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mf_newforms • Show schema
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{'Nk2': 144, 'analytic_conductor': 0.6415352792519226, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -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': [4, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 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': [], 'hecke_orbit': 1, 'hecke_orbit_code': 100663300, 'hecke_ring_generator_nbound': 1, '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': 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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mf_twists_cc • Show schema
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id: 381372
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663300, 'target_is_minimal': True, 'target_label': '4.6.a.a.1.1', 'target_level': 4, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
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id: 381373
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663332, 'target_is_minimal': False, 'target_label': '36.6.a.a.1.1', 'target_level': 36, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
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id: 381374
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599728033808, 'target_is_minimal': False, 'target_label': '16.6.a.b.1.1', 'target_level': 16, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
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id: 381375
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503737166987364, 'target_is_minimal': False, 'target_label': '100.6.c.b.49.2', 'target_level': 100, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 6}
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id: 381376
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737166987364, 'target_is_minimal': False, 'target_label': '100.6.c.b.49.1', 'target_level': 100, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 6}
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id: 381377
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599728033892, 'target_is_minimal': False, 'target_label': '100.6.a.b.1.1', 'target_level': 100, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 6}
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id: 381378
{'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 165, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021872742793412, 'target_is_minimal': False, 'target_label': '196.6.e.g.165.1', 'target_level': 196, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 6}
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id: 381379
{'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 177, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511073860681924, 'target_is_minimal': False, 'target_label': '196.6.e.d.177.1', 'target_level': 196, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 6}
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id: 381380
{'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 177, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021872742793412, 'target_is_minimal': False, 'target_label': '196.6.e.g.177.1', 'target_level': 196, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 6}
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id: 381381
{'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 165, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511073860681924, 'target_is_minimal': False, 'target_label': '196.6.e.d.165.1', 'target_level': 196, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 6}
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id: 381382
{'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398610145476, 'target_is_minimal': False, 'target_label': '196.6.a.e.1.1', 'target_level': 196, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
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id: 381383
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599728033856, 'target_is_minimal': False, 'target_label': '64.6.a.b.1.1', 'target_level': 64, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 6}
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id: 381384
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998237515840, 'target_is_minimal': False, 'target_label': '64.6.a.f.1.1', 'target_level': 64, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 6}
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id: 381385
{'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 109, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511073860682052, 'target_is_minimal': False, 'target_label': '324.6.e.d.109.1', 'target_level': 324, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 6}
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id: 381386
{'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 217, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 274978570564, 'target_is_minimal': False, 'target_label': '324.6.e.a.217.1', 'target_level': 324, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 6}
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id: 381387
{'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 217, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511073860682052, 'target_is_minimal': False, 'target_label': '324.6.e.d.217.1', 'target_level': 324, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 6}
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id: 381388
{'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 109, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 274978570564, 'target_is_minimal': False, 'target_label': '324.6.e.a.109.1', 'target_level': 324, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 6}
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id: 381389
