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mf_newforms • Show schema
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{'Nk2': 3888, 'analytic_conductor': 19.554173282934105, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 16, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 12, 'char_orbit_label': 'l', 'char_order': 4, 'char_parity': -1, 'char_values': [48, 4, [31, 37, 17], [2, 3, 4]], 'cm_discs': [], 'conrey_index': 19, 'dim': 64, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 756065239088, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 16, 6, -1, 4, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '48.9.l.a', 'level': 48, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '48.9.l.a', 'prim_orbit_index': 6, 'related_objects': [], 'relative_dim': 32, 'rm_discs': [], 'sato_tate_group': '8.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '48.9.l', 'trace_display': [0, 0, 0, 0], 'traces': [64, 0, 0, -372, 0, 0, 0, 17460, 0, -13784, 39552, -22680, 0, 116772, 0, -161824, 0, -26244, -167552, 690000, 0, -1252768, 1691136, -74844, 0, -1682100, 0, 678600, -2132352, -2054808, 0, 1407840, 0, -3704544, -2415744, -1041012, -4720512, 2413320, 0, -3544848, 0, 9436500, -7244672, -3982056, 0, 11165992, 0, -9467280, 52706752, 17072676, 13862016, -22890864, -5358720, -4960116, -46326784, -9637152, 0, 25732944, 44938752, 40927032, 24476032, -17024868, 0, -116303448, 29941632, -56828952, -44244736, -12614400, -8636544, -60922560, 159664128, -18502020, 0, 140654028, 12918528, 204842760, -94964352, 14001660, 0, 38076648, -306110016, -260917000, 209328000, -127862712, 106960000, -123451824, 0, 104240736, 0, 53520264, -45401472, 351567216, 0, 208488216, 0, 49597920, 0, 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'Nk2': 3888, 'analytic_conductor': 19.554173282934105, 'char_conductor': 16, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 12, 'char_orbit_label': 'l', 'char_order': 4, 'char_parity': -1, 'char_values': [48, 4, [31, 37, 17], [2, 3, 4]], 'conrey_index': 19, 'cusp_dim': 124, 'dim': 64, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 756065239088, 'hecke_orbit_dims': [64], 'label': '48.9.l', 'level': 48, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 132, 'mf_new_dim': 64, 'num_forms': 1, 'prim_orbit_index': 6, 'relative_dim': 32, 'sturm_bound': 72, 'trace_bound': 0, 'trace_display': [0, 0, 0, 0], 'traces': [64, 0, 0, -372, 0, 0, 0, 17460, 0, -13784, 39552, -22680, 0, 116772, 0, -161824, 0, -26244, -167552, 690000, 0, -1252768, 1691136, -74844, 0, -1682100, 0, 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mf_twists_cc • Show schema
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id: 9883217
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 43, 'source_dim': 64, 'source_embedding_index': 22, 'source_hecke_orbit_code': 756065239088, 'source_is_minimal': True, 'source_label': '48.9.l.a.43.22', 'source_level': 48, 'target_conrey_index': 43, 'target_dim': 64, 'target_embedding_index': 22, 'target_hecke_orbit_code': 756065239088, 'target_is_minimal': True, 'target_label': '48.9.l.a.43.22', 'target_level': 48, 'twist_class_label': '48.9.l.a.19.22', 'twist_class_level': 48, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
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id: 9883218
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 43, 'source_dim': 64, 'source_embedding_index': 22, 'source_hecke_orbit_code': 756065239088, 'source_is_minimal': True, 'source_label': '48.9.l.a.43.22', 'source_level': 48, 'target_conrey_index': 79, 'target_dim': 64, 'target_embedding_index': 29, 'target_hecke_orbit_code': 756065239232, 'target_is_minimal': False, 'target_label': '192.9.l.a.79.29', 'target_level': 192, 'twist_class_label': '48.9.l.a.19.22', 'twist_class_level': 48, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 9}
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id: 9883219
