, 5, 58, 4, -4, 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mf_twists_nf • Show schema
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id: 308602
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '418.2.a.e', 'source_level': 418, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '418.2.a.e', 'target_level': 418, 'twist_class_label': '418.2.a.e', 'twist_class_level': 418, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 308603
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '418.2.a.e', 'source_level': 418, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '3344.2.a.k', 'target_level': 3344, 'twist_class_label': '418.2.a.e', 'twist_class_level': 418, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 308604
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '418.2.a.e', 'source_level': 418, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 25, 'target_is_minimal': False, 'target_label': '3762.2.a.y', 'target_level': 3762, 'twist_class_label': '418.2.a.e', 'twist_class_level': 418, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 308605
{'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '418.2.a.e', 'source_level': 418, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 36, 'target_is_minimal': False, 'target_label': '4598.2.a.bj', 'target_level': 4598, 'twist_class_label': '418.2.a.e', 'twist_class_level': 418, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 308606
{'conductor': 19, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': True, 'source_label': '418.2.a.e', 'source_level': 418, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 24, 'target_is_minimal': False, 'target_label': '7942.2.a.x', 'target_level': 7942, 'twist_class_label': '418.2.a.e', 'twist_class_level': 418, 'twisting_char_label': '19.b', 'twisting_char_orbit': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 859900
{'charpoly_factorization': [[[1, 1], 2]], 'hecke_orbit_code': 18014398543036834, 'p': 2}
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id: 859901
{'charpoly_factorization': [[[-4, -1, 1], 1]], 'hecke_orbit_code': 18014398543036834, 'p': 3}
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id: 859902
{'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 18014398543036834, 'p': 5}
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id: 859903
{'charpoly_factorization': [[[-2, -3, 1], 1]], 'hecke_orbit_code': 18014398543036834, 'p': 7}
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id: 859904
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 18014398543036834, 'p': 11}
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id: 859905
{'charpoly_factorization': [[[-2, 3, 1], 1]], 'hecke_orbit_code': 18014398543036834, 'p': 13}
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id: 859906
{'charpoly_factorization': [[[-2, -3, 1], 1]], 'hecke_orbit_code': 18014398543036834, 'p': 17}
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id: 859907
{'charpoly_factorization': [[[1, 1], 2]], 'hecke_orbit_code': 18014398543036834, 'p': 19}
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id: 859908
{'charpoly_factorization': [[[8, -7, 1], 1]], 'hecke_orbit_code': 18014398543036834, 'p': 23}
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id: 859909
{'charpoly_factorization': [[[-38, -1, 1], 1]], 'hecke_orbit_code': 18014398543036834, 'p': 29}
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id: 859910
{'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 18014398543036834, 'p': 31}
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id: 859911
{'charpoly_factorization': [[[-16, 2, 1], 1]], 'hecke_orbit_code': 18014398543036834, 'p': 37}
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id: 859912
{'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 18014398543036834, 'p': 41}
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id: 859913
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 18014398543036834, 'p': 43}
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id: 859914
{'charpoly_factorization': [[[-8, 1], 2]], 'hecke_orbit_code': 18014398543036834, 'p': 47}
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id: 859915
{'charpoly_factorization': [[[-100, -5, 1], 1]], 'hecke_orbit_code': 18014398543036834, 'p': 53}
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id: 859916
{'charpoly_factorization': [[[-36, 3, 1], 1]], 'hecke_orbit_code': 18014398543036834, 'p': 59}
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id: 859917
{'charpoly_factorization': [[[-64, 4, 1], 1]], 'hecke_orbit_code': 18014398543036834, 'p': 61}
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id: 859918
{'charpoly_factorization': [[[-36, 3, 1], 1]], 'hecke_orbit_code': 18014398543036834, 'p': 67}
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id: 859919
{'charpoly_factorization': [[[-6, 1], 2]], 'hecke_orbit_code': 18014398543036834, 'p': 71}
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id: 859920
{'charpoly_factorization': [[[-26, 7, 1], 1]], 'hecke_orbit_code': 18014398543036834, 'p': 73}
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id: 859921
{'charpoly_factorization': [[[4, 1], 2]], 'hecke_orbit_code': 18014398543036834, 'p': 79}
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id: 859922
{'charpoly_factorization': [[[-32, -12, 1], 1]], 'hecke_orbit_code': 18014398543036834, 'p': 83}
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id: 859923
{'charpoly_factorization': [[[8, 10, 1], 1]], 'hecke_orbit_code': 18014398543036834, 'p': 89}
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id: 859924
{'charpoly_factorization': [[[-8, 6, 1], 1]], 'hecke_orbit_code': 18014398543036834, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 5, 'label': '418.2.a.e', 'level': 418, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 146877000
{'hecke_orbit_code': 18014398543036834, 'n': 1, 'trace_an': 2}
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id: 146877001
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id: 146877990
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id: 146877995
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id: 146877996
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id: 146877997
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id: 146877998
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id: 146877999
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