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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': 6, 'hecke_orbit_code': 22518273165754560, '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, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '192.9.e.f', '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, 'minimal_twist': '3.9.b.a', 'nf_label': '2.0.56.1', 'prim_orbit_index': 2, 'qexp_display': 'q+(45-3\\beta )q^{3}+10\\beta q^{5}+1750q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '8.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '192.9.e', 'trace_display': [0, 90, 0, 3500], 'trace_hash': 1009878893583823022, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.052', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.954', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.617', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.113', 'prec': 20}, {'__RealLiteral__': 0, 'data': '8.104', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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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: 45206633
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518273165754560, 'source_is_minimal': False, 'source_label': '192.9.e.f.65.2', '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': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
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id: 45206634
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518273165754560, 'source_is_minimal': False, 'source_label': '192.9.e.f.65.2', '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': '3.2', 'twisting_conrey_index': 2, 'weight': 9}
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id: 45206635
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518273165754560, 'source_is_minimal': False, 'source_label': '192.9.e.f.65.2', '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': '4.3', 'twisting_conrey_index': 3, 'weight': 9}
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id: 45206636
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518273165754560, 'source_is_minimal': False, 'source_label': '192.9.e.f.65.2', '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': '8.3', 'twisting_conrey_index': 3, 'weight': 9}
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id: 45206637
{'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518273165754560, 'source_is_minimal': False, 'source_label': '192.9.e.f.65.2', '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': '8.5', 'twisting_conrey_index': 5, 'weight': 9}
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id: 45206638
{'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518273165754560, 'source_is_minimal': False, 'source_label': '192.9.e.f.65.2', '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': '12.11', 'twisting_conrey_index': 11, 'weight': 9}
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id: 45206639
{'conductor': 24, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518273165754560, 'source_is_minimal': False, 'source_label': '192.9.e.f.65.2', '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': '24.5', 'twisting_conrey_index': 5, 'weight': 9}
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id: 45206640
{'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518273165754560, 'source_is_minimal': False, 'source_label': '192.9.e.f.65.2', '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': '24.11', 'twisting_conrey_index': 11, 'weight': 9}
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id: 45206641
{'conductor': 40, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518273165754560, 'source_is_minimal': False, 'source_label': '192.9.e.f.65.2', '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': '40.3', 'twisting_conrey_index': 3, 'weight': 9}
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id: 45206642
{'conductor': 40, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518273165754560, 'source_is_minimal': False, 'source_label': '192.9.e.f.65.2', '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': '40.19', 'twisting_conrey_index': 19, 'weight': 9}
