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mf_newforms • Show schema
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{'Nk2': 14256, 'analytic_conductor': 71.6986353707584, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 11, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 2, 'char_parity': -1, 'char_values': [176, 2, [111, 133, 145], [2, 2, 1]], 'cm_discs': [], 'conrey_index': 65, 'dim': 8, 'field_disc': 354897807893018140770794951294976, 'field_disc_factorization': [[2, 14], [3, 2], [11, 2], [13, 2], [343071306623, 2]], 'field_poly': [38177252100, 0, 1757611988, 0, 15215349, 0, 7944, 0, 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': [[3, [2931822, -1944939, -20127, 91, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014879696814256, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 3425697792, 'hecke_ring_index_factorization': [[2, 20], [3, 3], [11, 2]], 'hecke_ring_index_proved': True, 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'Nk2': 14256, 'analytic_conductor': 71.6986353707584, 'char_conductor': 11, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 2, 'char_parity': -1, 'char_values': [176, 2, [111, 133, 145], [2, 2, 1]], 'conrey_index': 65, 'cusp_dim': 186, 'dim': 47, 'eis_dim': 12, 'eis_new_dim': 2, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 481187332272, 'hecke_orbit_dims': [1, 2, 6, 6, 8, 24], 'label': '176.9.h', 'level': 176, '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, 11], 'level_radical': 22, 'mf_dim': 198, 'mf_new_dim': 49, 'num_forms': 6, 'prim_orbit_index': 2, 'relative_dim': 47, 'sturm_bound': 216, 'trace_bound': 5, 'trace_display': [0, 2, -2, 0], 'traces': [47, 0, 2, 0, -2, 0, 0, 0, 102221, 0, 9889, 0, 0, 0, 98468, 0, 0, 0, 0, 0, 0, 0, 650306, 0, 2721997, 0, 664964, 0, 0, 0, 2, 0, -644930, 0, 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mf_twists_cc • Show schema
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id: 44403895
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 65, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014879696814256, 'source_is_minimal': False, 'source_label': '176.9.h.e.65.4', 'source_level': 176, 'target_conrey_index': 65, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 18014879696814256, 'target_is_minimal': False, 'target_label': '176.9.h.e.65.4', 'target_level': 176, 'twist_class_label': '22.9.b.a.21.3', 'twist_class_level': 22, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
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id: 44403896
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 65, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014879696814256, 'source_is_minimal': False, 'source_label': '176.9.h.e.65.4', 'source_level': 176, 'target_conrey_index': 21, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 68870471702, 'target_is_minimal': True, 'target_label': '22.9.b.a.21.3', 'target_level': 22, 'twist_class_label': '22.9.b.a.21.3', 'twist_class_level': 22, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 9}
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id: 44403897
{'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 65, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014879696814256, 'source_is_minimal': False, 'source_label': '176.9.h.e.65.4', 'source_level': 176, 'target_conrey_index': 65, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 18014879696814256, 'target_is_minimal': False, 'target_label': '176.9.h.e.65.3', 'target_level': 176, 'twist_class_label': '22.9.b.a.21.3', 'twist_class_level': 22, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 9}
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id: 44403898
{'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 65, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014879696814256, 'source_is_minimal': False, 'source_label': '176.9.h.e.65.4', 'source_level': 176, 'target_conrey_index': 109, 'target_dim': 8, 'target_embedding_index': 8, 'target_hecke_orbit_code': 206309425350, 'target_is_minimal': False, 'target_label': '198.9.d.a.109.8', 'target_level': 198, 'twist_class_label': '22.9.b.a.21.3', 'twist_class_level': 22, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 9}
