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{'Nk2': 8820, 'analytic_conductor': 48.253918028360715, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, -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': [45, 1, [11, 37], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 3121, 'field_disc_factorization': [[3121, 1]], 'field_poly': [-780, -1, 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': [[2, [-2732, 131, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599862251565, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 3, 'hecke_ring_index_factorization': [[3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '45.14.a.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': '15.14.a.c', 'nf_label': '2.2.3121.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-65-\\beta )q^{2}+(3055+131\\beta )q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '13.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '45.14.a', 'trace_display': [-131, 0, 31250, 496272], 'trace_hash': 125829388124506680, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.003', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 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-
mf_newspaces • Show schema
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{'ALdims': [4, 4, 7, 6], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2], 'ALdims_old': [13, 15, 12, 13], 'Nk2': 8820, 'analytic_conductor': 48.253918028360715, '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': [45, 1, [11, 37], [1, 1]], 'conrey_index': 1, 'cusp_dim': 74, 'dim': 21, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 234881069, 'hecke_orbit_dims': [1, 2, 2, 2, 3, 3, 4, 4], 'label': '45.14.a', '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': 82, 'mf_new_dim': 21, 'num_forms': 8, 'plus_dim': 10, 'prim_orbit_index': 1, 'relative_dim': 21, 'sturm_bound': 84, 'trace_bound': 2, 'trace_display': [-66, 0, -15625, 262960], 'traces': [21, 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mf_twists_cc • Show schema
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id: 34476486
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599862251565, 'source_is_minimal': False, 'source_label': '45.14.a.b.1.1', 'source_level': 45, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599862251565, 'target_is_minimal': False, 'target_label': '45.14.a.b.1.1', 'target_level': 45, 'twist_class_label': '15.14.a.c.1.2', 'twist_class_level': 15, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 14}
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id: 34476487
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599862251565, 'source_is_minimal': False, 'source_label': '45.14.a.b.1.1', 'source_level': 45, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199489622031, 'target_is_minimal': True, 'target_label': '15.14.a.c.1.2', 'target_level': 15, 'twist_class_label': '15.14.a.c.1.2', 'twist_class_level': 15, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 14}
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id: 34476488
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599862251565, 'source_is_minimal': False, 'source_label': '45.14.a.b.1.1', 'source_level': 45, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 18014467463839819, 'target_is_minimal': False, 'target_label': '75.14.b.e.49.4', 'target_level': 75, 'twist_class_label': '15.14.a.c.1.2', 'twist_class_level': 15, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 14}
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id: 34476489
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599862251565, 'source_is_minimal': False, 'source_label': '45.14.a.b.1.1', 'source_level': 45, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014467463839819, 'target_is_minimal': False, 'target_label': '75.14.b.e.49.1', 'target_level': 75, 'twist_class_label': '15.14.a.c.1.2', 'twist_class_level': 15, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 14}
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id: 34476490
