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mf_newforms • Show schema
{'Nk2': 15876, 'analytic_conductor': 70.72926453752446, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -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': [441, 1, [344, 199], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 6, 'field_disc': 100391645696, 'field_disc_factorization': [[2, 9], [223, 1], [879271, 1]], 'field_poly': [-2338, -1856, 941, 122, -59, -2, 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, [-51088, 4256, 6472, -336, -169, 2, 1]], [5, [9969962312, -959211664, 9669292, 651312, -6778, -100, 1]], [13, [8818638530643704, -5552830868704, -312398022260, -808285728, -126598, 1352, 1]]], 'hecke_orbit': 28, 'hecke_orbit_code': 121597190039667129, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 5488, 'hecke_ring_index_factorization': [[2, 4], [7, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '441.6.a.bb', 'level': 441, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '147.6.a.n', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{2}q^{2}+(5^{2}-\\beta _{1}+\\beta _{4})q^{4}+(2^{4}+2\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '441.6.a', 'trace_display': [-2, 0, 100, 0], 'trace_hash': 1827114889706345000, 'trace_moments': 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
{'AL_dims': [[[[3, -1], [7, -1]], 24, 15], [[[3, 1], [7, -1]], 19, 6], [[[3, -1], [7, 1]], 25, 7], [[[3, 1], [7, 1]], 15, 3]], 'ALdims': [15, 19, 25, 24], 'Nk2': 15876, 'analytic_conductor': 70.72926453752446, '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': [441, 1, [344, 199], [1, 1]], 'conrey_index': 1, 'cusp_dim': 264, 'dim': 83, 'eis_dim': 32, 'eis_new_dim': 5, 'hecke_cutter_primes': [2, 5, 13], 'hecke_orbit_code': 100663737, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 6, 6, 6, 6, 8], 'label': '441.6.a', 'level': 441, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 296, 'mf_new_dim': 88, 'num_forms': 31, 'plus_dim': 39, 'prim_orbit_index': 1, 'relative_dim': 83, 'sturm_bound': 336, 'trace_bound': 13, 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mf_twists_cc • Show schema
-
id: 48662244
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 121597190039667129, 'source_is_minimal': False, 'source_label': '441.6.a.bb.1.1', 'source_level': 441, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 121597190039667129, 'target_is_minimal': False, 'target_label': '441.6.a.bb.1.1', 'target_level': 441, 'twist_class_label': '147.6.a.n.1.6', 'twist_class_level': 147, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6} -
id: 48662245
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 121597190039667129, 'source_is_minimal': False, 'source_label': '441.6.a.bb.1.1', 'source_level': 441, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 58546795256479891, 'target_is_minimal': True, 'target_label': '147.6.a.n.1.6', 'target_level': 147, 'twist_class_label': '147.6.a.n.1.6', 'twist_class_level': 147, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6} -
id: 48662246
{'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 121597190039667129, 'source_is_minimal': False, 'source_label': '441.6.a.bb.1.1', 'source_level': 441, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 117093590412296633, 'target_is_minimal': False, 'target_label': '441.6.a.ba.1.1', 'target_level': 441, 'twist_class_label': '147.6.a.n.1.6', 'twist_class_level': 147, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6} -
id: 48662247
{'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 121597190039667129, 'source_is_minimal': False, 'source_label': '441.6.a.bb.1.1', 'source_level': 441, 'target_conrey_index': 67, 'target_dim': 12, 'target_embedding_index': 1, 'target_hecke_orbit_code': 72057869016498323, 'target_is_minimal': False, 'target_label': '147.6.e.q.67.1', 'target_level': 147, 'twist_class_label': '147.6.a.n.1.6', 'twist_class_level': 147, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 6} -
