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mf_newforms • Show schema
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{'Nk2': 6480, 'analytic_conductor': 34.5754431251815, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [45, 2, [11, 37], [2, 1]], 'cm_discs': [], 'conrey_index': 19, 'dim': 4, 'field_disc': 3086060956, 'field_disc_factorization': [[2, 2], [11, 2], [179, 2], [199, 1]], 'field_poly': [28656, -2144, -142, -1, 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': [[2, [2496256, 0, 4132, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503668548173869, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 7200, 'hecke_ring_index_factorization': [[2, 5], [3, 2], [5, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '45.12.b.b', 'level': 45, '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': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '5.12.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{1}q^{2}+(-18-\\beta _{2})q^{4}+(75-10\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '11.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '45.12.b', 'trace_display': [0, 0, 300, 0], 'trace_hash': 1017439977586520971, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.626', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', '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': 6480, 'analytic_conductor': 34.5754431251815, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [45, 2, [11, 37], [2, 1]], 'conrey_index': 19, 'cusp_dim': 62, 'dim': 26, 'eis_dim': 8, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68920803373, 'hecke_orbit_dims': [2, 4, 8, 12], 'label': '45.12.b', 'level': 45, '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': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 70, 'mf_new_dim': 28, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 26, 'sturm_bound': 72, 'trace_bound': 1, 'trace_display': [0, 0, -2256, 0], 'traces': [26, 0, 0, -26556, -2256, 0, 0, 0, 0, -124736, 647904, 0, 0, -5716740, 0, 24506644, 0, 0, 10842664, 13171716, 0, 0, 0, 0, 45624926, 13472868, 0, 0, 242658912, 0, 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mf_twists_cc • Show schema
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id: 34627542
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503668548173869, 'source_is_minimal': False, 'source_label': '45.12.b.b.19.3', 'source_level': 45, 'target_conrey_index': 19, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503668548173869, 'target_is_minimal': False, 'target_label': '45.12.b.b.19.3', 'target_level': 45, 'twist_class_label': '5.12.b.a.4.2', 'twist_class_level': 5, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
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id: 34627543
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503668548173869, 'source_is_minimal': False, 'source_label': '45.12.b.b.19.3', 'source_level': 45, 'target_conrey_index': 4, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 68920803333, 'target_is_minimal': True, 'target_label': '5.12.b.a.4.2', 'target_level': 5, 'twist_class_label': '5.12.b.a.4.2', 'twist_class_level': 5, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 12}
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id: 34627544
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503668548173869, 'source_is_minimal': False, 'source_label': '45.12.b.b.19.3', 'source_level': 45, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 76561193866625249, 'target_is_minimal': False, 'target_label': '225.12.a.r.1.2', 'target_level': 225, 'twist_class_label': '5.12.b.a.4.2', 'twist_class_level': 5, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 12}
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id: 34627545
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503668548173869, 'source_is_minimal': False, 'source_label': '45.12.b.b.19.3', 'source_level': 45, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 76561193866625249, 'target_is_minimal': False, 'target_label': '225.12.a.r.1.3', 'target_level': 225, 'twist_class_label': '5.12.b.a.4.2', 'twist_class_level': 5, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 12}
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id: 34627546
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503668548173869, 'source_is_minimal': False, 'source_label': '45.12.b.b.19.3', 'source_level': 45, 'target_conrey_index': 19, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503668548173869, 'target_is_minimal': False, 'target_label': '45.12.b.b.19.2', 'target_level': 45, 'twist_class_label': '5.12.b.a.4.2', 'twist_class_level': 5, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 12}
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id: 34627547
{'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503668548173869, 'source_is_minimal': False, 'source_label': '45.12.b.b.19.3', 'source_level': 45, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137640280144, 'target_is_minimal': False, 'target_label': '80.12.c.a.49.1', 'target_level': 80, 'twist_class_label': '5.12.b.a.4.2', 'twist_class_level': 5, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 12}
