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{'Nk2': 33800, 'analytic_conductor': 197.99838997612162, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 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': [50, 1, [27], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 106705, 'field_disc_factorization': [[5, 1], [21341, 1]], 'field_poly': [-26676, -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': [[3, [-2422412074224, 379848, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199690948658, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 9600, 'hecke_ring_index_factorization': [[2, 7], [3, 1], [5, 2]], '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': '50.26.a.c', 'level': 50, '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': [2, 5], 'level_radical': 10, 'minimal_twist': '2.26.a.b', 'nf_label': '2.2.106705.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{12}q^{2}+(-189924-\\beta )q^{3}+2^{24}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '25.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '50.26.a', 'trace_display': [-8192, -379848, 0, 376536944], 'trace_hash': 885437704009068121, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.940', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 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-
mf_hecke_nf • Show schema
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-
mf_newspaces • Show schema
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{'ALdims': [9, 11, 10, 10], 'Nk2': 33800, 'analytic_conductor': 197.99838997612162, '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': [50, 1, [27], [1]], 'conrey_index': 1, 'cusp_dim': 181, 'dim': 40, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 436207666, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 4, 4, 5, 5, 6, 6], 'label': '50.26.a', 'level': 50, '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': [2, 5], 'level_radical': 10, 'mf_dim': 193, 'mf_new_dim': 40, 'num_forms': 12, 'plus_dim': 19, 'prim_orbit_index': 1, 'relative_dim': 40, 'sturm_bound': 195, 'trace_bound': 3, 'trace_display': [0, -650200, 0, 70437967600], 'traces': [40, 0, -650200, 671088640, 0, 1224335360, 70437967600, 0, 10458624046970, 0, 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mf_twists_nf • Show schema
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id: 43463
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '50.26.a.c', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '2.26.a.b', 'target_level': 2, 'twist_class_label': '2.26.a.b', 'twist_class_level': 2, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 26}
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id: 43464
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '50.26.a.c', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '16.26.a.c', 'target_level': 16, 'twist_class_label': '2.26.a.b', 'twist_class_level': 2, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 26}
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id: 43465
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '50.26.a.c', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '18.26.a.e', 'target_level': 18, 'twist_class_label': '2.26.a.b', 'twist_class_level': 2, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 26}
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id: 43466
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '50.26.a.c', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '50.26.a.c', 'target_level': 50, 'twist_class_label': '2.26.a.b', 'twist_class_level': 2, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 26}
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id: 43467
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '50.26.a.c', 'source_level': 50, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '50.26.b.e', 'target_level': 50, 'twist_class_label': '2.26.a.b', 'twist_class_level': 2, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 26}
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mf_hecke_charpolys • Show schema
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id: 174225
{'charpoly_factorization': [[[4096, 1], 2]], 'hecke_orbit_code': 9007199690948658, 'p': 2}
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id: 174226
{'charpoly_factorization': [[[-2422412074224, 379848, 1], 1]], 'hecke_orbit_code': 9007199690948658, 'p': 3}
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id: 174227
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007199690948658, 'p': 5}
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id: 174228
{'charpoly_factorization': [[[-913638408122879585216, -376536944, 1], 1]], 'hecke_orbit_code': 9007199690948658, 'p': 7}
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id: 174229
{'charpoly_factorization': [[[14839260767403051996737424, -8323034610264, 1], 1]], 'hecke_orbit_code': 9007199690948658, 'p': 11}
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id: 174230