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id: 45206643
{'conductor': 40, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518273165754560, 'source_is_minimal': False, 'source_label': '192.9.e.f.65.2', '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': '40.27', 'twisting_conrey_index': 27, 'weight': 9}
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id: 45206644
{'conductor': 72, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518273165754560, 'source_is_minimal': False, 'source_label': '192.9.e.f.65.2', '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': '72.11', 'twisting_conrey_index': 11, 'weight': 9}
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id: 45206645
{'conductor': 72, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518273165754560, 'source_is_minimal': False, 'source_label': '192.9.e.f.65.2', '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': '72.43', 'twisting_conrey_index': 43, 'weight': 9}
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id: 45206646
{'conductor': 72, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518273165754560, 'source_is_minimal': False, 'source_label': '192.9.e.f.65.2', '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': '72.59', 'twisting_conrey_index': 59, 'weight': 9}
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id: 45206647
{'conductor': 72, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518273165754560, 'source_is_minimal': False, 'source_label': '192.9.e.f.65.2', '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': '72.67', 'twisting_conrey_index': 67, 'weight': 9}
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id: 45206648
{'conductor': 120, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518273165754560, 'source_is_minimal': False, 'source_label': '192.9.e.f.65.2', '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': '120.59', 'twisting_conrey_index': 59, 'weight': 9}
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id: 45206649
{'conductor': 120, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518273165754560, 'source_is_minimal': False, 'source_label': '192.9.e.f.65.2', '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': '120.83', 'twisting_conrey_index': 83, 'weight': 9}
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id: 45206650
{'conductor': 120, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 65, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22518273165754560, 'source_is_minimal': False, 'source_label': '192.9.e.f.65.2', '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': '120.107', 'twisting_conrey_index': 107, 'weight': 9}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 482550
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 22518273165754560, 'p': 2}
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id: 482551
{'charpoly_factorization': [[[6561, -90, 1], 1]], 'hecke_orbit_code': 22518273165754560, 'p': 3}
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id: 482552
{'charpoly_factorization': [[[50400, 0, 1], 1]], 'hecke_orbit_code': 22518273165754560, 'p': 5}
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id: 482553
{'charpoly_factorization': [[[-1750, 1], 2]], 'hecke_orbit_code': 22518273165754560, 'p': 7}
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id: 482554
{'charpoly_factorization': [[[48434400, 0, 1], 1]], 'hecke_orbit_code': 22518273165754560, 'p': 11}
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id: 482555
{'charpoly_factorization': [[[25730, 1], 2]], 'hecke_orbit_code': 22518273165754560, 'p': 13}
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id: 482556
{'charpoly_factorization': [[[5608963584, 0, 1], 1]], 'hecke_orbit_code': 22518273165754560, 'p': 17}
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id: 482557
{'charpoly_factorization': [[[-18938, 1], 2]], 'hecke_orbit_code': 22518273165754560, 'p': 19}
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id: 482558
{'charpoly_factorization': [[[221333583744, 0, 1], 1]], 'hecke_orbit_code': 22518273165754560, 'p': 23}
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id: 482559
