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mf_newforms • Show schema
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{'Nk2': 2520, 'analytic_conductor': 11.226867386908644, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, -1], [7, 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': [70, 1, [57, 31], [1, 1]], 'cm_discs': [], 'conrey_index': 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': [[3, [9, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728033862, '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_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '70.6.a.b', 'level': 70, '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': True, 'level_primes': [2, 5, 7], 'level_radical': 70, 'minimal_twist': '70.6.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}-9q^{3}+2^{4}q^{4}+5^{2}q^{5}+6^{2}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '70.6.a', 'trace_display': [-4, -9, 25, -49], 'trace_hash': 107023617229424168, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.030', 'prec': 17}, {'__RealLiteral__': 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
Hide schema
{'ALdims': [1, 1, 1, 1, 2, 1, 1, 2], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1, 1, 1, 1, 1], 'ALdims_old': [4, 7, 7, 6, 5, 6, 7, 4], 'Nk2': 2520, 'analytic_conductor': 11.226867386908644, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [70, 1, [57, 31], [1, 1]], 'conrey_index': 1, 'cusp_dim': 56, 'dim': 10, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663366, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2], 'label': '70.6.a', 'level': 70, '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': True, 'level_primes': [2, 5, 7], 'level_radical': 70, 'mf_dim': 64, 'mf_new_dim': 10, 'num_forms': 8, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 72, 'trace_bound': 3, 'trace_display': 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mf_twists_cc • Show schema
Hide schema
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id: 34394571
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728033862, 'source_is_minimal': True, 'source_label': '70.6.a.b.1.1', 'source_level': 70, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599728033862, 'target_is_minimal': True, 'target_label': '70.6.a.b.1.1', 'target_level': 70, 'twist_class_label': '70.6.a.b.1.1', 'twist_class_level': 70, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
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id: 34394572
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728033862, 'source_is_minimal': True, 'source_label': '70.6.a.b.1.1', 'source_level': 70, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797119627894, 'target_is_minimal': False, 'target_label': '630.6.a.i.1.1', 'target_level': 630, 'twist_class_label': '70.6.a.b.1.1', 'twist_class_level': 70, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
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id: 34394573
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728033862, 'source_is_minimal': True, 'source_label': '70.6.a.b.1.1', 'source_level': 70, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398610145840, 'target_is_minimal': False, 'target_label': '560.6.a.e.1.1', 'target_level': 560, 'twist_class_label': '70.6.a.b.1.1', 'twist_class_level': 70, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
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id: 34394574
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728033862, 'source_is_minimal': True, 'source_label': '70.6.a.b.1.1', 'source_level': 70, 'target_conrey_index': 99, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021735303840094, 'target_is_minimal': False, 'target_label': '350.6.c.g.99.1', 'target_level': 350, 'twist_class_label': '70.6.a.b.1.1', 'twist_class_level': 70, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 6}
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id: 34394575
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728033862, 'source_is_minimal': True, 'source_label': '70.6.a.b.1.1', 'source_level': 70, 'target_conrey_index': 99, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021735303840094, 'target_is_minimal': False, 'target_label': '350.6.c.g.99.2', 'target_level': 350, 'twist_class_label': '70.6.a.b.1.1', 'twist_class_level': 70, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 6}
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id: 34394576
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728033862, 'source_is_minimal': True, 'source_label': '70.6.a.b.1.1', 'source_level': 70, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539596001739102, 'target_is_minimal': False, 'target_label': '350.6.a.l.1.1', 'target_level': 350, 'twist_class_label': '70.6.a.b.1.1', 'twist_class_level': 70, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 6}
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id: 34394577
{'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599728033862, 'source_is_minimal': True, 'source_label': '70.6.a.b.1.1', 'source_level': 70, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597864886762, 'target_is_minimal': False, 'target_label': '490.6.a.g.1.1', 'target_level': 490, 'twist_class_label': '70.6.a.b.1.1', 'twist_class_level': 70, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 221325
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 4503599728033862, 'p': 2}
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id: 221326
{'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 4503599728033862, 'p': 3}
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id: 221327
{'charpoly_factorization': [[[-25, 1], 1]], 'hecke_orbit_code': 4503599728033862, 'p': 5}
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id: 221328
{'charpoly_factorization': [[[49, 1], 1]], 'hecke_orbit_code': 4503599728033862, 'p': 7}
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id: 221329
{'charpoly_factorization': [[[187, 1], 1]], 'hecke_orbit_code': 4503599728033862, 'p': 11}
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id: 221330
{'charpoly_factorization': [[[-627, 1], 1]], 'hecke_orbit_code': 4503599728033862, 'p': 13}
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id: 221331
{'charpoly_factorization': [[[-1813, 1], 1]], 'hecke_orbit_code': 4503599728033862, 'p': 17}
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id: 221332