{'charpoly_factorization': [[[1027624986586529766259413316, -106467053152292, 1], 1]], 'hecke_orbit_code': 9007199690948658, 'p': 13}
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id: 174231
{'charpoly_factorization': [[[-4898923220601713977614734307516, 1327878920113956, 1], 1]], 'hecke_orbit_code': 9007199690948658, 'p': 17}
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id: 174232
{'charpoly_factorization': [[[-26867118221955573699701400710000, 477079242949400, 1], 1]], 'hecke_orbit_code': 9007199690948658, 'p': 19}
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id: 174233
{'charpoly_factorization': [[[1125372488165977962442270287468096, -115305025781473872, 1], 1]], 'hecke_orbit_code': 9007199690948658, 'p': 23}
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id: 174234
{'charpoly_factorization': [[[-4227782986156361895302216167382715900, -1724412645206435580, 1], 1]], 'hecke_orbit_code': 9007199690948658, 'p': 29}
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id: 174235
{'charpoly_factorization': [[[18864924273553996028879362599195526144, 8688082288351126976, 1], 1]], 'hecke_orbit_code': 9007199690948658, 'p': 31}
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id: 174236
{'charpoly_factorization': [[[-459796274788480094202407916340782601436, -34908364049750170484, 1], 1]], 'hecke_orbit_code': 9007199690948658, 'p': 37}
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id: 174237
{'charpoly_factorization': [[[-12008214119815634248091983117599686148636, -83014324355953468884, 1], 1]], 'hecke_orbit_code': 9007199690948658, 'p': 41}
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id: 174238
{'charpoly_factorization': [[[-25523573203242391314631329080207204346224, 44539608583471901848, 1], 1]], 'hecke_orbit_code': 9007199690948658, 'p': 43}
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id: 174239
{'charpoly_factorization': [[[655209128200887175911779234138888864012544, 1869360732054674599776, 1], 1]], 'hecke_orbit_code': 9007199690948658, 'p': 47}
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id: 174240
{'charpoly_factorization': [[[2485078558969997282496446140159345802608356, -3242170458210097794132, 1], 1]], 'hecke_orbit_code': 9007199690948658, 'p': 53}
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id: 174241
{'charpoly_factorization': [[[55198109502627700582485955800763671102512400, 17413675430632049453640, 1], 1]], 'hecke_orbit_code': 9007199690948658, 'p': 59}
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id: 174242
{'charpoly_factorization': [[[-8107885570587407483083868499679471561979516, -33975859953090212810044, 1], 1]], 'hecke_orbit_code': 9007199690948658, 'p': 61}
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id: 174243
{'charpoly_factorization': [[[-4655385325286439342267692174234464500002065136, 33012908196969622380616, 1], 1]], 'hecke_orbit_code': 9007199690948658, 'p': 67}
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id: 174244
{'charpoly_factorization': [[[11650365721908958398960331840042989588382853184, 278348008145600813615856, 1], 1]], 'hecke_orbit_code': 9007199690948658, 'p': 71}
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id: 174245
{'charpoly_factorization': [[[9724709485117404330671906652005809115498213476, 313442631796571689392148, 1], 1]], 'hecke_orbit_code': 9007199690948658, 'p': 73}
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id: 174246
{'charpoly_factorization': [[[185729328238269416988939489016433651052764473600, -928546182288781647817120, 1], 1]], 'hecke_orbit_code': 9007199690948658, 'p': 79}
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id: 174247
{'charpoly_factorization': [[[-1973416926437920280946664945584929912855185248624, -452542629950725008985752, 1], 1]], 'hecke_orbit_code': 9007199690948658, 'p': 83}
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id: 174248
{'charpoly_factorization': [[[-2816850387230358472311515267493446281546450263900, 2346904179674200701244620, 1], 1]], 'hecke_orbit_code': 9007199690948658, 'p': 89}
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id: 174249
{'charpoly_factorization': [[[36064573669353380694285337776563799671719381979524, 13645482361777595497674436, 1], 1]], 'hecke_orbit_code': 9007199690948658, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '50.26.a.c', 'level': 50, 'portrait': 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', 'weight': 26}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 29438551
{'hecke_orbit_code': 9007199690948658, 'n': 1, 'trace_an': 2}
-
id: 29438552
{'hecke_orbit_code': 9007199690948658, 'n': 2, 'trace_an': -8192}
-
id: 29438553
{'hecke_orbit_code': 9007199690948658, 'n': 3, 'trace_an': -379848}
-
id: 29438554
{'hecke_orbit_code': 9007199690948658, 'n': 4, 'trace_an': 33554432}
-
id: 29438555
{'hecke_orbit_code': 9007199690948658, 'n': 5, 'trace_an': 0}
-
id: 29438556
{'hecke_orbit_code': 9007199690948658, 'n': 6, 'trace_an': 1555857408}