{'charpoly_factorization': [[[212426373600, 0, 1], 1]], 'hecke_orbit_code': 22518273165754560, 'p': 29}
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id: 482560
{'charpoly_factorization': [[[-351478, 1], 2]], 'hecke_orbit_code': 22518273165754560, 'p': 31}
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id: 482561
{'charpoly_factorization': [[[1335170, 1], 2]], 'hecke_orbit_code': 22518273165754560, 'p': 37}
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id: 482562
{'charpoly_factorization': [[[3517381526400, 0, 1], 1]], 'hecke_orbit_code': 22518273165754560, 'p': 41}
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id: 482563
{'charpoly_factorization': [[[3526150, 1], 2]], 'hecke_orbit_code': 22518273165754560, 'p': 43}
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id: 482564
{'charpoly_factorization': [[[16654893018624, 0, 1], 1]], 'hecke_orbit_code': 22518273165754560, 'p': 47}
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id: 482565
{'charpoly_factorization': [[[43583305427424, 0, 1], 1]], 'hecke_orbit_code': 22518273165754560, 'p': 53}
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id: 482566
{'charpoly_factorization': [[[188098358162400, 0, 1], 1]], 'hecke_orbit_code': 22518273165754560, 'p': 59}
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id: 482567
{'charpoly_factorization': [[[753602, 1], 2]], 'hecke_orbit_code': 22518273165754560, 'p': 61}
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id: 482568
{'charpoly_factorization': [[[-2268890, 1], 2]], 'hecke_orbit_code': 22518273165754560, 'p': 67}
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id: 482569
{'charpoly_factorization': [[[289748374473600, 0, 1], 1]], 'hecke_orbit_code': 22518273165754560, 'p': 71}
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id: 482570
{'charpoly_factorization': [[[-27672770, 1], 2]], 'hecke_orbit_code': 22518273165754560, 'p': 73}
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id: 482571
{'charpoly_factorization': [[[-22980982, 1], 2]], 'hecke_orbit_code': 22518273165754560, 'p': 79}
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id: 482572
{'charpoly_factorization': [[[2152513621054944, 0, 1], 1]], 'hecke_orbit_code': 22518273165754560, 'p': 83}
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id: 482573
{'charpoly_factorization': [[[5272973501846400, 0, 1], 1]], 'hecke_orbit_code': 22518273165754560, 'p': 89}
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id: 482574
{'charpoly_factorization': [[[-147271010, 1], 2]], 'hecke_orbit_code': 22518273165754560, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 5, 'hecke_orbit': 6, 'label': '192.9.e.f', 'level': 192, 'portrait': 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', 'weight': 9}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 172073000
{'hecke_orbit_code': 22518273165754560, 'n': 1, 'trace_an': 2}
-
id: 172073001
{'hecke_orbit_code': 22518273165754560, 'n': 2, 'trace_an': 0}
-
id: 172073002
{'hecke_orbit_code': 22518273165754560, 'n': 3, 'trace_an': 90}
-
id: 172073003
{'hecke_orbit_code': 22518273165754560, 'n': 4, 'trace_an': 0}
-
id: 172073004
{'hecke_orbit_code': 22518273165754560, 'n': 5, 'trace_an': 0}
-
id: 172073005
{'hecke_orbit_code': 22518273165754560, 'n': 6, 'trace_an': 0}
-
id: 172073006
{'hecke_orbit_code': 22518273165754560, 'n': 7, 'trace_an': 3500}
-
id: 172073007
{'hecke_orbit_code': 22518273165754560, 'n': 8, 'trace_an': 0}
-
id: 172073008
{'hecke_orbit_code': 22518273165754560, 'n': 9, 'trace_an': -5022}
-
id: 172073009
{'hecke_orbit_code': 22518273165754560, 'n': 10, 'trace_an': 0}
-
id: 172073010
{'hecke_orbit_code': 22518273165754560, 'n': 11, 'trace_an': 0}
-
id: 172073011
{'hecke_orbit_code': 22518273165754560, 'n': 12, 'trace_an': 0}
-
id: 172073012
{'hecke_orbit_code': 22518273165754560, 'n': 13, 'trace_an': -51460}
-
id: 172073013
{'hecke_orbit_code': 22518273165754560, 'n': 14, 'trace_an': 0}
-
id: 172073014
{'hecke_orbit_code': 22518273165754560, 'n': 15, 'trace_an': 30240}
-
id: 172073015
{'hecke_orbit_code': 22518273165754560, 'n': 16, 'trace_an': 0}
-
id: 172073016
