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mf_newforms • Show schema
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{'Nk2': 4464, 'analytic_conductor': 8.911304865574891, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 124, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 2, 'char_parity': 1, 'char_values': [1116, 2, [559, 497, 685], [1, 2, 1]], 'cm_discs': [], 'conrey_index': 991, 'conrey_indexes': [991], 'dim': 4, 'field_disc': 28224, 'field_disc_factorization': [[2, 6], [3, 2], [7, 2]], 'field_poly': [58, 8, -7, -2, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [-2, 1]], [11, [-6, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4504011977786460, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, 0], [1, 1, 124, 4, 1, 2, 0], [1, 1, 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mf_hecke_cc • Show schema
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-0.2148368050953994], 'char_orbit_index': 7, 'conrey_index': 991, 'dual_conrey_index': 991, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 3, 'embedding_m': 3, 'embedding_root_imag': -1.3228756555322954, 'embedding_root_real': -1.949489742783178, 'hecke_orbit': 2, 'hecke_orbit_code': 4504011977786460, 'label': '1116.2.g.b.991.3', 'level': 1116, 'weight': 2}
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mf_newspaces • Show schema
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{'Nk2': 4464, 'analytic_conductor': 8.911304865574891, 'char_conductor': 124, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 2, 'char_parity': 1, 'char_values': [1116, 2, [559, 497, 685], [1, 2, 1]], 'conrey_index': 991, 'cusp_dim': 184, 'dim': 78, 'eis_dim': 16, 'eis_new_dim': 4, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 412350415964, 'hecke_orbit_dims': [4, 4, 4, 4, 4, 6, 8, 12, 16, 16], 'label': '1116.2.g', 'level': 1116, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 31], 'level_radical': 186, 'mf_dim': 200, 'mf_new_dim': 82, 'num_forms': 10, 'prim_orbit_index': 4, 'relative_dim': 78, 'sturm_bound': 384, 'trace_bound': 14, 'trace_display': [2, 0, 4, 0], 'traces': [78, 2, 0, 2, 4, 0, 0, -7, 0, -7, 0, 0, 0, -7, 0, -6, 0, 0, 0, 11, 0, 0, 0, 0, 58, 0, 0, 3, 0, 0, 0, 2, 0, 0, 0, 0, 0, -3, 0, 20, 4, 0, 0, 0, 0, 0, 0, 0, -54, 47, 0, 0, 0, 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mf_twists_cc • Show schema
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id: 35490832
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 991, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4504011977786460, 'source_is_minimal': False, 'source_label': '1116.2.g.b.991.3', 'source_level': 1116, 'target_conrey_index': 991, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4504011977786460, 'target_is_minimal': False, 'target_label': '1116.2.g.b.991.3', 'target_level': 1116, 'twist_class_label': '124.2.d.b.123.1', 'twist_class_level': 124, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 35490833
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 991, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4504011977786460, 'source_is_minimal': False, 'source_label': '1116.2.g.b.991.3', 'source_level': 1116, 'target_conrey_index': 123, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503805819355260, 'target_is_minimal': True, 'target_label': '124.2.d.b.123.2', 'target_level': 124, 'twist_class_label': '124.2.d.b.123.1', 'twist_class_level': 124, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 35490834
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 991, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4504011977786460, 'source_is_minimal': False, 'source_label': '1116.2.g.b.991.3', 'source_level': 1116, 'target_conrey_index': 991, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4504011977786460, 'target_is_minimal': False, 'target_label': '1116.2.g.b.991.2', 'target_level': 1116, 'twist_class_label': '124.2.d.b.123.1', 'twist_class_level': 124, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 2}
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id: 35490835
{'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 991, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4504011977786460, 'source_is_minimal': False, 'source_label': '1116.2.g.b.991.3', 'source_level': 1116, 'target_conrey_index': 123, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503805819355260, 'target_is_minimal': True, 'target_label': '124.2.d.b.123.3', 'target_level': 124, 'twist_class_label': '124.2.d.b.123.1', 'twist_class_level': 124, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 2}
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id: 35490836