-
id: 29438557
{'hecke_orbit_code': 9007199690948658, 'n': 7, 'trace_an': 376536944}
-
id: 29438558
{'hecke_orbit_code': 9007199690948658, 'n': 8, 'trace_an': -137438953472}
-
id: 29438559
{'hecke_orbit_code': 9007199690948658, 'n': 9, 'trace_an': 3294531432666}
-
id: 29438560
{'hecke_orbit_code': 9007199690948658, 'n': 10, 'trace_an': 0}
-
id: 29438561
{'hecke_orbit_code': 9007199690948658, 'n': 11, 'trace_an': 8323034610264}
-
id: 29438562
{'hecke_orbit_code': 9007199690948658, 'n': 12, 'trace_an': -6372791943168}
-
id: 29438563
{'hecke_orbit_code': 9007199690948658, 'n': 13, 'trace_an': 106467053152292}
-
id: 29438564
{'hecke_orbit_code': 9007199690948658, 'n': 14, 'trace_an': -1542295322624}
-
id: 29438565
{'hecke_orbit_code': 9007199690948658, 'n': 15, 'trace_an': 0}
-
id: 29438566
{'hecke_orbit_code': 9007199690948658, 'n': 16, 'trace_an': 562949953421312}
-
id: 29438567
{'hecke_orbit_code': 9007199690948658, 'n': 17, 'trace_an': -1327878920113956}
-
id: 29438568
{'hecke_orbit_code': 9007199690948658, 'n': 18, 'trace_an': -13494400748199936}
-
id: 29438569
{'hecke_orbit_code': 9007199690948658, 'n': 19, 'trace_an': -477079242949400}
-
id: 29438570
{'hecke_orbit_code': 9007199690948658, 'n': 20, 'trace_an': 0}
-
id: 29438571
{'hecke_orbit_code': 9007199690948658, 'n': 21, 'trace_an': -94860791661752256}
-
id: 29438572
{'hecke_orbit_code': 9007199690948658, 'n': 22, 'trace_an': -34091149763641344}
-
id: 29438573
{'hecke_orbit_code': 9007199690948658, 'n': 23, 'trace_an': 115305025781473872}
-
id: 29438574
{'hecke_orbit_code': 9007199690948658, 'n': 24, 'trace_an': 26102955799216128}
-
id: 29438575
{'hecke_orbit_code': 9007199690948658, 'n': 25, 'trace_an': 0}
-
id: 29438576
{'hecke_orbit_code': 9007199690948658, 'n': 26, 'trace_an': -436089049711788032}
-
id: 29438577
{'hecke_orbit_code': 9007199690948658, 'n': 27, 'trace_an': -2171569557205152720}
-
id: 29438578
{'hecke_orbit_code': 9007199690948658, 'n': 28, 'trace_an': 6317241641467904}
-
id: 29438579
{'hecke_orbit_code': 9007199690948658, 'n': 29, 'trace_an': 1724412645206435580}
-
id: 29438580
{'hecke_orbit_code': 9007199690948658, 'n': 30, 'trace_an': 0}
-
id: 29438581
{'hecke_orbit_code': 9007199690948658, 'n': 31, 'trace_an': -8688082288351126976}
-
id: 29438582
{'hecke_orbit_code': 9007199690948658, 'n': 32, 'trace_an': -2305843009213693952}
-
id: 29438583
{'hecke_orbit_code': 9007199690948658, 'n': 33, 'trace_an': 3356662204005020064}
-
id: 29438584
{'hecke_orbit_code': 9007199690948658, 'n': 34, 'trace_an': 5438992056786763776}
-
id: 29438585
{'hecke_orbit_code': 9007199690948658, 'n': 35, 'trace_an': 0}
-
id: 29438586
{'hecke_orbit_code': 9007199690948658, 'n': 36, 'trace_an': 55273065464626937856}
-
id: 29438587
{'hecke_orbit_code': 9007199690948658, 'n': 37, 'trace_an': 34908364049750170484}
-
id: 29438588
{'hecke_orbit_code': 9007199690948658, 'n': 38, 'trace_an': 1954116579120742400}
-
id: 29438589
{'hecke_orbit_code': 9007199690948658, 'n': 39, 'trace_an': -153494373835331105808}
-
id: 29438590
{'hecke_orbit_code': 9007199690948658, 'n': 40, 'trace_an': 0}
-
id: 29438591
{'hecke_orbit_code': 9007199690948658, 'n': 41, 'trace_an': 83014324355953468884}
-
id: 29438592
{'hecke_orbit_code': 9007199690948658, 'n': 42, 'trace_an': 388549802646537240576}
-
id: 29438593
{'hecke_orbit_code': 9007199690948658, 'n': 43, 'trace_an': -44539608583471901848}
-
id: 29438594
{'hecke_orbit_code': 9007199690948658, 'n': 44, 'trace_an': 139637349431874945024}
-
id: 29438595
{'hecke_orbit_code': 9007199690948658, 'n': 45, 'trace_an': 0}
-
id: 29438596
{'hecke_orbit_code': 9007199690948658, 'n': 46, 'trace_an': -472289385600916979712}
-
id: 29438597
{'hecke_orbit_code': 9007199690948658, 'n': 47, 'trace_an': -1869360732054674599776}
-
id: 29438598
{'hecke_orbit_code': 9007199690948658, 'n': 48, 'trace_an': -106917706953589260288}
-
id: 29438599
{'hecke_orbit_code': 9007199690948658, 'n': 49, 'trace_an': -854718643011973772046}
-
id: 29438600
{'hecke_orbit_code': 9007199690948658, 'n': 50, 'trace_an': 0}
-
id: 29438601
{'hecke_orbit_code': 9007199690948658, 'n': 51, 'trace_an': -6994225992587553820656}
-
id: 29438602
{'hecke_orbit_code': 9007199690948658, 'n': 52, 'trace_an': 1786220747619483779072}
-
id: 29438603
{'hecke_orbit_code': 9007199690948658, 'n': 53, 'trace_an': 3242170458210097794132}
-
id: 29438604
{'hecke_orbit_code': 9007199690948658, 'n': 54, 'trace_an': 8894748906312305541120}
-
id: 29438605
{'hecke_orbit_code': 9007199690948658, 'n': 55, 'trace_an': 0}
-
id: 29438606
{'hecke_orbit_code': 9007199690948658, 'n': 56, 'trace_an': -25875421763452534784}
-
id: 29438607
{'hecke_orbit_code': 9007199690948658, 'n': 57, 'trace_an': -16181115057055601354400}
-
id: 29438608
{'hecke_orbit_code': 9007199690948658, 'n': 58, 'trace_an': -7063194194765560135680}
-
id: 29438609
{'hecke_orbit_code': 9007199690948658, 'n': 59, 'trace_an': -17413675430632049453640}
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