{'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663780, 'target_is_minimal': False, 'target_label': '484.6.a.a.1.1', 'target_level': 484, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 6}
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id: 381390
{'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199355404432, 'target_is_minimal': False, 'target_label': '144.6.a.c.1.1', 'target_level': 144, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 6}
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id: 381391
{'conductor': 13, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 337, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 206259094180, 'target_is_minimal': False, 'target_label': '676.6.d.a.337.1', 'target_level': 676, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '13.5', 'twisting_conrey_index': 5, 'weight': 6}
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id: 381392
{'conductor': 13, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 337, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 206259094180, 'target_is_minimal': False, 'target_label': '676.6.d.a.337.2', 'target_level': 676, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '13.8', 'twisting_conrey_index': 8, 'weight': 6}
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id: 381393
{'conductor': 13, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663972, 'target_is_minimal': False, 'target_label': '676.6.a.a.1.1', 'target_level': 676, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '13.12', 'twisting_conrey_index': 12, 'weight': 6}
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id: 381394
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 649, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 206259094404, 'target_is_minimal': False, 'target_label': '900.6.d.a.649.1', 'target_level': 900, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 6}
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id: 381395
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 649, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 206259094404, 'target_is_minimal': False, 'target_label': '900.6.d.a.649.2', 'target_level': 900, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 6}
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id: 381396
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197492257668, 'target_is_minimal': False, 'target_label': '900.6.a.h.1.1', 'target_level': 900, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 6}
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id: 381397
{'conductor': 16, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 129, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007268074881280, 'target_is_minimal': False, 'target_label': '256.6.b.c.129.2', 'target_level': 256, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '16.3', 'twisting_conrey_index': 3, 'weight': 6}
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id: 381398
{'conductor': 16, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 129, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021666584363264, 'target_is_minimal': False, 'target_label': '256.6.b.g.129.2', 'target_level': 256, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '16.5', 'twisting_conrey_index': 5, 'weight': 6}
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id: 381399
{'conductor': 16, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 129, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007268074881280, 'target_is_minimal': False, 'target_label': '256.6.b.c.129.1', 'target_level': 256, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '16.11', 'twisting_conrey_index': 11, 'weight': 6}
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id: 381400
{'conductor': 16, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 129, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021666584363264, 'target_is_minimal': False, 'target_label': '256.6.b.g.129.1', 'target_level': 256, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '16.13', 'twisting_conrey_index': 13, 'weight': 6}
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id: 381401
{'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22518135676469648, 'target_is_minimal': False, 'target_label': '400.6.c.f.49.2', 'target_level': 400, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 6}
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id: 381402
{'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518135676469648, 'target_is_minimal': False, 'target_label': '400.6.c.f.49.1', 'target_level': 400, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 6}
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id: 381403
{'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798982775184, 'target_is_minimal': False, 'target_label': '400.6.a.d.1.1', 'target_level': 400, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 6}
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id: 381404
{'conductor': 24, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 126100789667037760, 'target_is_minimal': False, 'target_label': '576.6.a.bc.1.1', 'target_level': 576, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '24.5', 'twisting_conrey_index': 5, 'weight': 6}
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id: 381405
{'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 130604389294408256, 'target_is_minimal': False, 'target_label': '576.6.a.bd.1.1', 'target_level': 576, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '24.11', 'twisting_conrey_index': 11, 'weight': 6}
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id: 381406
{'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663300, 'source_is_minimal': True, 'source_label': '4.6.a.a.1.1', 'source_level': 4, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798982775568, 'target_is_minimal': False, 'target_label': '784.6.a.d.1.1', 'target_level': 784, 'twist_class_label': '4.6.a.a.1.1', 'twist_class_level': 4, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 14950
