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mf_newforms • Show schema
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{'Nk2': 15552, 'analytic_conductor': 78.21669313173642, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 2, 'char_parity': -1, 'char_values': [192, 2, [127, 133, 65], [2, 2, 1]], 'cm_discs': [], 'conrey_index': 65, 'conrey_indexes': [65], 'dim': 2, 'field_disc': -56, 'field_disc_factorization': [[-1, 1], [2, 3], [7, 1]], 'field_poly': [14, 0, 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, [50400, 0, 1]], [7, [1750, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014673538384064, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 6, 'hecke_ring_index_factorization': [[2, 1], [3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], 'is_cm': False, 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'Nk2': 15552, 'analytic_conductor': 78.21669313173642, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 2, 'char_parity': -1, 'char_values': [192, 2, [127, 133, 65], [2, 2, 1]], 'conrey_index': 65, 'cusp_dim': 244, 'dim': 62, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 275028902080, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 2, 2, 8, 8, 16, 16], 'label': '192.9.e', 'level': 192, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 268, 'mf_new_dim': 66, 'num_forms': 12, 'prim_orbit_index': 2, 'relative_dim': 62, 'sturm_bound': 288, 'trace_bound': 9, 'trace_display': [0, 0, 0, 0], 'traces': [62, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 51396, 0, 0, 0, 0, 0, 0, 0, 13124, 0, 0, 0, -4218754, 0, 0, 0, 0, 0, 0, 0, 1665792, 0, 0, 0, -4288956, 0, 0, 0, 0, 0, 0, 0, -14593536, 0, 0, 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mf_twists_cc • Show schema
Hide schema
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id: 44312437
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014673538384064, 'source_is_minimal': False, 'source_label': '192.9.e.e.65.1', 'source_level': 192, 'target_conrey_index': 65, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014673538384064, 'target_is_minimal': False, 'target_label': '192.9.e.e.65.1', 'target_level': 192, 'twist_class_label': '3.9.b.a.2.1', 'twist_class_level': 3, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
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id: 44312438
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014673538384064, 'source_is_minimal': False, 'source_label': '192.9.e.e.65.1', 'source_level': 192, 'target_conrey_index': 65, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014673538384064, 'target_is_minimal': False, 'target_label': '192.9.e.e.65.2', 'target_level': 192, 'twist_class_label': '3.9.b.a.2.1', 'twist_class_level': 3, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 9}
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id: 44312439
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014673538384064, 'source_is_minimal': False, 'source_label': '192.9.e.e.65.1', 'source_level': 192, 'target_conrey_index': 65, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22518273165754560, 'target_is_minimal': False, 'target_label': '192.9.e.f.65.2', 'target_level': 192, 'twist_class_label': '3.9.b.a.2.1', 'twist_class_level': 3, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 9}
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id: 44312440
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014673538384064, 'source_is_minimal': False, 'source_label': '192.9.e.e.65.1', 'source_level': 192, 'target_conrey_index': 17, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503874656272432, 'target_is_minimal': False, 'target_label': '48.9.e.b.17.1', 'target_level': 48, 'twist_class_label': '3.9.b.a.2.1', 'twist_class_level': 3, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 9}
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id: 44312441
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014673538384064, 'source_is_minimal': False, 'source_label': '192.9.e.e.65.1', 'source_level': 192, 'target_conrey_index': 2, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 68870471683, 'target_is_minimal': True, 'target_label': '3.9.b.a.2.1', 'target_level': 3, 'twist_class_label': '3.9.b.a.2.1', 'twist_class_level': 3, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 9}
