Embedded newform data - 126.7.n.c.19.3

Formats: - HTML - YAML - JSON - 2026-04-21T17:49:27.009391

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 6174, 'analytic_conductor': 28.986814536101225, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 14, 'char_orbit_label': 'n', 'char_order': 6, 'char_parity': -1, 'char_values': [126, 6, [29, 73], [6, 5]], 'cm_discs': [], 'conrey_index': 19, 'dim': 8, 'field_disc': 25390897862086656, 'field_disc_factorization': [[2, 12], [3, 4], [17, 2], [16273, 2]], 'field_poly': [294122500, 2401000, 4838750, 29260, 62091, 282, 285, -2, 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': [[5, [1371441237350625, -204937521012000, 10754919097650, -81713862720, -364731309, 4961376, 22866, -336, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9008092725379198, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 576, 'hecke_ring_index_factorization': [[2, 6], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 4, -1, 6, 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': '126.7.n.c', 'level': 126, '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, 3, 7], 'level_radical': 42, 'minimal_twist': '14.7.d.a', 'prim_orbit_index': 4, 'qexp_display': 'q+\\beta _{2}q^{2}+(-2^{5}+2^{5}\\beta _{1})q^{4}+(56-28\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '6.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '126.7.n', 'trace_display': [0, 0, 336, 652], 'trace_hash': 373496683395043313, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.801', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.235', 'prec': 17}, {'__RealLiteral__': 0, 'data': '260.139', 'prec': 24}, {'__RealLiteral__': 0, 'data': '231.679', 'prec': 24}, {'__RealLiteral__': 0, 'data': '14904.926', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.168', 'prec': 17}, 'traces': [8, 0, 0, -128, 336, 0, 652, 0, 0, -2016, 1356, 0, 0, -2064, 0, -4096, 17304, 0, -32004, 0, 0, 25248, 4128, 0, 4664, 4704, 0, -7552, 30312, 0, -3108, 0, 0, 0, -98028, 0, -6124, -155568, 0, 64512, 0, 0, -297376, 43392, 0, -194064, -313908, 0, 32432, -38784, 0, 255360, -278484, 0, 0, 125952, 0, -169824, 835464, 0, -995316, 0, 0, 262144, -8316, 0, 648808, -553728, 0, -1572816, -190128, 0, -1617084, 1158144, 0, 0, -1456224, 0, 70096, -344064, 0, 66528, 0, 0, 2190984, 573024, 0, -403968, -739116, 0, 2233752, -264192, 0, 3795120, -725640, 0, 0, 3532320, 0, 149248, 2414160, 0, 1305528, 0, 0, -700032, -3065940, 0, 1078280, -5569200, 0, -425984, 5089416, 0, -1459836, -484992, 0, 0, 7385568, 0, -2550308, 1696128, 0, 99456, 0, 0, 3639328, 0, 0, 1156512, -6934032, 0, 1754580, 744288, 0, 2257920, 92136, 0, 0, 970368, 0, -2279712, 7159572, 0, -10868508, 0, 0, 391936, -3092016, 0, -7925980, 4978176, 0, 11741856, -11693904, 0, 13470156, -8885616, 0, 0, 5888568, 0, -4754768, 16517760, 0, -13382208, 0, 0, 14984888, -11783424, 0, 4758016, -4845204, 0, -18354824, -2777088, 0, -11539584, -3243324, 0, 0, -12168384, 0, -6210048, -8057280, 0, 28093968, 0, 0, -7945248, -27277380, 0, -10437880, -1422624, 0, 8906752, 20217240, 0, 15451716, 620544, 0, 0, 51739848, 0, -18150468, 21766416, 0, -8171520, 0, 0, -51570688, -8911488, 0, 12391920, -71387736, 0, 21612216, 29616960, 0, -10531584, -5610132, 0, 0, -1916928, 0, 323808, 42333228, 0, -63943152, 0, 0, 10868736, 27704616, 0, -5330928, -26734848, 0, -22445184, -8641464, 0, 4449732, 13357152, 0, 0, -37339932, 0, 28269420, -35965440, 0, -4320288, 0, 0, 87289416, -7421664, 0, -4194304, 49255920, 0, 14509168, 532224, 0, 26015472, 26892528, 0, 0, 23717472, 0, 20761856, 20251308, 0, 12659136, 0, 0, 31067712, -48429048, 0, 28884700, -55882176, 0, 15923712, 10415064, 0, -17786580, 3042048, 0, 0, -57806328, 0, -16302904, -118804896, 0, 51746688, 0, 0, -108259944, 37060608, 0, -75991776, -27736380, 0, 109411912, 87803616, 0, 32772096, -17462640, 0, 0, 94303104, 0, -22138128, 150180072, 0, -67351284, 0, 0, -4486144, 87277548, 0, 106811604, 11010048, 0, -51179520, -352608, 0, 97911240, 2271120, 0, 0, -149650524, 0, 91110248, 14767872, 0, 14099904, 0, 0, -122866792, 25627776, 0, -35055744, 333501336, 0, -171935252, -36673536, 0, -22022784, -1730664, 0, 0, 8139840, 0, -12926976, -171690456, 0, 262706976, 0, 0, 154884000, -35893284, 0, -20542636, 30149952, 0, -27209088, -271683312, 0, -289634688, 4227072, 0, 0, -129820620, 0, -53757548, -21761712, 0, -121443840, 0, 0, 29744792, -23220480, 0, 31227504, 53908764, 0, -58856364, 95986752, 0, -128327808, 74880528, 0, 0, -91889664, 0, 35724000, -191273460, 0, 6313272, 0, 0, -9551872, 148427688, 0, -101570604, -77253120, 0, 192359712, -263783496, 0, 296059512, -135286368, 0, 0, 192034380, 0, -91896, -4816896, 0, -83416032, 0, 0, -156176360, 456480, 0, 11200512, 288648192, 0, -157926600, 196220160, 0, -217113120, -77410836, 0, 0, -102781536, 0, 34504960, -234503388, 0, 387126180, 0, 0, 63992640, 8117892, 0, -20659248, -67362624, 0, 21364736, -281912088, 0, -401713956, -81430656, 0, 0, 283056228, 0, 22042580, -88907616, 0, 46714752, 0, 