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 100663300, 'p': 2}
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id: 14951
{'charpoly_factorization': [[[12, 1], 1]], 'hecke_orbit_code': 100663300, 'p': 3}
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id: 14952
{'charpoly_factorization': [[[-54, 1], 1]], 'hecke_orbit_code': 100663300, 'p': 5}
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id: 14953
{'charpoly_factorization': [[[88, 1], 1]], 'hecke_orbit_code': 100663300, 'p': 7}
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id: 14954
{'charpoly_factorization': [[[-540, 1], 1]], 'hecke_orbit_code': 100663300, 'p': 11}
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id: 14955
{'charpoly_factorization': [[[418, 1], 1]], 'hecke_orbit_code': 100663300, 'p': 13}
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id: 14956
{'charpoly_factorization': [[[-594, 1], 1]], 'hecke_orbit_code': 100663300, 'p': 17}
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id: 14957
{'charpoly_factorization': [[[-836, 1], 1]], 'hecke_orbit_code': 100663300, 'p': 19}
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id: 14958
{'charpoly_factorization': [[[4104, 1], 1]], 'hecke_orbit_code': 100663300, 'p': 23}
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id: 14959
{'charpoly_factorization': [[[594, 1], 1]], 'hecke_orbit_code': 100663300, 'p': 29}
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id: 14960
{'charpoly_factorization': [[[-4256, 1], 1]], 'hecke_orbit_code': 100663300, 'p': 31}
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id: 14961
{'charpoly_factorization': [[[298, 1], 1]], 'hecke_orbit_code': 100663300, 'p': 37}
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id: 14962
{'charpoly_factorization': [[[-17226, 1], 1]], 'hecke_orbit_code': 100663300, 'p': 41}
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id: 14963
{'charpoly_factorization': [[[12100, 1], 1]], 'hecke_orbit_code': 100663300, 'p': 43}
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id: 14964
{'charpoly_factorization': [[[1296, 1], 1]], 'hecke_orbit_code': 100663300, 'p': 47}
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id: 14965
{'charpoly_factorization': [[[-19494, 1], 1]], 'hecke_orbit_code': 100663300, 'p': 53}
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id: 14966
{'charpoly_factorization': [[[7668, 1], 1]], 'hecke_orbit_code': 100663300, 'p': 59}
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id: 14967
{'charpoly_factorization': [[[34738, 1], 1]], 'hecke_orbit_code': 100663300, 'p': 61}
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id: 14968
{'charpoly_factorization': [[[-21812, 1], 1]], 'hecke_orbit_code': 100663300, 'p': 67}
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id: 14969
{'charpoly_factorization': [[[46872, 1], 1]], 'hecke_orbit_code': 100663300, 'p': 71}
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id: 14970
{'charpoly_factorization': [[[-67562, 1], 1]], 'hecke_orbit_code': 100663300, 'p': 73}
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id: 14971
{'charpoly_factorization': [[[76912, 1], 1]], 'hecke_orbit_code': 100663300, 'p': 79}
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id: 14972
{'charpoly_factorization': [[[-67716, 1], 1]], 'hecke_orbit_code': 100663300, 'p': 83}
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id: 14973
{'charpoly_factorization': [[[-29754, 1], 1]], 'hecke_orbit_code': 100663300, 'p': 89}
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id: 14974
{'charpoly_factorization': [[[122398, 1], 1]], 'hecke_orbit_code': 100663300, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '4.6.a.a', 'level': 4, 'portrait': 'data:image/png;base64,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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 12479000
{'hecke_orbit_code': 100663300, 'n': 1, 'trace_an': 1}
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id: 12479001
{'hecke_orbit_code': 100663300, 'n': 2, 'trace_an': 0}
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id: 12479002
{'hecke_orbit_code': 100663300, 'n': 3, 'trace_an': -12}
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id: 12479003
{'hecke_orbit_code': 100663300, 'n': 4, 'trace_an': 0}
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id: 12479004
{'hecke_orbit_code': 100663300, 'n': 5, 'trace_an': 54}
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id: 12479005
{'hecke_orbit_code': 100663300, 'n': 6, 'trace_an': 0}
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id: 12479006
{'hecke_orbit_code': 100663300, 'n': 7, 'trace_an': -88}
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id: 12479007
{'hecke_orbit_code': 100663300, 'n': 8, 'trace_an': 0}
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id: 12479008
{'hecke_orbit_code': 100663300, 'n': 9, 'trace_an': -99}
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id: 12479009
{'hecke_orbit_code': 100663300, 'n': 10, 'trace_an': 0}
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id: 12479010
{'hecke_orbit_code': 100663300, 'n': 11, 'trace_an': 540}
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id: 12479011
{'hecke_orbit_code': 100663300, 'n': 12, 'trace_an': 0}
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id: 12479012
{'hecke_orbit_code': 100663300, 'n': 13, 'trace_an': -418}
-
id: 12479013
{'hecke_orbit_code': 100663300, 'n': 14, 'trace_an': 0}
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id: 12479014
{'hecke_orbit_code': 100663300, 'n': 15, 'trace_an': -648}
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id: 12479015
{'hecke_orbit_code': 100663300, 'n': 16, 'trace_an': 0}
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id: 12479016
{'hecke_orbit_code': 100663300, 'n': 17, 'trace_an': 594}
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