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id: 44312442
{'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014673538384064, 'source_is_minimal': False, 'source_label': '192.9.e.e.65.1', 'source_level': 192, 'target_conrey_index': 65, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518273165754560, 'target_is_minimal': False, 'target_label': '192.9.e.f.65.1', 'target_level': 192, 'twist_class_label': '3.9.b.a.2.1', 'twist_class_level': 3, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 9}
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id: 44312443
{'conductor': 24, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014673538384064, 'source_is_minimal': False, 'source_label': '192.9.e.e.65.1', 'source_level': 192, 'target_conrey_index': 2, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 68870471683, 'target_is_minimal': True, 'target_label': '3.9.b.a.2.2', 'target_level': 3, 'twist_class_label': '3.9.b.a.2.1', 'twist_class_level': 3, 'twisting_char_label': '24.5', 'twisting_conrey_index': 5, 'weight': 9}
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id: 44312444
{'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014673538384064, 'source_is_minimal': False, 'source_label': '192.9.e.e.65.1', 'source_level': 192, 'target_conrey_index': 17, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503874656272432, 'target_is_minimal': False, 'target_label': '48.9.e.b.17.2', 'target_level': 48, 'twist_class_label': '3.9.b.a.2.1', 'twist_class_level': 3, 'twisting_char_label': '24.11', 'twisting_conrey_index': 11, 'weight': 9}
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id: 44312445
{'conductor': 40, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014673538384064, 'source_is_minimal': False, 'source_label': '192.9.e.e.65.1', 'source_level': 192, 'target_conrey_index': 74, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503805936795723, 'target_is_minimal': False, 'target_label': '75.9.d.b.74.2', 'target_level': 75, 'twist_class_label': '3.9.b.a.2.1', 'twist_class_level': 3, 'twisting_char_label': '40.13', 'twisting_conrey_index': 13, 'weight': 9}
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id: 44312446
{'conductor': 40, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014673538384064, 'source_is_minimal': False, 'source_label': '192.9.e.e.65.1', 'source_level': 192, 'target_conrey_index': 26, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007336844689483, 'target_is_minimal': False, 'target_label': '75.9.c.c.26.2', 'target_level': 75, 'twist_class_label': '3.9.b.a.2.1', 'twist_class_level': 3, 'twisting_char_label': '40.29', 'twisting_conrey_index': 29, 'weight': 9}
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id: 44312447
{'conductor': 40, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014673538384064, 'source_is_minimal': False, 'source_label': '192.9.e.e.65.1', 'source_level': 192, 'target_conrey_index': 74, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503805936795723, 'target_is_minimal': False, 'target_label': '75.9.d.b.74.3', 'target_level': 75, 'twist_class_label': '3.9.b.a.2.1', 'twist_class_level': 3, 'twisting_char_label': '40.37', 'twisting_conrey_index': 37, 'weight': 9}
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id: 44312448
{'conductor': 72, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014673538384064, 'source_is_minimal': False, 'source_label': '192.9.e.e.65.1', 'source_level': 192, 'target_conrey_index': 26, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511005191536721, 'target_is_minimal': False, 'target_label': '81.9.d.d.26.1', 'target_level': 81, 'twist_class_label': '3.9.b.a.2.1', 'twist_class_level': 3, 'twisting_char_label': '72.5', 'twisting_conrey_index': 5, 'weight': 9}
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id: 44312449
