Embedded newform data - 45.21.g.a.28.5

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• 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': 19845, 'analytic_conductor': 114.08119429619774, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 4, 'char_parity': -1, 'char_values': [45, 4, [11, 37], [4, 3]], 'cm_discs': [], 'conrey_index': 28, 'dim': 18, 'field_disc': -561023810580302967897172138253809640411571479428444143738192784800562221441981446541101748662383487921494422258634819281401803342654448523373389126303744, 'field_disc_factorization': [[-1, 1], [2, 18], [3, 4], [7, 6], [47, 4], [173, 2], [217351, 2], [4308481, 2], [1229350979132082904678219, 2], [34062813850249717851951697049, 2]], 'field_poly': [853550979535595201047849179160229833296430030562, 422004689289028502357324627229300202572039493438, 55641424877135585596097905861475849305851982681, -54915240732853615882514108100722272555520400, -835493995188808646858962700222394722187688, 534916738067236270840852573968830794888, 5164727809378016111602994168273128756, -1993912089551257507757291738713200, -16879153387394780948128685050308, 3490410472966208019452281908, 31623821563070032377106446, -2933307788252234300400, -34706930411331066568, 1104988767829768, 21914382182116, -141066000, -7325998, -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': [[2, [408329141336461380488319826906865122394202504691712, 108043977211266012442406154558309594311625998860288, 14294229617583988406490859922819932375564844793856, -6208793592899939002906607859861176771936256000, 1467329774366138227302927392407771060109312, 16025473735386088173971468981187471474688, 77550524737313551759633316782230470656, -2060557819816086466352174333952000, 2078882288396201421321107668992, 21675018383638173103851307008, 86016051628343943242858496, 9878345011750678272000, 48599769626671232, -71472964783232, 19683675447616, 311436000, 2, -2, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 412669181997, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 22850990250393600000000000000000000000000000000, 'hecke_ring_index_factorization': [[2, 48], [3, 20], [5, 32]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 3, -1, 4, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '45.21.g.a', 'level': 45, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '5.21.c.a', 'prim_orbit_index': 3, 'qexp_display': 'q+\\beta _{3}q^{2}+(579418\\beta _{1}-2^{5}\\beta _{2}+2^{5}\\beta _{3}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 9, 'rm_discs': [], 'sato_tate_group': '20.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '45.21.g', 'trace_display': [2, 0, 7302140, -585532752], 'trace_hash': 1404367851002709334, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.103', 'prec': 17}, {'__RealLiteral__': 0, 'data': '17.075', 'prec': 20}, {'__RealLiteral__': 0, 'data': '15.462', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1175.332', 'prec': 27}, {'__RealLiteral__': 0, 'data': '2792.133', 'prec': 27}, {'__RealLiteral__': 0, 'data': '137005.788', 'prec': 34}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.247', 'prec': 17}, 'traces': [18, 2, 0, 0, 7302140, 0, -585532752, -930113700, 0, -17138778090, 6506343064, 0, -369354655602, 0, 0, -6345876020232, -6508314764998, 0, 0, -38356516779780, 0, 161054386758096, 81655963656152, 0, 33913283845350, -234104101103636, 0, 772213614545352, 0, 0, 1742256896900736, 4072699683722552, 0, 0, 4817791288113440, 0, 6383289895587498, 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• 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

  
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-0.47919548786291977, -0.43201111104781753, -0.4277448356521766, -0.4883294874694705, -0.3488461801710019, -0.41667497935749337, -0.10894887370518405, -0.4024586185937267, -0.29705879762144793, -0.13746429150205378, -0.3626004952081621, -0.3916294993773317, -0.08331601025977918, 0.13635846900005483, 0.046581334736328105, -0.31012331320509856, -0.31438919188619985, -0.40488548802902674, -0.1509796256602242, -0.46237787545920805, -0.27120475570467123, -0.20651900638336412, -0.10553479251286524, -0.2835472066599195, -0.3412298621790669], 'char_orbit_index': 7, 'conrey_index': 28, 'dual_conrey_index': 37, 'dual_embedding_index': 5, 'dual_embedding_m': 14, 'embedding_index': 5, 'embedding_m': 5, 'embedding_root_imag': -1.0, 'embedding_root_real': -3.77310240082714, 'hecke_orbit': 1, 'hecke_orbit_code': 412669181997, 'label': '45.21.g.a.28.5', 'level': 45, 'weight': 21}
• mf_newspaces •