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id: 44403899
{'conductor': 44, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 65, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014879696814256, 'source_is_minimal': False, 'source_label': '176.9.h.e.65.4', 'source_level': 176, 'target_conrey_index': 21, 'target_dim': 8, 'target_embedding_index': 7, 'target_hecke_orbit_code': 68870471702, 'target_is_minimal': True, 'target_label': '22.9.b.a.21.7', 'target_level': 22, 'twist_class_label': '22.9.b.a.21.3', 'twist_class_level': 22, 'twisting_char_label': '44.43', 'twisting_conrey_index': 43, 'weight': 9}
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id: 44403900
{'conductor': 132, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 65, 'source_dim': 8, 'source_embedding_index': 4, 'source_hecke_orbit_code': 18014879696814256, 'source_is_minimal': False, 'source_label': '176.9.h.e.65.4', 'source_level': 176, 'target_conrey_index': 109, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 206309425350, 'target_is_minimal': False, 'target_label': '198.9.d.a.109.4', 'target_level': 198, 'twist_class_label': '22.9.b.a.21.3', 'twist_class_level': 22, 'twisting_char_label': '132.131', 'twisting_conrey_index': 131, 'weight': 9}
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mf_hecke_charpolys • Show schema
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id: 455375
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 18014879696814256, 'p': 2}
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id: 455376
{'charpoly_factorization': [[[2931822, -1944939, -20127, 91, 1], 2]], 'hecke_orbit_code': 18014879696814256, 'p': 3}
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id: 455377
{'charpoly_factorization': [[[-62773004450, -483064965, -782627, 705, 1], 2]], 'hecke_orbit_code': 18014879696814256, 'p': 5}
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id: 455378
{'charpoly_factorization': [[[758932534958880684219826176, 0, 789254253035954012160, 0, 234746026546752, 0, 26416560, 0, 1], 1]], 'hecke_orbit_code': 18014879696814256, 'p': 7}
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id: 455379
{'charpoly_factorization': [[[2111377674535255285545615254209921, 57207247381090605238086372528, 10800984488890310471027612, 1261551863396910077520, 41542034389021254, 5885232547920, 235060892, 5808, 1], 1]], 'hecke_orbit_code': 18014879696814256, 'p': 11}
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id: 455380
{'charpoly_factorization': [[[2326942619419526447047902806843326464, 0, 10627940843121542583275495424, 0, 13005096818152974912, 0, 6134398128, 0, 1], 1]], 'hecke_orbit_code': 18014879696814256, 'p': 13}
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id: 455381
{'charpoly_factorization': [[[439276964508975044743057836286672896, 0, 47961845091730498151823704064, 0, 64186790395532406336, 0, 18249994416, 0, 1], 1]], 'hecke_orbit_code': 18014879696814256, 'p': 17}
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id: 455382
{'charpoly_factorization': [[[102661609541557103736752849910459531264, 0, 2161072315911583792756667326464, 0, 1375149923521364884032, 0, 72786821808, 0, 1], 1]], 'hecke_orbit_code': 18014879696814256, 'p': 19}
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id: 455383
{'charpoly_factorization': [[[6344332856482070139886, 39686081586108453, -142112885087, -401013, 1], 2]], 'hecke_orbit_code': 18014879696814256, 'p': 23}
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id: 455384
{'charpoly_factorization': [[[12462902509750608574607177477121821547203395584, 0, 207863924626072346272350108320268288, 0, 1092429329492301818609664, 0, 1885158744960, 0, 1], 1]], 'hecke_orbit_code': 18014879696814256, 'p': 29}
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id: 455385
{'charpoly_factorization': [[[-5424919826854583151026, 94393340555475125, -419470264959, 98363, 1], 2]], 'hecke_orbit_code': 18014879696814256, 'p': 31}
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id: 455386
{'charpoly_factorization': [[[-5030010288504676495996802, 6964145390057838379, 2273193448221, -4313999, 1], 2]], 'hecke_orbit_code': 18014879696814256, 'p': 37}