{'conductor': 16, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 43, 'source_dim': 64, 'source_embedding_index': 22, 'source_hecke_orbit_code': 756065239088, 'source_is_minimal': True, 'source_label': '48.9.l.a.43.22', 'source_level': 48, 'target_conrey_index': 19, 'target_dim': 64, 'target_embedding_index': 22, 'target_hecke_orbit_code': 756065239088, 'target_is_minimal': True, 'target_label': '48.9.l.a.19.22', 'target_level': 48, 'twist_class_label': '48.9.l.a.19.22', 'twist_class_level': 48, 'twisting_char_label': '16.3', 'twisting_conrey_index': 3, 'weight': 9}
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id: 9883220
{'conductor': 16, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 43, 'source_dim': 64, 'source_embedding_index': 22, 'source_hecke_orbit_code': 756065239088, 'source_is_minimal': True, 'source_label': '48.9.l.a.43.22', 'source_level': 48, 'target_conrey_index': 175, 'target_dim': 64, 'target_embedding_index': 29, 'target_hecke_orbit_code': 756065239232, 'target_is_minimal': False, 'target_label': '192.9.l.a.175.29', 'target_level': 192, 'twist_class_label': '48.9.l.a.19.22', 'twist_class_level': 48, 'twisting_char_label': '16.13', 'twisting_conrey_index': 13, 'weight': 9}
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hecke_orbit_code 756065239088 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
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{'char_orbit_index': 12, 'hecke_orbit': 1, 'label': '48.9.l.a', 'level': 48, 'portrait': 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', 'weight': 9}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 11101806
{'hecke_orbit_code': 756065239088, 'n': 1, 'trace_an': 64}
-
id: 11101807
{'hecke_orbit_code': 756065239088, 'n': 2, 'trace_an': 0}
-
id: 11101808
{'hecke_orbit_code': 756065239088, 'n': 3, 'trace_an': 0}
-
id: 11101809
{'hecke_orbit_code': 756065239088, 'n': 4, 'trace_an': -372}
-
id: 11101810
{'hecke_orbit_code': 756065239088, 'n': 5, 'trace_an': 0}
-
id: 11101811
{'hecke_orbit_code': 756065239088, 'n': 6, 'trace_an': 0}
-
id: 11101812
{'hecke_orbit_code': 756065239088, 'n': 7, 'trace_an': 0}
-
id: 11101813
{'hecke_orbit_code': 756065239088, 'n': 8, 'trace_an': 17460}
-
id: 11101814
{'hecke_orbit_code': 756065239088, 'n': 9, 'trace_an': 0}
-
id: 11101815
{'hecke_orbit_code': 756065239088, 'n': 10, 'trace_an': -13784}
-
id: 11101816
{'hecke_orbit_code': 756065239088, 'n': 11, 'trace_an': 39552}
-
id: 11101817
{'hecke_orbit_code': 756065239088, 'n': 12, 'trace_an': -22680}
-
id: 11101818
{'hecke_orbit_code': 756065239088, 'n': 13, 'trace_an': 0}
-
id: 11101819
{'hecke_orbit_code': 756065239088, 'n': 14, 'trace_an': 116772}
-
id: 11101820
{'hecke_orbit_code': 756065239088, 'n': 15, 'trace_an': 0}
-
id: 11101821
{'hecke_orbit_code': 756065239088, 'n': 16, 'trace_an': -161824}
-
id: 11101822
{'hecke_orbit_code': 756065239088, 'n': 17, 'trace_an': 0}
-
id: 11101823
{'hecke_orbit_code': 756065239088, 'n': 18, 'trace_an': -26244}
-
id: 11101824
{'hecke_orbit_code': 756065239088, 'n': 19, 'trace_an': -167552}
-
id: 11101825
{'hecke_orbit_code': 756065239088, 'n': 20, 'trace_an': 690000}
-
id: 11101826
{'hecke_orbit_code': 756065239088, 'n': 21, 'trace_an': 0}
-
id: 11101827
{'hecke_orbit_code': 756065239088, 'n': 22, 'trace_an': -1252768}
-
id: 11101828
{'hecke_orbit_code': 756065239088, 'n': 23, 'trace_an': 1691136}
-
id: 11101829
{'hecke_orbit_code': 756065239088, 'n': 24, 'trace_an': -74844}
-
id: 11101830
{'hecke_orbit_code': 756065239088, 'n': 25, 'trace_an': 0}
-
id: 11101831
{'hecke_orbit_code': 756065239088, 'n': 26, 'trace_an': -1682100}
-
id: 11101832
{'hecke_orbit_code': 756065239088, 'n': 27, 'trace_an': 0}
-
id: 11101833
{'hecke_orbit_code': 756065239088, 'n': 28, 'trace_an': 678600}
-
id: 11101834
{'hecke_orbit_code': 756065239088, 'n': 29, 'trace_an': -2132352}
-
id: 11101835
{'hecke_orbit_code': 756065239088, 'n': 30, 'trace_an': -2054808}
-
id: 11101836
{'hecke_orbit_code': 756065239088, 'n': 31, 'trace_an': 0}
-
id: 11101837
{'hecke_orbit_code': 756065239088, 'n': 32, 'trace_an': 1407840}
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