{'hecke_orbit_code': 22518273165754560, 'n': 17, 'trace_an': 0}
-
id: 172073017
{'hecke_orbit_code': 22518273165754560, 'n': 18, 'trace_an': 0}
-
id: 172073018
{'hecke_orbit_code': 22518273165754560, 'n': 19, 'trace_an': 37876}
-
id: 172073019
{'hecke_orbit_code': 22518273165754560, 'n': 20, 'trace_an': 0}
-
id: 172073020
{'hecke_orbit_code': 22518273165754560, 'n': 21, 'trace_an': 157500}
-
id: 172073021
{'hecke_orbit_code': 22518273165754560, 'n': 22, 'trace_an': 0}
-
id: 172073022
{'hecke_orbit_code': 22518273165754560, 'n': 23, 'trace_an': 0}
-
id: 172073023
{'hecke_orbit_code': 22518273165754560, 'n': 24, 'trace_an': 0}
-
id: 172073024
{'hecke_orbit_code': 22518273165754560, 'n': 25, 'trace_an': 680450}
-
id: 172073025
{'hecke_orbit_code': 22518273165754560, 'n': 26, 'trace_an': 0}
-
id: 172073026
{'hecke_orbit_code': 22518273165754560, 'n': 27, 'trace_an': -1042470}
-
id: 172073027
{'hecke_orbit_code': 22518273165754560, 'n': 28, 'trace_an': 0}
-
id: 172073028
{'hecke_orbit_code': 22518273165754560, 'n': 29, 'trace_an': 0}
-
id: 172073029
{'hecke_orbit_code': 22518273165754560, 'n': 30, 'trace_an': 0}
-
id: 172073030
{'hecke_orbit_code': 22518273165754560, 'n': 31, 'trace_an': 702956}
-
id: 172073031
{'hecke_orbit_code': 22518273165754560, 'n': 32, 'trace_an': 0}
-
id: 172073032
{'hecke_orbit_code': 22518273165754560, 'n': 33, 'trace_an': 937440}
-
id: 172073033
{'hecke_orbit_code': 22518273165754560, 'n': 34, 'trace_an': 0}
-
id: 172073034
{'hecke_orbit_code': 22518273165754560, 'n': 35, 'trace_an': 0}
-
id: 172073035
{'hecke_orbit_code': 22518273165754560, 'n': 36, 'trace_an': 0}
-
id: 172073036
{'hecke_orbit_code': 22518273165754560, 'n': 37, 'trace_an': -2670340}
-
id: 172073037
{'hecke_orbit_code': 22518273165754560, 'n': 38, 'trace_an': 0}
-
id: 172073038
{'hecke_orbit_code': 22518273165754560, 'n': 39, 'trace_an': -2315700}
-
id: 172073039
{'hecke_orbit_code': 22518273165754560, 'n': 40, 'trace_an': 0}
-
id: 172073040
{'hecke_orbit_code': 22518273165754560, 'n': 41, 'trace_an': 0}
-
id: 172073041
{'hecke_orbit_code': 22518273165754560, 'n': 42, 'trace_an': 0}
-
id: 172073042
{'hecke_orbit_code': 22518273165754560, 'n': 43, 'trace_an': -7052300}
-
id: 172073043
{'hecke_orbit_code': 22518273165754560, 'n': 44, 'trace_an': 0}
-
id: 172073044
{'hecke_orbit_code': 22518273165754560, 'n': 45, 'trace_an': 2721600}
-
id: 172073045
{'hecke_orbit_code': 22518273165754560, 'n': 46, 'trace_an': 0}
-
id: 172073046
{'hecke_orbit_code': 22518273165754560, 'n': 47, 'trace_an': 0}
-
id: 172073047
{'hecke_orbit_code': 22518273165754560, 'n': 48, 'trace_an': 0}
-
id: 172073048
{'hecke_orbit_code': 22518273165754560, 'n': 49, 'trace_an': -5404602}
-
id: 172073049
{'hecke_orbit_code': 22518273165754560, 'n': 50, 'trace_an': 0}
-
id: 172073050
{'hecke_orbit_code': 22518273165754560, 'n': 51, 'trace_an': 10088064}
-
id: 172073051
{'hecke_orbit_code': 22518273165754560, 'n': 52, 'trace_an': 0}
-
id: 172073052
{'hecke_orbit_code': 22518273165754560, 'n': 53, 'trace_an': 0}
-
id: 172073053
{'hecke_orbit_code': 22518273165754560, 'n': 54, 'trace_an': 0}
-
id: 172073054
{'hecke_orbit_code': 22518273165754560, 'n': 55, 'trace_an': -3124800}
-
id: 172073055
{'hecke_orbit_code': 22518273165754560, 'n': 56, 'trace_an': 0}
-
id: 172073056
{'hecke_orbit_code': 22518273165754560, 'n': 57, 'trace_an': 1704420}
-
id: 172073057
{'hecke_orbit_code': 22518273165754560, 'n': 58, 'trace_an': 0}
-
id: 172073058
{'hecke_orbit_code': 22518273165754560, 'n': 59, 'trace_an': 0}
-
id: 172073059
{'hecke_orbit_code': 22518273165754560, 'n': 60, 'trace_an': 0}
-
id: 172073060
{'hecke_orbit_code': 22518273165754560, 'n': 61, 'trace_an': -1507204}
-
id: 172073061
{'hecke_orbit_code': 22518273165754560, 'n': 62, 'trace_an': 0}
-
id: 172073062
{'hecke_orbit_code': 22518273165754560, 'n': 63, 'trace_an': -8788500}
-
id: 172073063
{'hecke_orbit_code': 22518273165754560, 'n': 64, 'trace_an': 0}
-
id: 172073064
{'hecke_orbit_code': 22518273165754560, 'n': 65, 'trace_an': 0}
-
id: 172073065
{'hecke_orbit_code': 22518273165754560, 'n': 66, 'trace_an': 0}
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