0, -521686064, -15519744, 0, 262084128, 271088496, 0, -272860732, 567753504, 0, -64415232, 423992040, 0, 0, -29020032, 0, 34863840, -158293968, 0, 139822284, 0, 0, 163219712, 452515476, 0, -63360832, -54276096, 0, 64603392, -687075384, 0, 459879588, -118175616, 0, 0, -242758824, 0, 12303008, 13655040, 0, -204853824, 0, 0, 604303992, 7924032, 0, -58229248, 273394464, 0, 372399204, 0, 0, -88786656, 60519348, 0, 0, 302171088, 0, 37008384, 729401988, 0, -93564492, 0, 0, -34139232, 92850096, 0, 197644540, -380671200, 0, 74067072, -413317872, 0, 653280264, -11908608, 0, 0, -709791096, 0, 426088072, -435774192, 0, -72253440, 0, 0, 574473016, 2948352, 0, -242793888, 477453060, 0, -502215496, 478019328, 0, 171483648, -41423952, 0, 0, 69328896, 0, -286280544, 103266072, 0, -211979628, 0, 0, 145901568, -435273516, 0, 144363196, -229106304, 0, -60440064, 424614336, 0, -880106892, 357776448, 0, 0, -621146352, 0, -530509716, 36470784, 0, -23659776, 0, 0, -592853904, -170106288, 0, -6270976, -926678424, 0, 340507524, 197889024, 0, 604296000, -579954576, 0, 0, 865585344, 0, -253631360, 1334595108, 0, 313716060, 0, 0, 599413056, 93988548, 0, -59627288, -1405168128, 0, -280992768, 984646680, 0, -264698112, 187102464, 0, 0, 353450376, 0, 427880876, -447607104, 0, -431044992, 0, 0, -1498686560, -284339712, 0, -259633728, 592359432, 0, 255622272, 1090559808, 0, -66060288, -346154220, 0, 0, 123285120, 0, -1534224, 246772008, 0, 636098148, 0, 0, 304305152, -526317372, 0, -137561292, -528568320, 0, -213663648, -1856255712, 0, -45703476, -394394544, 0, 0, 69526212, 0, -60360156, -734713728, 0, -1149248016, 0, 0, -1687082824, -312306336, 0, -239758208, -73414656, 0, 900710808, 754139136, 0, 190243872, 664745340, 0, 0, 617431536, 0, 152256512, 1452047436, 0, -1896502440, 0, 0, 1364436000, -348133968, 0, 1078404564, -1459294368, 0, 598701056, -1882204656, 0, 1687306572, 44433408, 0, 0, 193595976, 0, -65013700, -477652896, 0, 369266688, 0, 0, 1153544616, -103786368, 0, -88156368, 1545562032, 0, -700459176, 1856877888, 0, -570769920, 231146280, 0, 0, 320550912, 0, -271590240, 131127864, 0, 621694500, 0, 0, 397443072, -1455313956, 0, -1588869572, 257832960, 0, 1103011680, -1761101376, 0, -615637764, -1027931328, 0, 0, 708307308, 0, -1361403868, 321441792, 0, -514035648, 0, 0, -157830328, -331118688, 0, 127123968, -709384368, 0, 1162748344, 1745752320, 0, -1475896464, 947072052, 0, 0, -300059424, 0, -334012160, 661772328, 0, 1554827736, 0, 0, -752460096, 1295169252, 0, 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-45346224, 0, 2184112112, -1354663296, 0, -502090176, 566513664, 0, -2532322296, 1202158656, 0, 0, -1719455616, 0, 542103956, 53577216, 0, -2133800928, 0, 0, -2395503184, 1305682272, 0, -173899776, 2311311324, 0, -515120856, -1773095424, 0, -1514454480, 1042338060, 0, 0, 591410592, 0, -170589696, -1022784252, 0, 1551813228, 0, 0, 3158427648, 3145219920, 0, -1362377316, -213696672, 0, 374241792, -3042591960, 0, -2557251144, 138263424, 0, 0, -324290712, 0, 1976402996, -3966440352, 0, -142391424, 0, 0, -6225007856, 427428864, 0, 751003680, 4077984624, 0, 623251776, 3035874912, 0, 1019203584, -472323720, 0, 0, 859955712, 0, -787044384, 909087564, 0, 728150220, 0, 0, -1809242880, 1390979040, 0, 1072896080, 1150894080, 0, -4174239552, -3853070016, 0, -3385026204, 1061097744, 0, 0], 'weight': 7, 'weight_parity': -1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [0.3535533905932738, -0.6123724356957945], [0.0, 0.0], [-0.25, -0.4330127018922193], [-0.8946906518288282, -0.5165498886748157], [0.0, 0.0], [0.870970539973898, 0.49133524043933235], [-0.3535533905932738, 0.0], [0.0, 0.0], [-0.6326418269723768, 0.3652559291031184], [0.8934867512467656, 1.547564449049053], [0.0, 0.0], [0.0, 0.3735550915117896], [0.608814745445639, -0.3596451108078099], [0.0, 0.0], [-0.125, 0.21650635094610965], [0.46489352048971205, -0.268406399199248], [0.0, 0.0], [-0.7019867307740051, -0.4052922279799172], [0.0, 0.5165498886748157], [0.0, 0.0], [1.2635810814138517, 0.0], [0.46818168697851864, -0.8109144690201026], [0.0, 0.0], [0.03364757497992899, 0.05827930941672036], [0.22875484125564002, 0.13207166917737387], [0.0, 0.0], [-0.004988234995975961, -0.4999751168924559], [1.3457936125010768, 0.0], [0.0, 0.0], [1.363579409725832, -0.7872629392666401], [0.08838834764831845, 0.15309310892394862], [0.0, 0.0], [0.0, -0.37958396997530364], [-0.5254500363820023, -0.8894927819977014], [0.0, 0.0], [-0.21445442747398066, 0.3714459642930294], [-0.4963795776332743, 0.28658488276680366], [0.0, 0.0], [0.3163209134861884, 0.1826279645515592], [0.0, 1.2455715170489785], [0.0, 0.0], [1.43354854103595, 0.0], [0.4467433756233828, -0.7737822245245265], [0.0, 0.0], [-0.3310544456898681, -0.573403120006403], [-0.32138676482279954, -0.18555273518442628], [0.0, 0.0], [0.5171793630048469, 0.8558770393473006], [0.047584856877581204, 0.0], [0.0, 0.0], [0.16175409948111524, -0.0933887728779474], [0.11163828750866342, 0.19336318603498698], [0.0, 