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id: 34627548
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503668548173869, 'source_is_minimal': False, 'source_label': '45.12.b.b.19.3', 'source_level': 45, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 18014398710808601, 'target_is_minimal': False, 'target_label': '25.12.a.e.1.3', 'target_level': 25, 'twist_class_label': '5.12.b.a.4.2', 'twist_class_level': 5, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 12}
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id: 34627549
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503668548173869, 'source_is_minimal': False, 'source_label': '45.12.b.b.19.3', 'source_level': 45, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398710808601, 'target_is_minimal': False, 'target_label': '25.12.a.e.1.2', 'target_level': 25, 'twist_class_label': '5.12.b.a.4.2', 'twist_class_level': 5, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 12}
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id: 34627550
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503668548173869, 'source_is_minimal': False, 'source_label': '45.12.b.b.19.3', 'source_level': 45, 'target_conrey_index': 4, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 68920803333, 'target_is_minimal': True, 'target_label': '5.12.b.a.4.3', 'target_level': 5, 'twist_class_label': '5.12.b.a.4.2', 'twist_class_level': 5, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 12}
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id: 34627551
{'conductor': 60, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503668548173869, 'source_is_minimal': False, 'source_label': '45.12.b.b.19.3', 'source_level': 45, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 137640280144, 'target_is_minimal': False, 'target_label': '80.12.c.a.49.4', 'target_level': 80, 'twist_class_label': '5.12.b.a.4.2', 'twist_class_level': 5, 'twisting_char_label': '60.59', 'twisting_conrey_index': 59, 'weight': 12}
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mf_hecke_charpolys • Show schema
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id: 152100
{'charpoly_factorization': [[[2496256, 0, 4132, 0, 1], 1]], 'hecke_orbit_code': 4503668548173869, 'p': 2}
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id: 152101
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 4503668548173869, 'p': 3}
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id: 152102
{'charpoly_factorization': [[[2384185791015625, -14648437500, -79531250, -300, 1], 1]], 'hecke_orbit_code': 4503668548173869, 'p': 5}
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id: 152103
{'charpoly_factorization': [[[2087691277621558896, 0, 4904976672, 0, 1], 1]], 'hecke_orbit_code': 4503668548173869, 'p': 7}
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id: 152104
{'charpoly_factorization': [[[-79113038256, -163176, 1], 2]], 'hecke_orbit_code': 4503668548173869, 'p': 11}
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id: 152105
{'charpoly_factorization': [[[6562029636643434466588416, 0, 6433038235008, 0, 1], 1]], 'hecke_orbit_code': 4503668548173869, 'p': 13}
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id: 152106
{'charpoly_factorization': [[[846321815010649493079064576, 0, 58885538244352, 0, 1], 1]], 'hecke_orbit_code': 4503668548173869, 'p': 17}
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id: 152107
{'charpoly_factorization': [[[-83046741873200, -7730440, 1], 2]], 'hecke_orbit_code': 4503668548173869, 'p': 19}
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id: 152108
{'charpoly_factorization': [[[132668381472969637923502904176, 0, 2405050000490848, 0, 1], 1]], 'hecke_orbit_code': 4503668548173869, 'p': 23}
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id: 152109
{'charpoly_factorization': [[[2893856852067300, 108121260, 1], 2]], 'hecke_orbit_code': 4503668548173869, 'p': 29}
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id: 152110
{'charpoly_factorization': [[[19127208141389824, 342021536, 1], 2]], 'hecke_orbit_code': 4503668548173869, 'p': 31}
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id: 152111
{'charpoly_factorization': [[[668531044566378162240212736, 0, 2271467708589312, 0, 1], 1]], 'hecke_orbit_code': 4503668548173869, 'p': 37}
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id: 152112
{'charpoly_factorization': [[[-258214332663981036, 506436684, 1], 2]], 'hecke_orbit_code': 4503668548173869, 'p': 41}
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id: 152113
{'charpoly_factorization': [[[138032247609965519305565334886477296, 0, 743200797484268928, 0, 1], 1]], 'hecke_orbit_code': 4503668548173869, 'p': 43}
-
id: 152114
{'charpoly_factorization': [[[938325867636349174591969170805903216, 0, 4482321715527522592, 0, 1], 1]], 'hecke_orbit_code': 4503668548173869, 'p': 47}
-