{'conductor': 24, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 991, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4504011977786460, 'source_is_minimal': False, 'source_label': '1116.2.g.b.991.3', 'source_level': 1116, 'target_conrey_index': 1983, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014879579375552, 'target_is_minimal': False, 'target_label': '1984.2.h.e.1983.1', 'target_level': 1984, 'twist_class_label': '124.2.d.b.123.1', 'twist_class_level': 124, 'twisting_char_label': '24.5', 'twisting_conrey_index': 5, 'weight': 2}
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id: 35490837
{'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 991, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4504011977786460, 'source_is_minimal': False, 'source_label': '1116.2.g.b.991.3', 'source_level': 1116, 'target_conrey_index': 1983, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 18014879579375552, 'target_is_minimal': False, 'target_label': '1984.2.h.e.1983.3', 'target_level': 1984, 'twist_class_label': '124.2.d.b.123.1', 'twist_class_level': 124, 'twisting_char_label': '24.11', 'twisting_conrey_index': 11, 'weight': 2}
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id: 35490838
{'conductor': 31, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 991, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4504011977786460, 'source_is_minimal': False, 'source_label': '1116.2.g.b.991.3', 'source_level': 1116, 'target_conrey_index': 991, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4504011977786460, 'target_is_minimal': False, 'target_label': '1116.2.g.b.991.4', 'target_level': 1116, 'twist_class_label': '124.2.d.b.123.1', 'twist_class_level': 124, 'twisting_char_label': '31.30', 'twisting_conrey_index': 30, 'weight': 2}
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id: 35490839
{'conductor': 93, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 991, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4504011977786460, 'source_is_minimal': False, 'source_label': '1116.2.g.b.991.3', 'source_level': 1116, 'target_conrey_index': 123, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503805819355260, 'target_is_minimal': True, 'target_label': '124.2.d.b.123.1', 'target_level': 124, 'twist_class_label': '124.2.d.b.123.1', 'twist_class_level': 124, 'twisting_char_label': '93.92', 'twisting_conrey_index': 92, 'weight': 2}
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id: 35490840
{'conductor': 124, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 991, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4504011977786460, 'source_is_minimal': False, 'source_label': '1116.2.g.b.991.3', 'source_level': 1116, 'target_conrey_index': 991, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504011977786460, 'target_is_minimal': False, 'target_label': '1116.2.g.b.991.1', 'target_level': 1116, 'twist_class_label': '124.2.d.b.123.1', 'twist_class_level': 124, 'twisting_char_label': '124.123', 'twisting_conrey_index': 123, 'weight': 2}
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id: 35490841
{'conductor': 372, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 991, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4504011977786460, 'source_is_minimal': False, 'source_label': '1116.2.g.b.991.3', 'source_level': 1116, 'target_conrey_index': 123, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4503805819355260, 'target_is_minimal': True, 'target_label': '124.2.d.b.123.4', 'target_level': 124, 'twist_class_label': '124.2.d.b.123.1', 'twist_class_level': 124, 'twisting_char_label': '372.371', 'twisting_conrey_index': 371, 'weight': 2}
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id: 35490842
{'conductor': 744, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 991, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4504011977786460, 'source_is_minimal': False, 'source_label': '1116.2.g.b.991.3', 'source_level': 1116, 'target_conrey_index': 1983, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014879579375552, 'target_is_minimal': False, 'target_label': '1984.2.h.e.1983.2', 'target_level': 1984, 'twist_class_label': '124.2.d.b.123.1', 'twist_class_level': 124, 'twisting_char_label': '744.371', 'twisting_conrey_index': 371, 'weight': 2}
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id: 35490843
{'conductor': 744, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 991, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4504011977786460, 'source_is_minimal': False, 'source_label': '1116.2.g.b.991.3', 'source_level': 1116, 'target_conrey_index': 1983, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 18014879579375552, 'target_is_minimal': False, 'target_label': '1984.2.h.e.1983.4', 'target_level': 1984, 'twist_class_label': '124.2.d.b.123.1', 'twist_class_level': 124, 'twisting_char_label': '744.557', 'twisting_conrey_index': 557, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1697075