0.0], [0.0, -1.846121927555758], [-0.3079345875146261, -0.17371324017528736], [0.0, 0.0], [0.4758098947385261, -0.8241269124311267], [1.411540480584252, -0.8149532764373716], [0.0, 0.0], [-0.6425443704018264, -0.37097316521777307], [0.0, -1.1133579258645887], [0.0, 0.0], [0.125, 0.0], [0.1929598409343255, -0.3342162483186606], [0.0, 0.0], [0.5361731134183545, 0.9286790740929801], [-0.23244676024485603, 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-1.1624852539687103], [0.0, 0.0], [0.3741582784886147, 0.648061148414786], [0.2410490618258714, 0.1391697407330736], [0.0, 0.0], [-0.553700634561674, 0.32708755423708563], [-1.2480675351969992, 0.0], [0.0, 0.0], [-0.14839083547325993, 0.08567348880576009], [0.26388677488038115, 0.45706530153831065], [0.0, 0.0], [0.0, -0.3406759765803968]], 'angles': [None, None, -0.25305863355627406, None, 0.09254087356179282, 0.029902180175037096, -0.29008483249144484, -0.23308178039925986, -0.3391213041720613, -0.13252489629214198, -0.18908205673891373, -0.4510653381708364, 0.10699958868998709, -0.12280889888132629, -0.1963704437815281, -0.06552843253141995, -0.18171460491270675, -0.22715457617353452, 0.006731955835675061, -0.32513329086575415, -0.3111994017971203, -0.36080341738948923, 0.03147339987443615, -0.21047725648290705, 0.0028481907310883813, -0.2943263242847815, -0.1339569549466971, 0.22350130786604827, 0.049731286854641114, -0.22382428528797957, -0.2746592519650108, -0.17124221641943754, -0.13355547159682812, -0.4795449398437341, -0.40140376055875066, -0.02434994612263587, -0.27934487011920783, -0.400547863077752, -0.42541954990460873, -0.10695098786324096, -0.06490507420385441, -0.43210948183331166, -0.49142482344828775, -0.0930239131428528, -0.17602214960252527, -0.23011165278948853, -0.3418243112663276, 0.012640396259633438, -0.26489772720927296, -0.32695757126172115, -0.4510888650540019, -0.24463380581256639, 0.34148500941673116, -0.45402306184869545, -0.25316259343906267, -0.11880362789416565, -0.4020981349257043, -0.30835778635734223, -0.03222839361732888, -0.24579069969191494, -0.4405303882449757, -0.4823054125938735, -0.36217431181597554, -0.410987032751018, -0.18207703887501137, -0.2907864692375879, -0.2297776647917156, -0.3296335535282758, 0.06268475317969763, -0.4822884094192337, -0.3532967956476689, 0.18404858744598415, 0.37433366981541494, -0.34994045074266406, -0.2067217182527864, -0.20869103127982896, -0.41076809964077143, -0.07210044917849961, -0.3149117206341918, -0.2855269675807761, 0.05553019229181827, -0.24828250946504665, -0.012396250508163455, -0.41896224087734674, -0.1438858482199802, -0.3730083535854473, -0.24587010627030262, 0.18970989298872035, -0.32981468544703557, -0.2128862446444904, -0.1768118571329348, -0.31657902040393016, -0.060228720781155716, -0.405455525662059, -0.47753507557788755, 0.08314173092066923, -0.07496972518327437, -0.25765902960031123, -0.32964606304014277, -0.4144380996547469, -0.28910931172525783, -0.06983889879333811, -0.4211606839127083, -0.38902002720371326, -0.015073093795604538, -0.48668231774627413, 0.022022151542165132, -0.2822671301006916, -0.154768762176767, -0.4051838299745796, -0.12927855737575655, -0.47748640083283106, -0.1878091474529377, -0.2503157477566605, -0.20130821739497023, -0.15547197785093209, 0.051334970977945954, -0.2837190865618752, -0.48682331332324597, -0.15572460291575524, -0.20250600512108424, -0.32023730896338715, -0.09189306369787137, -0.027985449367048883, -0.311919079111603, -0.34335620492631014, -0.47121098647272164, -0.05419724171949835, -0.3732132459954841, -0.03249884658368527, -0.3701762225420824, -0.36299691163293546, 0.22947160545026535, -0.3298802399752673, -0.07963644715080531, 0.08582112816154491, -0.3238994668570278, -0.2744097344774607, 0.11248842714642031, -0.470676245883982, 0.06322117613121198, -0.4751609791945304, -0.05224057276555807, -0.3164629747142516, -0.20881716478850335, 0.19016082316429547, 0.12898193409943262, -0.4664131128168197, -0.1088910901127155, -0.3576377004074929, -0.4615626489804013, -0.41793172048453786, -0.07248789624363278, -0.22251346883849157, -0.08287225224270037, -0.20138491384524634, -0.3515192184284926, -0.09444439865134566, -0.47709994954521195, -0.29787354393112436, -0.3588395027177438, -0.27652069713124533, -0.31983967414908876, -0.0921652880201313, -0.15727727980379466, -0.3518764784223513, -0.022299169821182685, -0.3469854283741066], 'char_orbit_index': 14, 'conrey_index': 19, 'dual_conrey_index': 73, 'dual_embedding_index': 3, 'dual_embedding_m': 7, 'embedding_index': 3, 'embedding_m': 3, 'embedding_root_imag': 8.420055329553751, 'embedding_root_real': -4.861321211109401, 'hecke_orbit': 3, 'hecke_orbit_code': 9008092725379198, 'label': '126.7.n.c.19.3', 'level': 126, 'weight': 7}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 6174, 'analytic_conductor': 28.986814536101225, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 14, 'char_orbit_label': 'n', 'char_order': 6, 'char_parity': -1, 'char_values': [126, 6, [29, 