{'conductor': 72, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014673538384064, 'source_is_minimal': False, 'source_label': '192.9.e.e.65.1', 'source_level': 192, 'target_conrey_index': 26, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511005191536721, 'target_is_minimal': False, 'target_label': '81.9.d.d.26.2', 'target_level': 81, 'twist_class_label': '3.9.b.a.2.1', 'twist_class_level': 3, 'twisting_char_label': '72.13', 'twisting_conrey_index': 13, 'weight': 9}
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id: 44312450
{'conductor': 72, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014673538384064, 'source_is_minimal': False, 'source_label': '192.9.e.e.65.1', 'source_level': 192, 'target_conrey_index': 53, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511005191536721, 'target_is_minimal': False, 'target_label': '81.9.d.d.53.2', 'target_level': 81, 'twist_class_label': '3.9.b.a.2.1', 'twist_class_level': 3, 'twisting_char_label': '72.29', 'twisting_conrey_index': 29, 'weight': 9}
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id: 44312451
{'conductor': 72, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014673538384064, 'source_is_minimal': False, 'source_label': '192.9.e.e.65.1', 'source_level': 192, 'target_conrey_index': 53, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511005191536721, 'target_is_minimal': False, 'target_label': '81.9.d.d.53.1', 'target_level': 81, 'twist_class_label': '3.9.b.a.2.1', 'twist_class_level': 3, 'twisting_char_label': '72.61', 'twisting_conrey_index': 61, 'weight': 9}
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id: 44312452
{'conductor': 120, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014673538384064, 'source_is_minimal': False, 'source_label': '192.9.e.e.65.1', 'source_level': 192, 'target_conrey_index': 26, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336844689483, 'target_is_minimal': False, 'target_label': '75.9.c.c.26.1', 'target_level': 75, 'twist_class_label': '3.9.b.a.2.1', 'twist_class_level': 3, 'twisting_char_label': '120.29', 'twisting_conrey_index': 29, 'weight': 9}
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id: 44312453
{'conductor': 120, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014673538384064, 'source_is_minimal': False, 'source_label': '192.9.e.e.65.1', 'source_level': 192, 'target_conrey_index': 74, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4503805936795723, 'target_is_minimal': False, 'target_label': '75.9.d.b.74.4', 'target_level': 75, 'twist_class_label': '3.9.b.a.2.1', 'twist_class_level': 3, 'twisting_char_label': '120.53', 'twisting_conrey_index': 53, 'weight': 9}
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id: 44312454
{'conductor': 120, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014673538384064, 'source_is_minimal': False, 'source_label': '192.9.e.e.65.1', 'source_level': 192, 'target_conrey_index': 74, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503805936795723, 'target_is_minimal': False, 'target_label': '75.9.d.b.74.1', 'target_level': 75, 'twist_class_label': '3.9.b.a.2.1', 'twist_class_level': 3, 'twisting_char_label': '120.77', 'twisting_conrey_index': 77, 'weight': 9}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 482525
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 18014673538384064, 'p': 2}
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id: 482526
{'charpoly_factorization': [[[6561, 90, 1], 1]], 'hecke_orbit_code': 18014673538384064, 'p': 3}
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id: 482527
{'charpoly_factorization': [[[50400, 0, 1], 1]], 'hecke_orbit_code': 18014673538384064, 'p': 5}
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id: 482528
{'charpoly_factorization': [[[1750, 1], 2]], 'hecke_orbit_code': 18014673538384064, 'p': 7}
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id: 482529
{'charpoly_factorization': [[[48434400, 0, 1], 1]], 'hecke_orbit_code': 18014673538384064, 'p': 11}
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id: 482530
{'charpoly_factorization': [[[25730, 1], 2]], 'hecke_orbit_code': 18014673538384064, 'p': 13}
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id: 482531