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id: 455387
{'charpoly_factorization': [[[319547946861160807226962974064235197369804879036416, 0, 588433357500850849482436212411020771328, 0, 221731348778339765328360000, 0, 26808983898672, 0, 1], 1]], 'hecke_orbit_code': 18014879696814256, 'p': 41}
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id: 455388
{'charpoly_factorization': [[[2617359616211315921456608106769536615032188718546944, 0, 10576409936897311713683619625954004041728, 0, 1669267035882964825015256064, 0, 74059600768320, 0, 1], 1]], 'hecke_orbit_code': 18014879696814256, 'p': 43}
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id: 455389
{'charpoly_factorization': [[[-140953361787131831206766192, 106921276056486229056, -8608607472104, -7167696, 1], 2]], 'hecke_orbit_code': 18014879696814256, 'p': 47}
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id: 455390
{'charpoly_factorization': [[[-125436436358848215333743984, -603696541120652237664, 241905044678008, -27973176, 1], 2]], 'hecke_orbit_code': 18014879696814256, 'p': 53}
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id: 455391
{'charpoly_factorization': [[[7767384124819182768465550, -16644353546092986555, -27543719189183, 10896555, 1], 2]], 'hecke_orbit_code': 18014879696814256, 'p': 59}
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id: 455392
{'charpoly_factorization': [[[6951001518331294306378665006983077694956394030039040000, 0, 3390813223647438823504395145792125773414400, 0, 127828775241991283088795780096, 0, 695753774140224, 0, 1], 1]], 'hecke_orbit_code': 18014879696814256, 'p': 61}
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id: 455393
{'charpoly_factorization': [[[-124699002893839281212098949714, 8423052442693502162933, 620173153673697, -56904517, 1], 2]], 'hecke_orbit_code': 18014879696814256, 'p': 67}
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id: 455394
{'charpoly_factorization': [[[55649560681055507253092757934, -1373708266049919030075, -1556828315800799, 8370987, 1], 2]], 'hecke_orbit_code': 18014879696814256, 'p': 71}
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id: 455395
{'charpoly_factorization': [[[1546566897993714128967637992245960047808946825131458560000, 0, 33401785842007068926162299504488715063296000, 0, 259718610608556720083456533056, 0, 854608068817968, 0, 1], 1]], 'hecke_orbit_code': 18014879696814256, 'p': 73}
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id: 455396
{'charpoly_factorization': [[[3525629494199477935512910680853280160014323497635011362816, 0, 4984622501934965085991535554182900861993222144, 0, 9645331063490576064257588084736, 0, 5623345032635136, 0, 1], 1]], 'hecke_orbit_code': 18014879696814256, 'p': 79}
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id: 455397
{'charpoly_factorization': [[[927567436847697298852119605991151207284319474822712030920704, 0, 6847791617861942070735104285771657296761323520, 0, 14852782432208506879634385125376, 0, 8860983387422592, 0, 1], 1]], 'hecke_orbit_code': 18014879696814256, 'p': 83}
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id: 455398
{'charpoly_factorization': [[[-117132260614681062148388206658, -83295593736669252305925, -5119886414341955, -21027711, 1], 2]], 'hecke_orbit_code': 18014879696814256, 'p': 89}
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id: 455399
{'charpoly_factorization': [[[-28020256056511520066463207852194, 1371959442772117679637259, -16422862651066563, -50017391, 1], 2]], 'hecke_orbit_code': 18014879696814256, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 8, 'hecke_orbit': 5, 'label': '176.9.h.e', 'level': 176, 'portrait': 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', 'weight': 9}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 41183485
{'hecke_orbit_code': 18014879696814256, 'n': 1, 'trace_an': 8}
-
id: 41183486
{'hecke_orbit_code': 18014879696814256, 'n': 2, 'trace_an': 0}
-
id: 41183487
{'hecke_orbit_code': 18014879696814256, 'n': 3, 'trace_an': -182}
-
id: 41183488
{'hecke_orbit_code': 18014879696814256, 'n': 4, 'trace_an': 0}
-
id: 41183489
{'hecke_orbit_code': 18014879696814256, 'n': 5, 'trace_an': -1410}
-
id: 41183490