73], [6, 5]], 'conrey_index': 19, 'cusp_dim': 272, 'dim': 40, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 893470638206, 'hecke_orbit_dims': [8, 8, 8, 16], 'label': '126.7.n', 'level': 126, '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, 3, 7], 'level_radical': 42, 'mf_dim': 304, 'mf_new_dim': 40, 'num_forms': 4, 'prim_orbit_index': 4, 'relative_dim': 20, 'sturm_bound': 168, 'trace_bound': 5, 'trace_display': [0, 0, -336, 20], 'traces': [40, 0, 0, -640, -336, 0, 20, 0, 0, 2016, -2508, 0, 0, -4272, 0, -20480, 18984, 0, 6300, 0, 0, -5088, -13776, 0, 83584, 55776, 0, 10624, -2520, 0, -74508, 0, 0, 0, -180900, 0, 71980, 155568, 0, -64512, 0, 0, 13888, -80256, 0, 87216, 64428, 0, -137216, 236928, 0, 67200, -300396, 0, 0, -24576, 0, 142752, 676536, 0, -401268, 0, 0, 1310720, -511956, 0, 598040, -607488, 0, 24240, 127344, 0, -1697220, -371904, 0, 0, 2105376, 0, 1085096, 344064, 0, 1324512, 0, 0, -2056920, -507648, 0, 81408, -5283180, 0, -5404056, 881664, 0, 1279152, 1550472, 0, 0, 3375648, 0, 2674688, 4364136, 0, 1885800, 0, 0, 2122752, -6699492, 0, 463360, -5395824, 0, -360448, -1145688, 0, -3488940, 40320, 0, 0, 11151480, 0, 424244, 5634048, 0, 2384256, 0, 0, -7281424, 0, 0, -2223264, -28015848, 0, -5453076, 7604256, 0, -2257920, -7029480, 0, 0, 4957824, 0, 4495584, 27495468, 0, 22801212, 0, 0, -4606720, -20774256, 0, -1100036, -4978176, 0, -4881120, 14690256, 0, -25274340, -7580496, 0, 0, 10828464, 0, 9773984, 10867584, 0, 29881152, 0, 0, 10057480, -20503104, 0, -222208, -33474924, 0, -1469272, 5136384, 0, -35707392, -7894212, 0, 0, 12028704, 0, 2790912, 79836456, 0, 6875568, 0, 0, -7989792, -43283484, 0, 21429448, -48267744, 0, 11446016, 31061736, 0, -12632844, -3790848, 0, 0, 47180016, 0, 19936428, 5292336, 0, -2150400, 0, 0, -67033856, -9612672, 0, 14481072, -84605304, 0, -11789328, 46109760, 0, 15418368, 6463620, 0, 0, 5160960, 0, -8695392, 59678388, 0, 133190232, 0, 0, -9136128, -40654320, 0, -15405360, -21649152, 0, -80339136, -52551048, 0, -8966580, 6233184, 0, 0, 72847668, 0, 63911532, -11644416, 0, -39914784, 0, 0, 83211912, -26711232, 0, -20971520, -13203792, 0, -23734432, 32765184, 0, 21168, 18449832, 0, 0, 53522976, 0, 19137280, -53164524, 0, -117734568, 0, 0, -128910528, 36449400, 0, -29247628, -97065696, 0, 5356032, -8891544, 0, -3429300, -2037504, 0, 0, -119109912, 0, 24638248, -34826400, 0, 54311040, 0, 0, 267151560, -11900928, 0, 34083744, 162803340, 0, 14623232, 131194464, 0, -6451200, -7693224, 0, 0, 13408896, 0, -7084944, -12530616, 0, -258504372, 0, 0, -69446144, 90244860, 0, 16712316, -11010048, 0, 85365120, -170081616, 0, 72269904, -53531376, 0, 0, -242479404, 0, -141916424, -22896384, 0, 77926464, 0, 0, -213748136, 72753024, 0, 32910720, 462921984, 0, 51779804, 32489472, 0, 262164672, 4250016, 0, 0, -53316384, 0, 2605056, 34325256, 0, -93296448, 0, 0, 60054432, 139629948, 0, -26208356, 26882688, 0, 2305152, -412987728, 0, -304331832, -14106624, 0, 0, -235541652, 0, -169466836, -373444848, 0, -40932864, 0, 0, 47367256, 49615104, 0, 36136560, 490628964, 0, 573605964, 400329408, 0, 123844224, 220436976, 0, 0, -1910784, 0, -24922848, -455978964, 0, -82690944, 0, 0, -171180032, 350426544, 0, -182697420, -139652352, 0, -86485728, -622347288, 0, 345877224, -42529440, 0, 0, -259425876, 0, -321807216, -57114624, 0, 368192160, 0, 0, 929162984, 80263008, 0, -33964032, 1036240296, 0, -234937224, 428767488, 0, 127953504, 94162644, 0, 0, 225260448, 0, 14827520, -306305748, 0, -915258708, 0, 0, -288676416, 459803124, 0, -31084416, -394099776, 0, 655360, -1267599912, 0, 364647276, 18331008, 0, 0, -526496724, 0, -314361884, -506772000, 0, 111646080, 0, 0, -149200336, 1290240, 0, 64600032, 603230040, 0, 61569796, 1290844704, 0, -42610176, 188396184, 0, 0, 138704256, 0, -47243232, -227940384, 0, 382772292, 0, 0, -27151616, 364245396, 0, -270216200, -180289536, 0, -172903488, -995080776, 0, -833463036, -272889504, 0, 0, -102952704, 0, 311339776, -537363456, 0, 61310592, 0, 0, 859758264, -84037248, 0, 116502784, 950185488, 0, 700484964, 0, 0, 741559392, 443655036, 0, 0, 527826768, 0, -71144448, 733261452, 0, -1174479852, 0, 0, -1323317088, -39343440, 0, 450962012, -1476572832, 0, -277768320, -500068224, 0, 379949472, -121668096, 0, 0, -361990824, 0, -211485424, -586670448, 0, 72253440, 0, 0, 867482456, -224943360, 0, -43392864, 955182060, 0, -382538960, 2188275456, 0, -221157888, -254585976, 0, 0, 26591232, 0, 302615904, 1887339384, 0, -1073551500, 0, 0, -287717376, -364225356, 0, -253758388, -879854976, 0, -159579840, -1953267216, 0, 841908228, -706292160, 0, 0, -751580016, 0, 1095246900, -20213760, 0, 1149289344, 0, 0, 909946656, -596289648, 0, 73707520, -377091960, 0, -1207652412, 1329552384, 0, -673908480, 18032016, 0, 0, 1028895360, 0, -35201152, 2312081268, 0, 608764212, 0, 0, -1978192320, -147529908, 0, -29816920, -2529727200, 0, -155274240, -1109379336, 0, -2986239984, -235044096, 0, 0, 228723624, 0, 364996348, -986833344, 0, 808778880, 0, 0, 910675760, -242575872, 