{'charpoly_factorization': [[[5608963584, 0, 1], 1]], 'hecke_orbit_code': 18014673538384064, 'p': 17}
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id: 482532
{'charpoly_factorization': [[[18938, 1], 2]], 'hecke_orbit_code': 18014673538384064, 'p': 19}
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id: 482533
{'charpoly_factorization': [[[221333583744, 0, 1], 1]], 'hecke_orbit_code': 18014673538384064, 'p': 23}
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id: 482534
{'charpoly_factorization': [[[212426373600, 0, 1], 1]], 'hecke_orbit_code': 18014673538384064, 'p': 29}
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id: 482535
{'charpoly_factorization': [[[351478, 1], 2]], 'hecke_orbit_code': 18014673538384064, 'p': 31}
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id: 482536
{'charpoly_factorization': [[[1335170, 1], 2]], 'hecke_orbit_code': 18014673538384064, 'p': 37}
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id: 482537
{'charpoly_factorization': [[[3517381526400, 0, 1], 1]], 'hecke_orbit_code': 18014673538384064, 'p': 41}
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id: 482538
{'charpoly_factorization': [[[-3526150, 1], 2]], 'hecke_orbit_code': 18014673538384064, 'p': 43}
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id: 482539
{'charpoly_factorization': [[[16654893018624, 0, 1], 1]], 'hecke_orbit_code': 18014673538384064, 'p': 47}
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id: 482540
{'charpoly_factorization': [[[43583305427424, 0, 1], 1]], 'hecke_orbit_code': 18014673538384064, 'p': 53}
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id: 482541
{'charpoly_factorization': [[[188098358162400, 0, 1], 1]], 'hecke_orbit_code': 18014673538384064, 'p': 59}
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id: 482542
{'charpoly_factorization': [[[753602, 1], 2]], 'hecke_orbit_code': 18014673538384064, 'p': 61}
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id: 482543
{'charpoly_factorization': [[[2268890, 1], 2]], 'hecke_orbit_code': 18014673538384064, 'p': 67}
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id: 482544
{'charpoly_factorization': [[[289748374473600, 0, 1], 1]], 'hecke_orbit_code': 18014673538384064, 'p': 71}
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id: 482545
{'charpoly_factorization': [[[-27672770, 1], 2]], 'hecke_orbit_code': 18014673538384064, 'p': 73}
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id: 482546
{'charpoly_factorization': [[[22980982, 1], 2]], 'hecke_orbit_code': 18014673538384064, 'p': 79}
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id: 482547
{'charpoly_factorization': [[[2152513621054944, 0, 1], 1]], 'hecke_orbit_code': 18014673538384064, 'p': 83}
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id: 482548
{'charpoly_factorization': [[[5272973501846400, 0, 1], 1]], 'hecke_orbit_code': 18014673538384064, 'p': 89}
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id: 482549
{'charpoly_factorization': [[[-147271010, 1], 2]], 'hecke_orbit_code': 18014673538384064, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 5, 'hecke_orbit': 5, 'label': '192.9.e.e', 'level': 192, 'portrait': 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', 'weight': 9}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 158661000
{'hecke_orbit_code': 18014673538384064, 'n': 1, 'trace_an': 2}
-
id: 158661001
{'hecke_orbit_code': 18014673538384064, 'n': 2, 'trace_an': 0}
-
id: 158661002
{'hecke_orbit_code': 18014673538384064, 'n': 3, 'trace_an': -90}
-
id: 158661003
{'hecke_orbit_code': 18014673538384064, 'n': 4, 'trace_an': 0}
-
id: 158661004
{'hecke_orbit_code': 18014673538384064, 'n': 5, 'trace_an': 0}
-
id: 158661005
{'hecke_orbit_code': 18014673538384064, 'n': 6, 'trace_an': 0}
-
id: 158661006
{'hecke_orbit_code': 18014673538384064, 'n': 7, 'trace_an': -3500}
-
id: 158661007
{'hecke_orbit_code': 18014673538384064, 'n': 8, 'trace_an': 0}
-
id: 158661008
{'hecke_orbit_code': 18014673538384064, 'n': 9, 'trace_an': -5022}
-
id: 158661009
{'hecke_orbit_code': 18014673538384064, 'n': 10, 'trace_an': 0}
-
id: 158661010
{'hecke_orbit_code': 18014673538384064, 'n': 11, 'trace_an': 0}
-