{'hecke_orbit_code': 18014879696814256, 'n': 6, 'trace_an': 0}
-
id: 41183491
{'hecke_orbit_code': 18014879696814256, 'n': 7, 'trace_an': 0}
-
id: 41183492
{'hecke_orbit_code': 18014879696814256, 'n': 8, 'trace_an': 0}
-
id: 41183493
{'hecke_orbit_code': 18014879696814256, 'n': 9, 'trace_an': 44582}
-
id: 41183494
{'hecke_orbit_code': 18014879696814256, 'n': 10, 'trace_an': 0}
-
id: 41183495
{'hecke_orbit_code': 18014879696814256, 'n': 11, 'trace_an': -5808}
-
id: 41183496
{'hecke_orbit_code': 18014879696814256, 'n': 12, 'trace_an': 0}
-
id: 41183497
{'hecke_orbit_code': 18014879696814256, 'n': 13, 'trace_an': 0}
-
id: 41183498
{'hecke_orbit_code': 18014879696814256, 'n': 14, 'trace_an': 0}
-
id: 41183499
{'hecke_orbit_code': 18014879696814256, 'n': 15, 'trace_an': -87958}
-
id: 41183500
{'hecke_orbit_code': 18014879696814256, 'n': 16, 'trace_an': 0}
-
id: 41183501
{'hecke_orbit_code': 18014879696814256, 'n': 17, 'trace_an': 0}
-
id: 41183502
{'hecke_orbit_code': 18014879696814256, 'n': 18, 'trace_an': 0}
-
id: 41183503
{'hecke_orbit_code': 18014879696814256, 'n': 19, 'trace_an': 0}
-
id: 41183504
{'hecke_orbit_code': 18014879696814256, 'n': 20, 'trace_an': 0}
-
id: 41183505
{'hecke_orbit_code': 18014879696814256, 'n': 21, 'trace_an': 0}
-
id: 41183506
{'hecke_orbit_code': 18014879696814256, 'n': 22, 'trace_an': 0}
-
id: 41183507
{'hecke_orbit_code': 18014879696814256, 'n': 23, 'trace_an': 802026}
-
id: 41183508
{'hecke_orbit_code': 18014879696814256, 'n': 24, 'trace_an': 0}
-
id: 41183509
{'hecke_orbit_code': 18014879696814256, 'n': 25, 'trace_an': 999558}
-
id: 41183510
{'hecke_orbit_code': 18014879696814256, 'n': 26, 'trace_an': 0}
-
id: 41183511
{'hecke_orbit_code': 18014879696814256, 'n': 27, 'trace_an': 1561354}
-
id: 41183512
{'hecke_orbit_code': 18014879696814256, 'n': 28, 'trace_an': 0}
-
id: 41183513
{'hecke_orbit_code': 18014879696814256, 'n': 29, 'trace_an': 0}
-
id: 41183514
{'hecke_orbit_code': 18014879696814256, 'n': 30, 'trace_an': 0}
-
id: 41183515
{'hecke_orbit_code': 18014879696814256, 'n': 31, 'trace_an': -196726}
-
id: 41183516
{'hecke_orbit_code': 18014879696814256, 'n': 32, 'trace_an': 0}
-
id: 41183517
{'hecke_orbit_code': 18014879696814256, 'n': 33, 'trace_an': -4286722}
-
id: 41183518
{'hecke_orbit_code': 18014879696814256, 'n': 34, 'trace_an': 0}
-
id: 41183519
{'hecke_orbit_code': 18014879696814256, 'n': 35, 'trace_an': 0}
-
id: 41183520
{'hecke_orbit_code': 18014879696814256, 'n': 36, 'trace_an': 0}
-
id: 41183521
{'hecke_orbit_code': 18014879696814256, 'n': 37, 'trace_an': 8627998}
-
id: 41183522
{'hecke_orbit_code': 18014879696814256, 'n': 38, 'trace_an': 0}
-
id: 41183523
{'hecke_orbit_code': 18014879696814256, 'n': 39, 'trace_an': 0}
-
id: 41183524
{'hecke_orbit_code': 18014879696814256, 'n': 40, 'trace_an': 0}
-
id: 41183525
{'hecke_orbit_code': 18014879696814256, 'n': 41, 'trace_an': 0}
-
id: 41183526
{'hecke_orbit_code': 18014879696814256, 'n': 42, 'trace_an': 0}
-
id: 41183527
{'hecke_orbit_code': 18014879696814256, 'n': 43, 'trace_an': 0}
-
id: 41183528
{'hecke_orbit_code': 18014879696814256, 'n': 44, 'trace_an': 0}
-
id: 41183529
{'hecke_orbit_code': 18014879696814256, 'n': 45, 'trace_an': 1146988}
-
id: 41183530
{'hecke_orbit_code': 18014879696814256, 'n': 46, 'trace_an': 0}
-
id: 41183531
{'hecke_orbit_code': 18014879696814256, 'n': 47, 'trace_an': 14335392}
-
id: 41183532
{'hecke_orbit_code': 18014879696814256, 'n': 48, 'trace_an': 0}
-
id: 41183533
{'hecke_orbit_code': 18014879696814256, 'n': 49, 'trace_an': -6714712}
-
id: 41183534
{'hecke_orbit_code': 18014879696814256, 'n': 50, 'trace_an': 0}
-
id: 41183535
{'hecke_orbit_code': 18014879696814256, 'n': 51, 'trace_an': 0}
-
id: 41183536
{'hecke_orbit_code': 18014879696814256, 'n': 52, 'trace_an': 0}
-
id: 41183537
{'hecke_orbit_code': 18014879696814256, 'n': 53, 'trace_an': 55946352}
-
id: 41183538
{'hecke_orbit_code': 18014879696814256, 'n': 54, 'trace_an': 0}
-
id: 41183539
{'hecke_orbit_code': 18014879696814256, 'n': 55, 'trace_an': 10078442}
-
id: 41183540
{'hecke_orbit_code': 18014879696814256, 'n': 56, 'trace_an': 0}
-
id: 41183541
{'hecke_orbit_code': 18014879696814256, 'n': 57, 'trace_an': 0}
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