0, 374369472, -138514488, 0, 2477353080, 4051605312, 0, 66060288, 131419908, 0, 0, 889984128, 0, 832167984, 1616938848, 0, 1310320620, 0, 0, -625534976, -1776991140, 0, 1354224924, -347762688, 0, -1564454688, -1395161328, 0, -1471691340, -267035472, 0, 0, 736902732, 0, -444286908, 50080128, 0, 1744050672, 0, 0, -573289736, -1085891040, 0, -160919680, 153411552, 0, 223544064, 1312198656, 0, 433970208, 813014124, 0, 0, 1657489104, 0, -7110656, 2006490780, 0, 63753816, 0, 0, -2871001440, -1013698152, 0, -2169032988, -4359994464, 0, -549475328, -2720801568, 0, 2387420028, -82182144, 0, 0, 1169609832, 0, 73015180, -1333154592, 0, 1142636544, 0, 0, 3543424200, -252614784, 0, 1176700464, -399925680, 0, -2231446272, 5108547264, 0, 600719616, 446802696, 0, 0, 326145024, 0, 174869472, 1106778288, 0, -853419588, 0, 0, -178618368, -494519052, 0, -1844456884, -2554766592, 0, -547555296, -3191413440, 0, -5093470116, -599030784, 0, 0, -478119276, 0, -790149476, -65974272, 0, 2068153920, 0, 0, 51842632, -842346240, 0, 127836672, 2158575888, 0, 1796859272, 2770142976, 0, 2944623024, 1011601188, 0, 0, 2241778464, 0, 685742336, 2953584480, 0, 1232736792, 0, 0, -1529693376, 736542804, 0, 2338053696, -3988457424, 0, -225763328, -3418906464, 0, -1872808392, -496987776, 0, 0, -612564240, 0, 839796372, -1429620192, 0, 404251008, 0, 0, -2795478288, -121307136, 0, -55223136, 281722140, 0, 460744560, 4463082048, 0, -19805184, -493674540, 0, 0, 896499072, 0, -474228336, 1854584340, 0, -4472794368, 0, 0, -1275931392, 1092999720, 0, -1286215792, -169354752, 0, 2768679456, -2980259760, 0, 1596396312, -1868432448, 0, 0, -3304637532, 0, 1662995388, -1644652800, 0, 3084056640, 0, 0, 6468255608, -351528096, 0, 1072541696, 5267178168, 0, -3875249924, 615211008, 0, 2221523136, -211304904, 0, 0, 648791568, 0, 463394304, 745826844, 0, -4548812100, 0, 0, -4717216608, 131707704, 0, -4031882856, -1864725408, 0, -765478272, -5344393080, 0, -5159334684, -737756160, 0, 0, -3375911868, 0, -772552384, -1041023088, 0, -493387776, 0, 0, 4600303984, 206835840, 0, -1667285136, 7061234460, 0, 6917560456, 7554174912, 0, 3442199040, -173963568, 0, 0, -139984896, 0, 885936864, -848885940, 0, -1086909768, 0, 0, 556505088, 2379897408, 0, 6778778704, -1909708416, 0, -4701959232, -6748495296, 0, -1159671744, 155316672, 0, 0, -4678161768, 0, -4940595068, 489291264, 0, -948707424, 0, 0, -2507890592, 705411648, 0, 146178048, 5839040004, 0, 2700375864, 2601876480, 0, -5332613328, 3744748116, 0, 0, 1705373280, 0, -492971520, -3537165828, 0, -1044928836, 0, 0, -1391605248, 3498291072, 0, 313794660, -2264973312, 0, 2514467328, -4668118584, 0, 15166572120, 840816768, 0, 0, 1329538584, 0, 159279124, -4924240608, 0, 286930560, 0, 0, 12580894496, 199461888, 0, 5650347552, 9229184832, 0, -9423739704, 54135840, 0, 410898432, -1140325080, 0, 0, 645482496, 0, -936716832, -5938441068, 0, -6141595572, 0, 0, -4090338048, 4017617832, 0, -7800479192, 372621312, 0, -3532537344, -4449706176, 0, -8321985588, 147011568, 0, 0], 'weight': 7, 'weight_parity': -1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 41349271
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9008092725379198, 'source_is_minimal': False, 'source_label': '126.7.n.c.19.3', 'source_level': 126, 'target_conrey_index': 19, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9008092725379198, 'target_is_minimal': False, 'target_label': '126.7.n.c.19.3', 'target_level': 126, 'twist_class_label': '14.7.d.a.3.2', 'twist_class_level': 14, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 7}
  • id: 41349272
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9008092725379198, 'source_is_minimal': False, 'source_label': '126.7.n.c.19.3', 'source_level': 126, 'target_conrey_index': 5, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 206275870734, 'target_is_minimal': True, 'target_label': '14.7.d.a.5.2', 'target_level': 14, 'twist_class_label': '14.7.d.a.3.2', 'twist_class_level': 14, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 7}
  • id: 41349273
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9008092725379198, 'source_is_minimal': False, 'source_label': '126.7.n.c.19.3', 'source_level': 126, 'target_conrey_index': 73, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9008092725379198, 'target_is_minimal': False, 'target_label': '126.7.n.c.73.3', 'target_level': 126, 'twist_class_label': '14.7.d.a.3.2', 'twist_class_level': 14, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 7}
  • id: 41349274
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9008092725379198, 'source_is_minimal': False, 'source_label': '126.7.n.c.19.3', 'source_level': 126, 'target_conrey_index': 33, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9008436322762864, 'target_is_minimal': False, 'target_label': '112.7.s.c.33.1', 'target_level': 112, 'twist_class_label': '14.7.d.a.3.2', 'twist_class_level': 14, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 7}
  • id: 41349275