id: 48662248
{'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 121597190039667129, 'source_is_minimal': False, 'source_label': '441.6.a.bb.1.1', 'source_level': 441, 'target_conrey_index': 67, 'target_dim': 12, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67554269389127827, 'target_is_minimal': False, 'target_label': '147.6.e.p.67.1', 'target_level': 147, 'twist_class_label': '147.6.a.n.1.6', 'twist_class_level': 147, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 6} -
id: 48662249
{'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 121597190039667129, 'source_is_minimal': False, 'source_label': '441.6.a.bb.1.1', 'source_level': 441, 'target_conrey_index': 79, 'target_dim': 12, 'target_embedding_index': 1, 'target_hecke_orbit_code': 72057869016498323, 'target_is_minimal': False, 'target_label': '147.6.e.q.79.1', 'target_level': 147, 'twist_class_label': '147.6.a.n.1.6', 'twist_class_level': 147, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 6} -
id: 48662250
{'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 121597190039667129, 'source_is_minimal': False, 'source_label': '441.6.a.bb.1.1', 'source_level': 441, 'target_conrey_index': 79, 'target_dim': 12, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67554269389127827, 'target_is_minimal': False, 'target_label': '147.6.e.p.79.1', 'target_level': 147, 'twist_class_label': '147.6.a.n.1.6', 'twist_class_level': 147, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 6} -
id: 48662251
{'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 1, 'source_hecke_orbit_code': 121597190039667129, 'source_is_minimal': False, 'source_label': '441.6.a.bb.1.1', 'source_level': 441, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 63050394883850387, 'target_is_minimal': True, 'target_label': '147.6.a.o.1.6', 'target_level': 147, 'twist_class_label': '147.6.a.n.1.6', 'twist_class_level': 147, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 6}
-
id: 48662244
-
mf_hecke_charpolys • Show schema
-
id: 895350
{'charpoly_factorization': [[[-51088, 4256, 6472, -336, -169, 2, 1], 1]], 'hecke_orbit_code': 121597190039667129, 'p': 2} -
id: 895351
{'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 121597190039667129, 'p': 3} -
id: 895352
{'charpoly_factorization': [[[9969962312, -959211664, 9669292, 651312, -6778, -100, 1], 1]], 'hecke_orbit_code': 121597190039667129, 'p': 5} -
id: 895353
{'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 121597190039667129, 'p': 7} -
id: 895354
{'charpoly_factorization': [[[-55273527989696, 15123294433216, -11867400976, -359951456, -500836, 604, 1], 1]], 'hecke_orbit_code': 121597190039667129, 'p': 11} -
id: 895355
{'charpoly_factorization': [[[8818638530643704, -5552830868704, -312398022260, -808285728, -126598, 1352, 1], 1]], 'hecke_orbit_code': 121597190039667129, 'p': 13} -
id: 895356
{'charpoly_factorization': [[[-77634357357142712, 1817914266048944, -5595796869460, 4922692976, 960902, -3028, 1], 1]], 'hecke_orbit_code': 121597190039667129, 'p': 17} -
id: 895357
{'charpoly_factorization': [[[-3735293167739744768, 16882924839579648, 16923734261952, -11346877440, -7968600, 1728, 1], 1]], 'hecke_orbit_code': 121597190039667129, 'p': 19} -
id: 895358
{'charpoly_factorization': [[[-10876910613896947648, -251128931562936896, 49469900108272, 90302677920, -19751812, -4484, 1], 1]], 'hecke_orbit_code': 121597190039667129, 'p': 23} -
id: 895359
{'charpoly_factorization': [[[-456582386547214441984, -413077597670801920, 394389617709760, 130079620992, -41146408, -5320, 1], 1]], 'hecke_orbit_code': 121597190039667129, 'p': 29} -
id: 895360
{'charpoly_factorization': [[[-3217321419299234082304, -763919493148671488, 1627711614738112, -140587032960, -88488040, 3976, 1], 1]], 'hecke_orbit_code': 121597190039667129, 'p': 31} -
id: 895361