{'charpoly_factorization': [[[-258, 1], 1]], 'hecke_orbit_code': 4503599728033862, 'p': 19}
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id: 221333
{'charpoly_factorization': [[[-2970, 1], 1]], 'hecke_orbit_code': 4503599728033862, 'p': 23}
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id: 221334
{'charpoly_factorization': [[[-1299, 1], 1]], 'hecke_orbit_code': 4503599728033862, 'p': 29}
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id: 221335
{'charpoly_factorization': [[[-1916, 1], 1]], 'hecke_orbit_code': 4503599728033862, 'p': 31}
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id: 221336
{'charpoly_factorization': [[[-6578, 1], 1]], 'hecke_orbit_code': 4503599728033862, 'p': 37}
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id: 221337
{'charpoly_factorization': [[[-6676, 1], 1]], 'hecke_orbit_code': 4503599728033862, 'p': 41}
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id: 221338
{'charpoly_factorization': [[[-3178, 1], 1]], 'hecke_orbit_code': 4503599728033862, 'p': 43}
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id: 221339
{'charpoly_factorization': [[[22001, 1], 1]], 'hecke_orbit_code': 4503599728033862, 'p': 47}
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id: 221340
{'charpoly_factorization': [[[-26168, 1], 1]], 'hecke_orbit_code': 4503599728033862, 'p': 53}
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id: 221341
{'charpoly_factorization': [[[-3932, 1], 1]], 'hecke_orbit_code': 4503599728033862, 'p': 59}
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id: 221342
{'charpoly_factorization': [[[48740, 1], 1]], 'hecke_orbit_code': 4503599728033862, 'p': 61}
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id: 221343
{'charpoly_factorization': [[[44832, 1], 1]], 'hecke_orbit_code': 4503599728033862, 'p': 67}
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id: 221344
{'charpoly_factorization': [[[-63736, 1], 1]], 'hecke_orbit_code': 4503599728033862, 'p': 71}
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id: 221345
{'charpoly_factorization': [[[-60470, 1], 1]], 'hecke_orbit_code': 4503599728033862, 'p': 73}
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id: 221346
{'charpoly_factorization': [[[43721, 1], 1]], 'hecke_orbit_code': 4503599728033862, 'p': 79}
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id: 221347
{'charpoly_factorization': [[[-97276, 1], 1]], 'hecke_orbit_code': 4503599728033862, 'p': 83}
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id: 221348
{'charpoly_factorization': [[[-45560, 1], 1]], 'hecke_orbit_code': 4503599728033862, 'p': 89}
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id: 221349
{'charpoly_factorization': [[[57295, 1], 1]], 'hecke_orbit_code': 4503599728033862, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '70.6.a.b', 'level': 70, 'portrait': 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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
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id: 19254348
{'hecke_orbit_code': 4503599728033862, 'n': 1, 'trace_an': 1}
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id: 19254349
{'hecke_orbit_code': 4503599728033862, 'n': 2, 'trace_an': -4}
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id: 19254350
{'hecke_orbit_code': 4503599728033862, 'n': 3, 'trace_an': -9}
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id: 19254351
{'hecke_orbit_code': 4503599728033862, 'n': 4, 'trace_an': 16}
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id: 19254352
{'hecke_orbit_code': 4503599728033862, 'n': 5, 'trace_an': 25}
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id: 19254353
{'hecke_orbit_code': 4503599728033862, 'n': 6, 'trace_an': 36}
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id: 19254354
{'hecke_orbit_code': 4503599728033862, 'n': 7, 'trace_an': -49}
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id: 19254355
{'hecke_orbit_code': 4503599728033862, 'n': 8, 'trace_an': -64}
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id: 19254356
{'hecke_orbit_code': 4503599728033862, 'n': 9, 'trace_an': -162}
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id: 19254357
{'hecke_orbit_code': 4503599728033862, 'n': 10, 'trace_an': -100}
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id: 19254358
{'hecke_orbit_code': 4503599728033862, 'n': 11, 'trace_an': -187}
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id: 19254359
{'hecke_orbit_code': 4503599728033862, 'n': 12, 'trace_an': -144}
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id: 19254360
{'hecke_orbit_code': 4503599728033862, 'n': 13, 'trace_an': 627}
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id: 19254361
{'hecke_orbit_code': 4503599728033862, 'n': 14, 'trace_an': 196}
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id: 19254362
{'hecke_orbit_code': 4503599728033862, 'n': 15, 'trace_an': -225}
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id: 19254363
{'hecke_orbit_code': 4503599728033862, 'n': 16, 'trace_an': 256}
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id: 19254364
{'hecke_orbit_code': 4503599728033862, 'n': 17, 'trace_an': 1813}
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id: 19254365
{'hecke_orbit_code': 4503599728033862, 'n': 18, 'trace_an': 648}
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id: 19254366
{'hecke_orbit_code': 4503599728033862, 'n': 19, 'trace_an': 258}
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id: 19254367
{'hecke_orbit_code': 4503599728033862, 'n': 20, 'trace_an': 400}
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id: 19254368
{'hecke_orbit_code': 4503599728033862, 'n': 21, 'trace_an': 441}
-
id: 19254369
{'hecke_orbit_code': 4503599728033862, 'n': 22, 'trace_an': 748}
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id: 19254370
{'hecke_orbit_code': 4503599728033862, 'n': 23, 'trace_an': 2970}
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id: 19254371
{'hecke_orbit_code': 4503599728033862, 'n': 24, 'trace_an': 576}
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id: 19254372
{'hecke_orbit_code': 4503599728033862, 'n': 25, 'trace_an': 625}
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id: 19254373
{'hecke_orbit_code': 4503599728033862, 'n': 26, 'trace_an': -2508}
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id: 19254374
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