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9008092725379198, 'source_is_minimal': False, 'source_label': '126.7.n.c.19.3', 'source_level': 126, 'target_conrey_index': 97, 'target_dim': 8, 'target_embedding_index': 8, 'target_hecke_orbit_code': 9007268091658338, 'target_is_minimal': False, 'target_label': '98.7.b.c.97.8', 'target_level': 98, 'twist_class_label': '14.7.d.a.3.2', 'twist_class_level': 14, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 7}
  • id: 41349276
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9008092725379198, 'source_is_minimal': False, 'source_label': '126.7.n.c.19.3', 'source_level': 126, 'target_conrey_index': 97, 'target_dim': 8, 'target_embedding_index': 5, 'target_hecke_orbit_code': 9007268091658338, 'target_is_minimal': False, 'target_label': '98.7.b.c.97.5', 'target_level': 98, 'twist_class_label': '14.7.d.a.3.2', 'twist_class_level': 14, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 7}
  • id: 41349277
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9008092725379198, 'source_is_minimal': False, 'source_label': '126.7.n.c.19.3', 'source_level': 126, 'target_conrey_index': 31, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007405530611810, 'target_is_minimal': False, 'target_label': '98.7.d.c.31.1', 'target_level': 98, 'twist_class_label': '14.7.d.a.3.2', 'twist_class_level': 14, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 7}
  • id: 41349278
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9008092725379198, 'source_is_minimal': False, 'source_label': '126.7.n.c.19.3', 'source_level': 126, 'target_conrey_index': 3, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 206275870734, 'target_is_minimal': True, 'target_label': '14.7.d.a.3.2', 'target_level': 14, 'twist_class_label': '14.7.d.a.3.2', 'twist_class_level': 14, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 7}
  • id: 41349279
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9008092725379198, 'source_is_minimal': False, 'source_label': '126.7.n.c.19.3', 'source_level': 126, 'target_conrey_index': 19, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007405530611810, 'target_is_minimal': False, 'target_label': '98.7.d.c.19.1', 'target_level': 98, 'twist_class_label': '14.7.d.a.3.2', 'twist_class_level': 14, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 7}
  • id: 41349280
    {'conductor': 84, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 8, 'source_embedding_index': 3, 'source_hecke_orbit_code': 9008092725379198, 'source_is_minimal': False, 'source_label': '126.7.n.c.19.3', 'source_level': 126, 'target_conrey_index': 17, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9008436322762864, 'target_is_minimal': False, 'target_label': '112.7.s.c.17.1', 'target_level': 112, 'twist_class_label': '14.7.d.a.3.2', 'twist_class_level': 14, 'twisting_char_label': '84.59', 'twisting_conrey_index': 59, 'weight': 7}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 351100
    {'charpoly_factorization': [[[1024, 0, 32, 0, 1], 2]], 'hecke_orbit_code': 9008092725379198, 'p': 2}
  • id: 351101
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 9008092725379198, 'p': 3}
  • id: 351102
    {'charpoly_factorization': [[[1371441237350625, -204937521012000, 10754919097650, -81713862720, -364731309, 4961376, 22866, -336, 1], 1]], 'hecke_orbit_code': 9008092725379198, 'p': 5}
  • id: 351103
    {'charpoly_factorization': [[[191581231380566414401, -1061725665837612748, 2717542963895536, 2551800692252, -22403294018, 21689948, 196336, -652, 1], 1]], 'hecke_orbit_code': 9008092725379198, 'p': 7}
  • id: 351104
    {'charpoly_factorization': [[[5740439013333948971662209, 5946472452004675467408, 15501377592624706020, -3179018576065752, 16171038645777, 323089776, 5737644, -1356, 1], 1]], 'hecke_orbit_code': 9008092725379198, 'p': 11}
  • id: 351105
    {'charpoly_factorization': [[[7658847082626819820683264, 0, 30292149002634860544, 0, 35596062690192, 0, 11814792, 0, 1], 1]], 'hecke_orbit_code': 9008092725379198, 'p': 13}
  • id: 351106
    {'charpoly_factorization': [[[12347593056060980349267441, -162394199878336780686696, 677560509684383390442, 452027481329314800, -167383058561397, -169251289200, 109590522, -17304, 1], 1]], 'hecke_orbit_code': 9008092725379198, 'p': 17}
  • id: 351107
    {'charpoly_factorization': [[[4732212162852907665080625, -314197316770088880702000, 6764741502461790200100, 12549737079271183680, 9092680126660809, 2780792099568, 428307564, 32004, 1], 1]], 'hecke_orbit_code': 9008092725379198, 'p': 19}
  • id: 351108
    {'charpoly_factorization': [[[1162613841381006370557435847809, 1199632462860495995715887748, 1441326366961310286242604, -201074086788890778288, 39133230946082001, -1446081368184, 205769700, -4128, 1], 1]], 'hecke_orbit_code': 9008092725379198, 'p': 23}
  • id: 351109
    {'charpoly_factorization': [[[-149309022972236256, 30685421801088, -1376156916, -15156, 1], 2]], 'hecke_orbit_code': 9008092725379198, 'p': 29}