id: 152115
{'charpoly_factorization': [[[66678442183800685032611843060960294656, 0, 19187629850044855168, 0, 1], 1]], 'hecke_orbit_code': 4503668548173869, 'p': 53}
-
id: 152116
{'charpoly_factorization': [[[-1310420244313882800, 1600485720, 1], 2]], 'hecke_orbit_code': 4503668548173869, 'p': 59}
-
id: 152117
{'charpoly_factorization': [[[-44611787603376455756, 1155235676, 1], 2]], 'hecke_orbit_code': 4503668548173869, 'p': 61}
-
id: 152118
{'charpoly_factorization': [[[11509932510921580159687603586637044976, 0, 7043489934043018752, 0, 1], 1]], 'hecke_orbit_code': 4503668548173869, 'p': 67}
-
id: 152119
{'charpoly_factorization': [[[123196212645601425984, -30167733456, 1], 2]], 'hecke_orbit_code': 4503668548173869, 'p': 71}
-
id: 152120
{'charpoly_factorization': [[[25790032662436708745387235482002355122176, 0, 440289856272989518848, 0, 1], 1]], 'hecke_orbit_code': 4503668548173869, 'p': 73}
-
id: 152121
{'charpoly_factorization': [[[-371478817717304403200, -37318884160, 1], 2]], 'hecke_orbit_code': 4503668548173869, 'p': 79}
-
id: 152122
{'charpoly_factorization': [[[352739837685426491666046068625781642641136, 0, 1576575458952768575488, 0, 1], 1]], 'hecke_orbit_code': 4503668548173869, 'p': 83}
-
id: 152123
{'charpoly_factorization': [[[-215152538670103614300, 59136249780, 1], 2]], 'hecke_orbit_code': 4503668548173869, 'p': 89}
-
id: 152124
{'charpoly_factorization': [[[353096153616917284294999163513008861279420416, 0, 39042852018842297025792, 0, 1], 1]], 'hecke_orbit_code': 4503668548173869, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 2, 'hecke_orbit': 2, 'label': '45.12.b.b', 'level': 45, 'portrait': 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', 'weight': 12}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 20731050
{'hecke_orbit_code': 4503668548173869, 'n': 1, 'trace_an': 4}
-
id: 20731051
{'hecke_orbit_code': 4503668548173869, 'n': 2, 'trace_an': 0}
-
id: 20731052
{'hecke_orbit_code': 4503668548173869, 'n': 3, 'trace_an': 0}
-
id: 20731053
{'hecke_orbit_code': 4503668548173869, 'n': 4, 'trace_an': -72}
-
id: 20731054
{'hecke_orbit_code': 4503668548173869, 'n': 5, 'trace_an': 300}
-
id: 20731055
{'hecke_orbit_code': 4503668548173869, 'n': 6, 'trace_an': 0}
-
id: 20731056
{'hecke_orbit_code': 4503668548173869, 'n': 7, 'trace_an': 0}
-
id: 20731057
{'hecke_orbit_code': 4503668548173869, 'n': 8, 'trace_an': 0}
-
id: 20731058
{'hecke_orbit_code': 4503668548173869, 'n': 9, 'trace_an': 0}
-
id: 20731059
{'hecke_orbit_code': 4503668548173869, 'n': 10, 'trace_an': 91400}
-
id: 20731060
{'hecke_orbit_code': 4503668548173869, 'n': 11, 'trace_an': 326352}
-
id: 20731061
{'hecke_orbit_code': 4503668548173869, 'n': 12, 'trace_an': 0}
-
id: 20731062
{'hecke_orbit_code': 4503668548173869, 'n': 13, 'trace_an': 0}
-
id: 20731063
{'hecke_orbit_code': 4503668548173869, 'n': 14, 'trace_an': -1080696}
-
id: 20731064
{'hecke_orbit_code': 4503668548173869, 'n': 15, 'trace_an': 0}
-
id: 20731065
{'hecke_orbit_code': 4503668548173869, 'n': 16, 'trace_an': -9834976}
-
id: 20731066
{'hecke_orbit_code': 4503668548173869, 'n': 17, 'trace_an': 0}
-
id: 20731067
{'hecke_orbit_code': 4503668548173869, 'n': 18, 'trace_an': 0}
-
id: 20731068
{'hecke_orbit_code': 4503668548173869, 'n': 19, 'trace_an': 15460880}
-
id: 20731069
{'hecke_orbit_code': 4503668548173869, 'n': 20, 'trace_an': -35447400}
-
id: 20731070
{'hecke_orbit_code': 4503668548173869, 'n': 21, 'trace_an': 0}
-
id: 20731071
{'hecke_orbit_code': 4503668548173869, 'n': 22, 'trace_an': 0}
-
id: 20731072
{'hecke_orbit_code': 4503668548173869, 'n': 23, 'trace_an': 0}
-
id: 20731073
{'hecke_orbit_code': 4503668548173869, 'n': 24, 'trace_an': 0}
-
id: 20731074
{'hecke_orbit_code': 4503668548173869, 'n': 25, 'trace_an': 159152500}
-
id: 20731075
{'hecke_orbit_code': 4503668548173869, 'n': 26, 'trace_an': 325970832}
-
id: 20731076
{'hecke_orbit_code': 4503668548173869, 'n': 27, 'trace_an': 0}
-
id: 20731077
{'hecke_orbit_code': 4503668548173869, 'n': 28, 'trace_an': 0}
-
id: 20731078
{'hecke_orbit_code': 4503668548173869, 'n': 29, 'trace_an': -216242520}
-
id: 20731079
{'hecke_orbit_code': 4503668548173869, 'n': 30, 'trace_an': 0}
-
id: 20731080
{'hecke_orbit_code': 4503668548173869, 'n': 31, 'trace_an': -684043072}
-
id: 20731081
{'hecke_orbit_code': 4503668548173869, 'n': 32, 'trace_an': 0}
-
id: 20731082
{'hecke_orbit_code': 4503668548173869, 'n': 33, 'trace_an': 0}
-
id: 20731083
{'hecke_orbit_code': 4503668548173869, 'n': 34, 'trace_an': 265782016}
-
id: 20731084
{'hecke_orbit_code': 4503668548173869, 'n': 35, 'trace_an': -394292400}
-
id: 20731085
{'hecke_orbit_code': 4503668548173869, 'n': 36, 'trace_an': 0}
-
id: 20731086
{'hecke_orbit_code': 4503668548173869, 'n': 37, 'trace_an': 0}
-
id: 20731087
{'hecke_orbit_code': 4503668548173869, 'n': 38, 'trace_an': 0}
-
id: 20731088
{'hecke_orbit_code': 4503668548173869, 'n': 39, 'trace_an': 0}
-
id: 20731089
{'hecke_orbit_code': 4503668548173869, 'n': 40, 'trace_an': -275204000}
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