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599862251565, 'source_is_minimal': False, 'source_label': '45.14.a.b.1.1', 'source_level': 45, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199489622091, 'target_is_minimal': False, 'target_label': '75.14.a.c.1.1', 'target_level': 75, 'twist_class_label': '15.14.a.c.1.2', 'twist_class_level': 15, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 14}
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mf_hecke_charpolys • Show schema
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id: 152225
{'charpoly_factorization': [[[-2732, 131, 1], 1]], 'hecke_orbit_code': 4503599862251565, 'p': 2}
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id: 152226
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503599862251565, 'p': 3}
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id: 152227
{'charpoly_factorization': [[[-15625, 1], 2]], 'hecke_orbit_code': 4503599862251565, 'p': 5}
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id: 152228
{'charpoly_factorization': [[[43051160880, -496272, 1], 1]], 'hecke_orbit_code': 4503599862251565, 'p': 7}
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id: 152229
{'charpoly_factorization': [[[877043529472, 6245888, 1], 1]], 'hecke_orbit_code': 4503599862251565, 'p': 11}
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id: 152230
{'charpoly_factorization': [[[711548475028, -1761164, 1], 1]], 'hecke_orbit_code': 4503599862251565, 'p': 13}
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id: 152231
{'charpoly_factorization': [[[-2028197224066796, 48151604, 1], 1]], 'hecke_orbit_code': 4503599862251565, 'p': 17}
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id: 152232
{'charpoly_factorization': [[[-121556926970029520, -38475344, 1], 1]], 'hecke_orbit_code': 4503599862251565, 'p': 19}
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id: 152233
{'charpoly_factorization': [[[124162307749837440, 734264616, 1], 1]], 'hecke_orbit_code': 4503599862251565, 'p': 23}
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id: 152234
{'charpoly_factorization': [[[-22839466462978381340, 1126474708, 1], 1]], 'hecke_orbit_code': 4503599862251565, 'p': 29}
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id: 152235
{'charpoly_factorization': [[[-12046114266091459200, -6100104312, 1], 1]], 'hecke_orbit_code': 4503599862251565, 'p': 31}
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id: 152236
{'charpoly_factorization': [[[523926584162397858580, 46819674548, 1], 1]], 'hecke_orbit_code': 4503599862251565, 'p': 37}
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id: 152237
{'charpoly_factorization': [[[179092337751423586180, -29607909788, 1], 1]], 'hecke_orbit_code': 4503599862251565, 'p': 41}
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id: 152238
{'charpoly_factorization': [[[-430442176727211547376, 63189768520, 1], 1]], 'hecke_orbit_code': 4503599862251565, 'p': 43}
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id: 152239
{'charpoly_factorization': [[[381832343918248541056, 105004415960, 1], 1]], 'hecke_orbit_code': 4503599862251565, 'p': 47}
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id: 152240
{'charpoly_factorization': [[[-41874163388543871474620, 48425833796, 1], 1]], 'hecke_orbit_code': 4503599862251565, 'p': 53}
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id: 152241
{'charpoly_factorization': [[[128053652651088021395200, 722768180096, 1], 1]], 'hecke_orbit_code': 4503599862251565, 'p': 59}
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id: 152242
{'charpoly_factorization': [[[-71800332438139681163324, 229984402180, 1], 1]], 'hecke_orbit_code': 4503599862251565, 'p': 61}
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id: 152243
{'charpoly_factorization': [[[18552858600677759291664, -359062188984, 1], 1]], 'hecke_orbit_code': 4503599862251565, 'p': 67}
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id: 152244
{'charpoly_factorization': [[[-450998013229386613293056, 736545668224, 1], 1]], 'hecke_orbit_code': 4503599862251565, 'p': 71}
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id: 152245
{'charpoly_factorization': [[[161404870003845671302180, 1494470740204, 1], 1]], 'hecke_orbit_code': 4503599862251565, 'p': 73}
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id: 152246