  • id: 351110
    {'charpoly_factorization': [[[1257942279938937395638456344054321, 1328598058800928133780518663728, 369793844569110702593609892, -103448419547461094530368, 7629769247246864073, -8583049430928, -2758379028, 3108, 1], 1]], 'hecke_orbit_code': 9008092725379198, 'p': 31}
  • id: 351111
    {'charpoly_factorization': [[[2313786865627337490509123819144748961, -140545162240420863110161966721780, 20423882322718572876993309754, 703404377271328057778608, 60111922897839710467, 136936140740656, 7852054042, 6124, 1], 1]], 'hecke_orbit_code': 9008092725379198, 'p': 37}
  • id: 351112
    {'charpoly_factorization': [[[504248332036682564705904480821427830784, 0, 617849518276262501260076924928, 0, 205531531696085391504, 0, 25142408520, 0, 1], 1]], 'hecke_orbit_code': 9008092725379198, 'p': 41}
  • id: 351113
    {'charpoly_factorization': [[[-56792045606899407248, -1875564166219168, -9110490096, 148688, 1], 2]], 'hecke_orbit_code': 9008092725379198, 'p': 43}
  • id: 351114
    {'charpoly_factorization': [[[12130939702599915013365760192751983115841, 692771609767173719551718206116656664, 14791250763819764666567908566156, 91583267367774608156810016, -336002878951505068527, -4570625705434992, 18285678564, 313908, 1], 1]], 'hecke_orbit_code': 9008092725379198, 'p': 47}
  • id: 351115
    {'charpoly_factorization': [[[5069804657715000526271625826022295063009, -179739303929798250136474608185984652, 6291158269328673017405555263194, -42533566736971088225203632, 633083123146556888163, 5365956618649296, 76414022010, 278484, 1], 1]], 'hecke_orbit_code': 9008092725379198, 'p': 53}
  • id: 351116
    {'charpoly_factorization': [[[2726664002676049296221805981879655264449, -491694452307893545654839090428986452, 27799041469861515446495042918868, 316731990966065458959681072, -1438681659846750641007, -28102190649186528, 266303325084, -835464, 1], 1]], 'hecke_orbit_code': 9008092725379198, 'p': 59}
  • id: 351117
    {'charpoly_factorization': [[[35959472462498941471290657744266082005841, 2963763785543972016645676230923093436, 103290027598047895307533769250258, 1802185616441705149558093176, 18291830946967411671627, 114768729398241576, 445526815938, 995316, 1], 1]], 'hecke_orbit_code': 9008092725379198, 'p': 61}
  • id: 351118
    {'charpoly_factorization': [[[498757762394687062724324967785123206021969, -13579781733239738294295313406246486860, 406748859351152734937313967870900, 91247577015481565262212192, 15928106133732272670073, -72457491539672440, 368547618364, -648808, 1], 1]], 'hecke_orbit_code': 9008092725379198, 'p': 67}
  • id: 351119
    {'charpoly_factorization': [[[5698013487169421030256, -53167006183185216, -292123619280, 95064, 1], 2]], 'hecke_orbit_code': 9008092725379198, 'p': 71}
  • id: 351120
    {'charpoly_factorization': [[[7999898773958665070751880867370647961525889, 30063244712235344670799778474825739972, -493284601824976644578630373957606, -1995260254414806891198970584, 32337116688588955525107, 303555793112218584, 1059371565978, 1617084, 1], 1]], 'hecke_orbit_code': 9008092725379198, 'p': 73}
  • id: 351121
    {'charpoly_factorization': [[[83209897004741049258303251450655919080030625, 698838310210294985848807957932486015500, 9486030637772458249011044591165500, -29097182721132421293468456880, 153459155131348836084769, -125428369622529832, 401411873044, -70096, 1], 1]], 'hecke_orbit_code': 9008092725379198, 'p': 79}
  • id: 351122
    {'charpoly_factorization': [[[341463615431161076041285469845944718599389184, 0, 21065149686224554200269976817336320, 0, 336468804085758079478016, 0, 1103755415712, 0, 1], 1]], 'hecke_orbit_code': 9008092725379198, 'p': 83}
  • id: 351123
    {'charpoly_factorization': [[[116455540344026767883394868963735343898448401, 2134790299155295548648958743435485898468, 15287852858851258509654546027328242, 41122866789191693884043082312, 5266797913926753244011, -153645853209917544, -25780373982, 739116, 1], 1]], 'hecke_orbit_code': 9008092725379198, 'p': 89}
  • id: 351124
    {'charpoly_factorization': [[[1124615402806765696246065606328077989666881536, 0, 1059527660507357560087320975134564352, 0, 5136600411528332806934928, 0, 4399256051592, 0, 1], 1]], 'hecke_orbit_code': 9008092725379198, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 14, 'hecke_orbit': 3, 'label': '126.7.n.c', 'level': 126, 'portrait': 'data:image/png;base64,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', 'weight': 7}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 31619941
    {'hecke_orbit_code': 9008092725379198, 'n': 1, 'trace_an': 8}
  • id: 31619942
    {'hecke_orbit_code': 9008092725379198, 'n': 2, 'trace_an': 0}
  • id: 31619943
    {'hecke_orbit_code': 9008092725379198, 'n': 3, 'trace_an': 0}
  • id: 31619944
    {'hecke_orbit_code': 9008092725379198, 'n': 4, 'trace_an': -128}
  • id: 31619945
    {'hecke_orbit_code': 9008092725379198, 'n': 5, 'trace_an': 336}
  • id: 31619946
    {'hecke_orbit_code': 9008092725379198, 'n': 6, 'trace_an': 0}
  • id: 31619947