{'charpoly_factorization': [[[2, 1, 1], 2]], 'hecke_orbit_code': 4504011977786460, 'p': 2}
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id: 1697076
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 4504011977786460, 'p': 3}
-
id: 1697077
{'charpoly_factorization': [[[-2, 1], 4]], 'hecke_orbit_code': 4504011977786460, 'p': 5}
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id: 1697078
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 4504011977786460, 'p': 7}
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id: 1697079
{'charpoly_factorization': [[[-6, 0, 1], 2]], 'hecke_orbit_code': 4504011977786460, 'p': 11}
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id: 1697080
{'charpoly_factorization': [[[42, 0, 1], 2]], 'hecke_orbit_code': 4504011977786460, 'p': 13}
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id: 1697081
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 4504011977786460, 'p': 17}
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id: 1697082
{'charpoly_factorization': [[[28, 0, 1], 2]], 'hecke_orbit_code': 4504011977786460, 'p': 19}
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id: 1697083
{'charpoly_factorization': [[[-24, 0, 1], 2]], 'hecke_orbit_code': 4504011977786460, 'p': 23}
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id: 1697084
{'charpoly_factorization': [[[42, 0, 1], 2]], 'hecke_orbit_code': 4504011977786460, 'p': 29}
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id: 1697085
{'charpoly_factorization': [[[961, 0, -34, 0, 1], 1]], 'hecke_orbit_code': 4504011977786460, 'p': 31}
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id: 1697086
{'charpoly_factorization': [[[42, 0, 1], 2]], 'hecke_orbit_code': 4504011977786460, 'p': 37}
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id: 1697087
{'charpoly_factorization': [[[-8, 1], 4]], 'hecke_orbit_code': 4504011977786460, 'p': 41}
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id: 1697088
{'charpoly_factorization': [[[-6, 0, 1], 2]], 'hecke_orbit_code': 4504011977786460, 'p': 43}
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id: 1697089
{'charpoly_factorization': [[[112, 0, 1], 2]], 'hecke_orbit_code': 4504011977786460, 'p': 47}
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id: 1697090
{'charpoly_factorization': [[[42, 0, 1], 2]], 'hecke_orbit_code': 4504011977786460, 'p': 53}
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id: 1697091
{'charpoly_factorization': [[[28, 0, 1], 2]], 'hecke_orbit_code': 4504011977786460, 'p': 59}
-
id: 1697092
{'charpoly_factorization': [[[42, 0, 1], 2]], 'hecke_orbit_code': 4504011977786460, 'p': 61}
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id: 1697093
{'charpoly_factorization': [[[28, 0, 1], 2]], 'hecke_orbit_code': 4504011977786460, 'p': 67}
-
id: 1697094
{'charpoly_factorization': [[[28, 0, 1], 2]], 'hecke_orbit_code': 4504011977786460, 'p': 71}
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id: 1697095
{'charpoly_factorization': [[[168, 0, 1], 2]], 'hecke_orbit_code': 4504011977786460, 'p': 73}
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id: 1697096
{'charpoly_factorization': [[[-96, 0, 1], 2]], 'hecke_orbit_code': 4504011977786460, 'p': 79}
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id: 1697097
{'charpoly_factorization': [[[-150, 0, 1], 2]], 'hecke_orbit_code': 4504011977786460, 'p': 83}
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id: 1697098
{'charpoly_factorization': [[[168, 0, 1], 2]], 'hecke_orbit_code': 4504011977786460, 'p': 89}
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id: 1697099
{'charpoly_factorization': [[[-4, 1], 4]], 'hecke_orbit_code': 4504011977786460, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 7, 'hecke_orbit': 2, 'label': '1116.2.g.b', 'level': 1116, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 88240000
{'hecke_orbit_code': 4504011977786460, 'n': 1, 'trace_an': 4}
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id: 88240001
{'hecke_orbit_code': 4504011977786460, 'n': 2, 'trace_an': -2}
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id: 88240002
{'hecke_orbit_code': 4504011977786460, 'n': 3, 'trace_an': 0}
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id: 88240003
{'hecke_orbit_code': 4504011977786460, 'n': 4, 'trace_an': -6}
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id: 88240004
{'hecke_orbit_code': 4504011977786460, 'n': 5, 'trace_an': 8}
-
id: 88240005
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