{'charpoly_factorization': [[[-79603482182724152324096, 64747232745500190720, -17742287505662208, 1603803782912, 87265776, -22680, 1], 1]], 'hecke_orbit_code': 121597190039667129, 'p': 37} -
id: 895362
{'charpoly_factorization': [[[18479076564030640989256, -82163383248259387984, -15548374571673172, 3631066472048, 55056710, -28756, 1], 1]], 'hecke_orbit_code': 121597190039667129, 'p': 41} -
id: 895363
{'charpoly_factorization': [[[-287238848733958732218368, 59538852421323669504, 22779206566284288, -2231851972608, -387379104, 6768, 1], 1]], 'hecke_orbit_code': 121597190039667129, 'p': 43} -
id: 895364
{'charpoly_factorization': [[[1301361672872602582528, 16481230197039654912, -11579177448956736, -2130988958208, 735770472, -51552, 1], 1]], 'hecke_orbit_code': 121597190039667129, 'p': 47} -
id: 895365
{'charpoly_factorization': [[[93395812586465043872385088, -849692996457797390528, -942681098319975184, -27823564813472, 1498706108, 80884, 1], 1]], 'hecke_orbit_code': 121597190039667129, 'p': 53} -
id: 895366
{'charpoly_factorization': [[[-3437453506928507693604352, -452638104507905976832, 178489629727189696, 2643841282944, -1106900008, -8872, 1], 1]], 'hecke_orbit_code': 121597190039667129, 'p': 59} -
id: 895367
{'charpoly_factorization': [[[-18697751901082743681769736, 3803812645452342303040, 42902272625339660, -29293770273344, -222122566, 50896, 1], 1]], 'hecke_orbit_code': 121597190039667129, 'p': 61} -
id: 895368
{'charpoly_factorization': [[[-249076457118062320825106432, -4822033622845796499456, 1905614748297366528, 15790719633408, -3000969888, -6480, 1], 1]], 'hecke_orbit_code': 121597190039667129, 'p': 67} -
id: 895369
{'charpoly_factorization': [[[-2952242055238295324992973248, 400421189200271239127488, -19614262036831368464, 365269119773856, 858142556, -110852, 1], 1]], 'hecke_orbit_code': 121597190039667129, 'p': 71} -
id: 895370
{'charpoly_factorization': [[[3256303355122352128964003384, 314379765900254476087712, 3738292215205062988, -296839059037344, -5386018870, 64232, 1], 1]], 'hecke_orbit_code': 121597190039667129, 'p': 73} -
id: 895371
{'charpoly_factorization': [[[-1046520153924065781840314368, 251644843449707841110016, -18727181437041497088, 507917557775360, -1585863072, -111696, 1], 1]], 'hecke_orbit_code': 121597190039667129, 'p': 79} -
id: 895372
{'charpoly_factorization': [[[-194605677450396960676999168, -43717411233404896970752, 2636280972634775296, 259543622746368, -2157797008, -101128, 1], 1]], 'hecke_orbit_code': 121597190039667129, 'p': 83} -
id: 895373
{'charpoly_factorization': [[[48756720246567745898245619272, -4169334274070521949914096, 91546162688810429612, 151709255824976, -18350566330, 35012, 1], 1]], 'hecke_orbit_code': 121597190039667129, 'p': 89} -
id: 895374
{'charpoly_factorization': [[[-1391256292133980441584006088, 30139554682489189812896, 8495591547037465420, -119558814297504, -13346679478, 70952, 1], 1]], 'hecke_orbit_code': 121597190039667129, 'p': 97}
-
id: 895350
-
mf_newform_portraits • Show schema
{'char_orbit_index': 1, 'hecke_orbit': 28, 'label': '441.6.a.bb', 'level': 441, 'portrait': 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', 'weight': 6} -
mf_hecke_traces • Show schema
-
id: 262894000
{'hecke_orbit_code': 121597190039667129, 'n': 1, 'trace_an': 6} -
id: 262894001
{'hecke_orbit_code': 121597190039667129, 'n': 2, 'trace_an': -2} -
id: 262894002
{'hecke_orbit_code': 121597190039667129, 'n': 3, 'trace_an': 0} -
id: 262894003
{'hecke_orbit_code': 121597190039667129, 'n': 4, 'trace_an': 150} -
id: 262894004
{'hecke_orbit_code': 121597190039667129, 'n': 5, 'trace_an': 100} -
id: 262894005
{'hecke_orbit_code': 121597190039667129, 'n': 6, 'trace_an': 0} -
id: 262894006
{'hecke_orbit_code': 121597190039667129, 'n': 7, 'trace_an': 0} -
id: 262894007
{'hecke_orbit_code': 121597190039667129, 'n': 8, 'trace_an': 114} -
id: 262894008
{'hecke_orbit_code': 121597190039667129, 'n': 9, 'trace_an': 0} -