    {'hecke_orbit_code': 9008092725379198, 'n': 7, 'trace_an': 652}
  • id: 31619948
    {'hecke_orbit_code': 9008092725379198, 'n': 8, 'trace_an': 0}
  • id: 31619949
    {'hecke_orbit_code': 9008092725379198, 'n': 9, 'trace_an': 0}
  • id: 31619950
    {'hecke_orbit_code': 9008092725379198, 'n': 10, 'trace_an': -2016}
  • id: 31619951
    {'hecke_orbit_code': 9008092725379198, 'n': 11, 'trace_an': 1356}
  • id: 31619952
    {'hecke_orbit_code': 9008092725379198, 'n': 12, 'trace_an': 0}
  • id: 31619953
    {'hecke_orbit_code': 9008092725379198, 'n': 13, 'trace_an': 0}
  • id: 31619954
    {'hecke_orbit_code': 9008092725379198, 'n': 14, 'trace_an': -2064}
  • id: 31619955
    {'hecke_orbit_code': 9008092725379198, 'n': 15, 'trace_an': 0}
  • id: 31619956
    {'hecke_orbit_code': 9008092725379198, 'n': 16, 'trace_an': -4096}
  • id: 31619957
    {'hecke_orbit_code': 9008092725379198, 'n': 17, 'trace_an': 17304}
  • id: 31619958
    {'hecke_orbit_code': 9008092725379198, 'n': 18, 'trace_an': 0}
  • id: 31619959
    {'hecke_orbit_code': 9008092725379198, 'n': 19, 'trace_an': -32004}
  • id: 31619960
    {'hecke_orbit_code': 9008092725379198, 'n': 20, 'trace_an': 0}
  • id: 31619961
    {'hecke_orbit_code': 9008092725379198, 'n': 21, 'trace_an': 0}
  • id: 31619962
    {'hecke_orbit_code': 9008092725379198, 'n': 22, 'trace_an': 25248}
  • id: 31619963
    {'hecke_orbit_code': 9008092725379198, 'n': 23, 'trace_an': 4128}
  • id: 31619964
    {'hecke_orbit_code': 9008092725379198, 'n': 24, 'trace_an': 0}
  • id: 31619965
    {'hecke_orbit_code': 9008092725379198, 'n': 25, 'trace_an': 4664}
  • id: 31619966
    {'hecke_orbit_code': 9008092725379198, 'n': 26, 'trace_an': 4704}
  • id: 31619967
    {'hecke_orbit_code': 9008092725379198, 'n': 27, 'trace_an': 0}
  • id: 31619968
    {'hecke_orbit_code': 9008092725379198, 'n': 28, 'trace_an': -7552}
  • id: 31619969
    {'hecke_orbit_code': 9008092725379198, 'n': 29, 'trace_an': 30312}
  • id: 31619970
    {'hecke_orbit_code': 9008092725379198, 'n': 30, 'trace_an': 0}
  • id: 31619971
    {'hecke_orbit_code': 9008092725379198, 'n': 31, 'trace_an': -3108}
  • id: 31619972
    {'hecke_orbit_code': 9008092725379198, 'n': 32, 'trace_an': 0}
  • id: 31619973
    {'hecke_orbit_code': 9008092725379198, 'n': 33, 'trace_an': 0}
  • id: 31619974
    {'hecke_orbit_code': 9008092725379198, 'n': 34, 'trace_an': 0}
  • id: 31619975
    {'hecke_orbit_code': 9008092725379198, 'n': 35, 'trace_an': -98028}
  • id: 31619976
    {'hecke_orbit_code': 9008092725379198, 'n': 36, 'trace_an': 0}
  • id: 31619977
    {'hecke_orbit_code': 9008092725379198, 'n': 37, 'trace_an': -6124}
  • id: 31619978
    {'hecke_orbit_code': 9008092725379198, 'n': 38, 'trace_an': -155568}
  • id: 31619979
    {'hecke_orbit_code': 9008092725379198, 'n': 39, 'trace_an': 0}
  • id: 31619980
    {'hecke_orbit_code': 9008092725379198, 'n': 40, 'trace_an': 64512}
  • id: 31619981
    {'hecke_orbit_code': 9008092725379198, 'n': 41, 'trace_an': 0}
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  • id: 31620000
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  • id: 31620179
    {'hecke_orbit_code': 9008092725379198, 'n': 863, 'trace_an': -57279432}
  • id: 31620180
    {'hecke_orbit_code': 9008092725379198, 'n': 877, 'trace_an': -112001072}
  • id: 31620181
    {'hecke_orbit_code': 9008092725379198, 'n': 881, 'trace_an': 0}
  • id: 31620182
    {'hecke_orbit_code': 9008092725379198, 'n': 883, 'trace_an': 4117286576}
  • id: 31620183
    {'hecke_orbit_code': 9008092725379198, 'n': 887, 'trace_an': -382724412}
  • id: 31620184
    {'hecke_orbit_code': 9008092725379198, 'n': 907, 'trace_an': 2184112112}
  • id: 31620185
    {'hecke_orbit_code': 9008092725379198, 'n': 911, 'trace_an': 566513664}
  • id: 31620186
    {'hecke_orbit_code': 9008092725379198, 'n': 919, 'trace_an': 542103956}
  • id: 31620187
    {'hecke_orbit_code': 9008092725379198, 'n': 929, 'trace_an': 2311311324}
  • id: 31620188
    {'hecke_orbit_code': 9008092725379198, 'n': 937, 'trace_an': 0}
  • id: 31620189
    {'hecke_orbit_code': 9008092725379198, 'n': 941, 'trace_an': -1022784252}
  • id: 31620190
    {'hecke_orbit_code': 9008092725379198, 'n': 947, 'trace_an': 3145219920}
  • id: 31620191
    {'hecke_orbit_code': 9008092725379198, 'n': 953, 'trace_an': -3042591960}
  • id: 31620192
    {'hecke_orbit_code': 9008092725379198, 'n': 961, 'trace_an': 1976402996}
  • id: 31620193
    {'hecke_orbit_code': 9008092725379198, 'n': 967, 'trace_an': -6225007856}
  • id: 31620194
    {'hecke_orbit_code': 9008092725379198, 'n': 971, 'trace_an': 4077984624}
  • id: 31620195
    {'hecke_orbit_code': 9008092725379198, 'n': 977, 'trace_an': -472323720}
  • id: 31620196
    {'hecke_orbit_code': 9008092725379198, 'n': 983, 'trace_an': 909087564}
  • id: 31620197
    {'hecke_orbit_code': 9008092725379198, 'n': 991, 'trace_an': 1072896080}
  • id: 31620198
    {'hecke_orbit_code': 9008092725379198, 'n': 997, 'trace_an': -3385026204}