{'charpoly_factorization': [[[-1862513624716893392140800, -3526348590120, 1], 1]], 'hecke_orbit_code': 4503599862251565, 'p': 79}
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id: 152247
{'charpoly_factorization': [[[4096354480167347415468432, 5631050986968, 1], 1]], 'hecke_orbit_code': 4503599862251565, 'p': 83}
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id: 152248
{'charpoly_factorization': [[[-6660858232249249808926620, 5913121459764, 1], 1]], 'hecke_orbit_code': 4503599862251565, 'p': 89}
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id: 152249
{'charpoly_factorization': [[[34713971501226996450593284, -16383233322244, 1], 1]], 'hecke_orbit_code': 4503599862251565, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '45.14.a.b', 'level': 45, 'portrait': 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', 'weight': 14}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 19865808
{'hecke_orbit_code': 4503599862251565, 'n': 1, 'trace_an': 2}
-
id: 19865809
{'hecke_orbit_code': 4503599862251565, 'n': 2, 'trace_an': -131}
-
id: 19865810
{'hecke_orbit_code': 4503599862251565, 'n': 3, 'trace_an': 0}
-
id: 19865811
{'hecke_orbit_code': 4503599862251565, 'n': 4, 'trace_an': 6241}
-
id: 19865812
{'hecke_orbit_code': 4503599862251565, 'n': 5, 'trace_an': 31250}
-
id: 19865813
{'hecke_orbit_code': 4503599862251565, 'n': 6, 'trace_an': 0}
-
id: 19865814
{'hecke_orbit_code': 4503599862251565, 'n': 7, 'trace_an': 496272}
-
id: 19865815
{'hecke_orbit_code': 4503599862251565, 'n': 8, 'trace_an': -1175463}
-
id: 19865816
{'hecke_orbit_code': 4503599862251565, 'n': 9, 'trace_an': 0}
-
id: 19865817
{'hecke_orbit_code': 4503599862251565, 'n': 10, 'trace_an': -2046875}
-
id: 19865818
{'hecke_orbit_code': 4503599862251565, 'n': 11, 'trace_an': -6245888}
-
id: 19865819
{'hecke_orbit_code': 4503599862251565, 'n': 12, 'trace_an': 0}
-
id: 19865820
{'hecke_orbit_code': 4503599862251565, 'n': 13, 'trace_an': 1761164}
-
id: 19865821
{'hecke_orbit_code': 4503599862251565, 'n': 14, 'trace_an': -55314084}
-
id: 19865822
{'hecke_orbit_code': 4503599862251565, 'n': 15, 'trace_an': 0}
-
id: 19865823
{'hecke_orbit_code': 4503599862251565, 'n': 16, 'trace_an': 75148705}
-
id: 19865824
{'hecke_orbit_code': 4503599862251565, 'n': 17, 'trace_an': -48151604}
-
id: 19865825
{'hecke_orbit_code': 4503599862251565, 'n': 18, 'trace_an': 0}
-
id: 19865826
{'hecke_orbit_code': 4503599862251565, 'n': 19, 'trace_an': 38475344}
-
id: 19865827
{'hecke_orbit_code': 4503599862251565, 'n': 20, 'trace_an': 97515625}
-
id: 19865828
{'hecke_orbit_code': 4503599862251565, 'n': 21, 'trace_an': 0}
-
id: 19865829
{'hecke_orbit_code': 4503599862251565, 'n': 22, 'trace_an': 908415728}
-
id: 19865830
{'hecke_orbit_code': 4503599862251565, 'n': 23, 'trace_an': -734264616}
-
id: 19865831
{'hecke_orbit_code': 4503599862251565, 'n': 24, 'trace_an': 0}
-
id: 19865832
{'hecke_orbit_code': 4503599862251565, 'n': 25, 'trace_an': 488281250}
-
id: 19865833
{'hecke_orbit_code': 4503599862251565, 'n': 26, 'trace_an': -157714454}
-
id: 19865834
{'hecke_orbit_code': 4503599862251565, 'n': 27, 'trace_an': 0}
-
id: 19865835
{'hecke_orbit_code': 4503599862251565, 'n': 28, 'trace_an': 4536499884}
-
id: 19865836
{'hecke_orbit_code': 4503599862251565, 'n': 29, 'trace_an': -1126474708}
-
id: 19865837
{'hecke_orbit_code': 4503599862251565, 'n': 30, 'trace_an': 0}
-
id: 19865838
{'hecke_orbit_code': 4503599862251565, 'n': 31, 'trace_an': 6100104312}
-
id: 19865839
{'hecke_orbit_code': 4503599862251565, 'n': 32, 'trace_an': 8296660073}
-
id: 19865840
{'hecke_orbit_code': 4503599862251565, 'n': 33, 'trace_an': 0}
-
id: 19865841
{'hecke_orbit_code': 4503599862251565, 'n': 34, 'trace_an': -5404788238}
-
id: 19865842
{'hecke_orbit_code': 4503599862251565, 'n': 35, 'trace_an': 7754250000}
-
id: 19865843
{'hecke_orbit_code': 4503599862251565, 'n': 36, 'trace_an': 0}
-
id: 19865844
{'hecke_orbit_code': 4503599862251565, 'n': 37, 'trace_an': -46819674548}
-
id: 19865845
{'hecke_orbit_code': 4503599862251565, 'n': 38, 'trace_an': 56001723484}
-
id: 19865846
{'hecke_orbit_code': 4503599862251565, 'n': 39, 'trace_an': 0}
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