id: 158661011
{'hecke_orbit_code': 18014673538384064, 'n': 12, 'trace_an': 0}
-
id: 158661012
{'hecke_orbit_code': 18014673538384064, 'n': 13, 'trace_an': -51460}
-
id: 158661013
{'hecke_orbit_code': 18014673538384064, 'n': 14, 'trace_an': 0}
-
id: 158661014
{'hecke_orbit_code': 18014673538384064, 'n': 15, 'trace_an': -30240}
-
id: 158661015
{'hecke_orbit_code': 18014673538384064, 'n': 16, 'trace_an': 0}
-
id: 158661016
{'hecke_orbit_code': 18014673538384064, 'n': 17, 'trace_an': 0}
-
id: 158661017
{'hecke_orbit_code': 18014673538384064, 'n': 18, 'trace_an': 0}
-
id: 158661018
{'hecke_orbit_code': 18014673538384064, 'n': 19, 'trace_an': -37876}
-
id: 158661019
{'hecke_orbit_code': 18014673538384064, 'n': 20, 'trace_an': 0}
-
id: 158661020
{'hecke_orbit_code': 18014673538384064, 'n': 21, 'trace_an': 157500}
-
id: 158661021
{'hecke_orbit_code': 18014673538384064, 'n': 22, 'trace_an': 0}
-
id: 158661022
{'hecke_orbit_code': 18014673538384064, 'n': 23, 'trace_an': 0}
-
id: 158661023
{'hecke_orbit_code': 18014673538384064, 'n': 24, 'trace_an': 0}
-
id: 158661024
{'hecke_orbit_code': 18014673538384064, 'n': 25, 'trace_an': 680450}
-
id: 158661025
{'hecke_orbit_code': 18014673538384064, 'n': 26, 'trace_an': 0}
-
id: 158661026
{'hecke_orbit_code': 18014673538384064, 'n': 27, 'trace_an': 1042470}
-
id: 158661027
{'hecke_orbit_code': 18014673538384064, 'n': 28, 'trace_an': 0}
-
id: 158661028
{'hecke_orbit_code': 18014673538384064, 'n': 29, 'trace_an': 0}
-
id: 158661029
{'hecke_orbit_code': 18014673538384064, 'n': 30, 'trace_an': 0}
-
id: 158661030
{'hecke_orbit_code': 18014673538384064, 'n': 31, 'trace_an': -702956}
-
id: 158661031
{'hecke_orbit_code': 18014673538384064, 'n': 32, 'trace_an': 0}
-
id: 158661032
{'hecke_orbit_code': 18014673538384064, 'n': 33, 'trace_an': 937440}
-
id: 158661033
{'hecke_orbit_code': 18014673538384064, 'n': 34, 'trace_an': 0}
-
id: 158661034
{'hecke_orbit_code': 18014673538384064, 'n': 35, 'trace_an': 0}
-
id: 158661035
{'hecke_orbit_code': 18014673538384064, 'n': 36, 'trace_an': 0}
-
id: 158661036
{'hecke_orbit_code': 18014673538384064, 'n': 37, 'trace_an': -2670340}
-
id: 158661037
{'hecke_orbit_code': 18014673538384064, 'n': 38, 'trace_an': 0}
-
id: 158661038
{'hecke_orbit_code': 18014673538384064, 'n': 39, 'trace_an': 2315700}
-
id: 158661039
{'hecke_orbit_code': 18014673538384064, 'n': 40, 'trace_an': 0}
-
id: 158661040
{'hecke_orbit_code': 18014673538384064, 'n': 41, 'trace_an': 0}
-
id: 158661041
{'hecke_orbit_code': 18014673538384064, 'n': 42, 'trace_an': 0}
-
id: 158661042
{'hecke_orbit_code': 18014673538384064, 'n': 43, 'trace_an': 7052300}
-
id: 158661043
{'hecke_orbit_code': 18014673538384064, 'n': 44, 'trace_an': 0}
-
id: 158661044
{'hecke_orbit_code': 18014673538384064, 'n': 45, 'trace_an': 2721600}
-
id: 158661045
{'hecke_orbit_code': 18014673538384064, 'n': 46, 'trace_an': 0}
-
id: 158661046
{'hecke_orbit_code': 18014673538384064, 'n': 47, 'trace_an': 0}
-
id: 158661047
{'hecke_orbit_code': 18014673538384064, 'n': 48, 'trace_an': 0}
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id: 158661984
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id: 158661985
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id: 158661986
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id: 158661987
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id: 158661988
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id: 158661989
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id: 158661990
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id: 158661991
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id: 158661992
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id: 158661993
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id: 158661994
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id: 158661995
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id: 158661996
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id: 158661997
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id: 158661998
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id: 158661999
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