id: 262894009
{'hecke_orbit_code': 121597190039667129, 'n': 10, 'trace_an': -864} -
id: 262894010
{'hecke_orbit_code': 121597190039667129, 'n': 11, 'trace_an': -604} -
id: 262894011
{'hecke_orbit_code': 121597190039667129, 'n': 12, 'trace_an': 0} -
id: 262894012
{'hecke_orbit_code': 121597190039667129, 'n': 13, 'trace_an': -1352} -
id: 262894013
{'hecke_orbit_code': 121597190039667129, 'n': 14, 'trace_an': 0} -
id: 262894014
{'hecke_orbit_code': 121597190039667129, 'n': 15, 'trace_an': 0} -
id: 262894015
{'hecke_orbit_code': 121597190039667129, 'n': 16, 'trace_an': 4578} -
id: 262894016
{'hecke_orbit_code': 121597190039667129, 'n': 17, 'trace_an': 3028} -
id: 262894017
{'hecke_orbit_code': 121597190039667129, 'n': 18, 'trace_an': 0} -
id: 262894018
{'hecke_orbit_code': 121597190039667129, 'n': 19, 'trace_an': -1728} -
id: 262894019
{'hecke_orbit_code': 121597190039667129, 'n': 20, 'trace_an': 452} -
id: 262894020
{'hecke_orbit_code': 121597190039667129, 'n': 21, 'trace_an': 0} -
id: 262894021
{'hecke_orbit_code': 121597190039667129, 'n': 22, 'trace_an': -4116} -
id: 262894022
{'hecke_orbit_code': 121597190039667129, 'n': 23, 'trace_an': 4484} -
id: 262894023
{'hecke_orbit_code': 121597190039667129, 'n': 24, 'trace_an': 0} -
id: 262894024
{'hecke_orbit_code': 121597190039667129, 'n': 25, 'trace_an': 4806} -
id: 262894025
{'hecke_orbit_code': 121597190039667129, 'n': 26, 'trace_an': 14172} -
id: 262894026
{'hecke_orbit_code': 121597190039667129, 'n': 27, 'trace_an': 0} -
id: 262894027
{'hecke_orbit_code': 121597190039667129, 'n': 28, 'trace_an': 0} -
id: 262894028
{'hecke_orbit_code': 121597190039667129, 'n': 29, 'trace_an': 5320} -
id: 262894029
{'hecke_orbit_code': 121597190039667129, 'n': 30, 'trace_an': 0} -
id: 262894030
{'hecke_orbit_code': 121597190039667129, 'n': 31, 'trace_an': -3976} -
id: 262894031
{'hecke_orbit_code': 121597190039667129, 'n': 32, 'trace_an': 37326} -
id: 262894032
{'hecke_orbit_code': 121597190039667129, 'n': 33, 'trace_an': 0} -
id: 262894033
{'hecke_orbit_code': 121597190039667129, 'n': 34, 'trace_an': 16336} -
id: 262894034
{'hecke_orbit_code': 121597190039667129, 'n': 35, 'trace_an': 0} -
id: 262894035
{'hecke_orbit_code': 121597190039667129, 'n': 36, 'trace_an': 0} -
id: 262894036
{'hecke_orbit_code': 121597190039667129, 'n': 37, 'trace_an': 22680} -
id: 262894037
{'hecke_orbit_code': 121597190039667129, 'n': 38, 'trace_an': 52744} -
id: 262894038
{'hecke_orbit_code': 121597190039667129, 'n': 39, 'trace_an': 0} -
id: 262894039
{'hecke_orbit_code': 121597190039667129, 'n': 40, 'trace_an': -100600} -
id: 262894040
{'hecke_orbit_code': 121597190039667129, 'n': 41, 'trace_an': 28756} -
id: 262894041
{'hecke_orbit_code': 121597190039667129, 'n': 42, 'trace_an': 0} -
id: 262894042
{'hecke_orbit_code': 121597190039667129, 'n': 43, 'trace_an': -6768} -
id: 262894043
{'hecke_orbit_code': 121597190039667129, 'n': 44, 'trace_an': 64940} -
id: 262894044
{'hecke_orbit_code': 121597190039667129, 'n': 45, 'trace_an': 0} -
id: 262894045
{'hecke_orbit_code': 121597190039667129, 'n': 46, 'trace_an': 540} -
id: 262894046
{'hecke_orbit_code': 121597190039667129, 'n': 47, 'trace_an': 51552} -
id: 262894047
{'hecke_orbit_code': 121597190039667129, 'n': 48, 'trace_an': 0} -
id: 262894048
{'hecke_orbit_code': 121597190039667129, 'n': 49, 'trace_an': 0} -
id: 262894049
{'hecke_orbit_code': 121597190039667129, 'n': 50, 'trace_an': 40622} -
id: 262894050
{'hecke_orbit_code': 121597190039667129, 'n': 51, 'trace_an': 0} -
id: 262894051
{'hecke_orbit_code': 121597190039667129, 'n': 52, 'trace_an': -119296} -
id: 262894052
{'hecke_orbit_code': 121597190039667129, 'n': 53, 'trace_an': -80884} -
id: 262894053
{'hecke_orbit_code': 121597190039667129, 'n': 54, 'trace_an': 0} -
id: 262894054
{'hecke_orbit_code': 121597190039667129, 'n': 55, 'trace_an': -11656} -
id: 262894055
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