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mf_newforms • Show schema
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{'Nk2': 1175, 'analytic_conductor': 0.5864013898437778, 'analytic_rank': 0, 'analytic_rank_proved': True, 'artin_degree': 6, 'artin_field': [-5, 5, 0, 1], 'artin_field_label': '3.1.1175.1', 'artin_image': '6.1', 'char_conductor': 47, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [1175, 2, [377, 851], [2, 1]], 'cm_discs': [-47], 'conrey_index': 751, 'conrey_indexes': [751], 'dim': 1, 'embedded_related_objects': [['ArtinRepresentation/2.5e2_47.3t2.1c1']], '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, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [1, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 206175208599, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
Hide schema
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mf_twists_cc • Show schema
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id: 1772025
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 751, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206175208599, 'source_is_minimal': True, 'source_label': '1175.1.d.a.751.1', 'source_level': 1175, 'target_conrey_index': 751, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 206175208599, 'target_is_minimal': True, 'target_label': '1175.1.d.a.751.1', 'target_level': 1175, 'twist_class_label': '1175.1.d.a.751.1', 'twist_class_level': 1175, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 1}
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id: 1772026
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 751, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206175208599, 'source_is_minimal': True, 'source_label': '1175.1.d.a.751.1', 'source_level': 1175, 'target_conrey_index': 1174, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 68736255127, 'target_is_minimal': False, 'target_label': '1175.1.b.a.1174.1', 'target_level': 1175, 'twist_class_label': '1175.1.d.a.751.1', 'twist_class_level': 1175, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 1}
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id: 1772027
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 751, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206175208599, 'source_is_minimal': True, 'source_label': '1175.1.d.a.751.1', 'source_level': 1175, 'target_conrey_index': 1174, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 68736255127, 'target_is_minimal': False, 'target_label': '1175.1.b.a.1174.2', 'target_level': 1175, 'twist_class_label': '1175.1.d.a.751.1', 'twist_class_level': 1175, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 1}
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id: 1772028
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 751, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206175208599, 'source_is_minimal': True, 'source_label': '1175.1.d.a.751.1', 'source_level': 1175, 'target_conrey_index': 751, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503805802579095, 'target_is_minimal': True, 'target_label': '1175.1.d.b.751.1', 'target_level': 1175, 'twist_class_label': '1175.1.d.a.751.1', 'twist_class_level': 1175, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 1}
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id: 1772029
{'conductor': 47, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 751, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206175208599, 'source_is_minimal': True, 'source_label': '1175.1.d.a.751.1', 'source_level': 1175, 'target_conrey_index': 751, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 206175208599, 'target_is_minimal': True, 'target_label': '1175.1.d.a.751.1', 'target_level': 1175, 'twist_class_label': '1175.1.d.a.751.1', 'twist_class_level': 1175, 'twisting_char_label': '47.46', 'twisting_conrey_index': 46, 'weight': 1}
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id: 1772030
{'conductor': 235, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 751, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206175208599, 'source_is_minimal': True, 'source_label': '1175.1.d.a.751.1', 'source_level': 1175, 'target_conrey_index': 1174, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 68736255127, 'target_is_minimal': False, 'target_label': '1175.1.b.a.1174.2', 'target_level': 1175, 'twist_class_label': '1175.1.d.a.751.1', 'twist_class_level': 1175, 'twisting_char_label': '235.93', 'twisting_conrey_index': 93, 'weight': 1}
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id: 1772031
{'conductor': 235, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 751, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206175208599, 'source_is_minimal': True, 'source_label': '1175.1.d.a.751.1', 'source_level': 1175, 'target_conrey_index': 1174, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 68736255127, 'target_is_minimal': False, 'target_label': '1175.1.b.a.1174.1', 'target_level': 1175, 'twist_class_label': '1175.1.d.a.751.1', 'twist_class_level': 1175, 'twisting_char_label': '235.187', 'twisting_conrey_index': 187, 'weight': 1}
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id: 1772032
{'conductor': 235, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 751, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206175208599, 'source_is_minimal': True, 'source_label': '1175.1.d.a.751.1', 'source_level': 1175, 'target_conrey_index': 751, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503805802579095, 'target_is_minimal': True, 'target_label': '1175.1.d.b.751.1', 'target_level': 1175, 'twist_class_label': '1175.1.d.a.751.1', 'twist_class_level': 1175, 'twisting_char_label': '235.234', 'twisting_conrey_index': 234, 'weight': 1}
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mf_hecke_charpolys • Show schema
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id: 1742225
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 206175208599, 'p': 2}
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id: 1742226
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 206175208599, 'p': 3}
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id: 1742227
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206175208599, 'p': 5}
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id: 1742228
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 206175208599, 'p': 7}
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id: 1742229
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206175208599, 'p': 11}
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id: 1742230
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206175208599, 'p': 13}
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id: 1742231
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 206175208599, 'p': 17}
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id: 1742232
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206175208599, 'p': 19}
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id: 1742233
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206175208599, 'p': 23}
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id: 1742234
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206175208599, 'p': 29}
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id: 1742235
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206175208599, 'p': 31}
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id: 1742236
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 206175208599, 'p': 37}
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id: 1742237
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206175208599, 'p': 41}
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id: 1742238
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206175208599, 'p': 43}
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id: 1742239
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 206175208599, 'p': 47}
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id: 1742240
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 206175208599, 'p': 53}
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id: 1742241
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 206175208599, 'p': 59}
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id: 1742242
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 206175208599, 'p': 61}
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id: 1742243
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206175208599, 'p': 67}
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id: 1742244
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 206175208599, 'p': 71}
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id: 1742245
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206175208599, 'p': 73}
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id: 1742246
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 206175208599, 'p': 79}
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id: 1742247
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 206175208599, 'p': 83}
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id: 1742248
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 206175208599, 'p': 89}
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id: 1742249
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 206175208599, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 4, 'hecke_orbit': 1, 'label': '1175.1.d.a', 'level': 1175, 'portrait': 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', 'weight': 1}
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mf_hecke_traces • Show schema
Hide schema
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id: 25026000
{'hecke_orbit_code': 206175208599, 'n': 1, 'trace_an': 1}
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id: 25026001
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