  Column	Type
  ALdims	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': 19845, 'analytic_conductor': 114.08119429619774, 'char_conductor': 5, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 4, 'char_parity': -1, 'char_values': [45, 4, [11, 37], [4, 3]], 'conrey_index': 28, 'cusp_dim': 232, 'dim': 98, 'eis_dim': 16, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 412669181997, 'hecke_orbit_dims': [18, 40, 40], 'label': '45.21.g', 'level': 45, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 248, 'mf_new_dim': 102, 'num_forms': 3, 'prim_orbit_index': 3, 'relative_dim': 49, 'sturm_bound': 126, 'trace_bound': 5, 'trace_display': [2, 0, -7302136, 332228048], 'traces': [98, 2, 0, 0, -7302136, 0, 332228048, 925919400, 0, 14113914854, -3794609096, 0, -128137981402, 0, 0, -26920433441872, 723885655502, 0, 0, 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-15606045159419761213835435212812], 'weight': 21, '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: 5336013
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 28, 'source_dim': 18, 'source_embedding_index': 5, 'source_hecke_orbit_code': 412669181997, 'source_is_minimal': False, 'source_label': '45.21.g.a.28.5', 'source_level': 45, 'target_conrey_index': 28, 'target_dim': 18, 'target_embedding_index': 5, 'target_hecke_orbit_code': 412669181997, 'target_is_minimal': False, 'target_label': '45.21.g.a.28.5', 'target_level': 45, 'twist_class_label': '5.21.c.a.2.5', 'twist_class_level': 5, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 21}
  • id: 5336014
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 28, 'source_dim': 18, 'source_embedding_index': 5, 'source_hecke_orbit_code': 412669181997, 'source_is_minimal': False, 'source_label': '45.21.g.a.28.5', 'source_level': 45, 'target_conrey_index': 3, 'target_dim': 18, 'target_embedding_index': 5, 'target_hecke_orbit_code': 137791275013, 'target_is_minimal': True, 'target_label': '5.21.c.a.3.5', 'target_level': 5, 'twist_class_label': '5.21.c.a.2.5', 'twist_class_level': 5, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 21}
  • id: 5336015
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 28, 'source_dim': 18, 'source_embedding_index': 5, 'source_hecke_orbit_code': 412669181997, 'source_is_minimal': False, 'source_label': '45.21.g.a.28.5', 'source_level': 45, 'target_conrey_index': 37, 'target_dim': 18, 'target_embedding_index': 5, 'target_hecke_orbit_code': 412669181997, 'target_is_minimal': False, 'target_label': '45.21.g.a.37.5', 'target_level': 45, 'twist_class_label': '5.21.c.a.2.5', 'twist_class_level': 5, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 21}
  • id: 5336016
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 28, 'source_dim': 18, 'source_embedding_index': 5, 'source_hecke_orbit_code': 412669181997, 'source_is_minimal': False, 'source_label': '45.21.g.a.28.5', 'source_level': 45, 'target_conrey_index': 2, 'target_dim': 18, 'target_embedding_index': 5, 'target_hecke_orbit_code': 137791275013, 'target_is_minimal': True, 'target_label': '5.21.c.a.2.5', 'target_level': 5, 'twist_class_label': '5.21.c.a.2.5', 'twist_class_level': 5, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 21}
  • id: 5336017
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 28, 'source_dim': 18, 'source_embedding_index': 5, 'source_hecke_orbit_code': 412669181997, 'source_is_minimal': False, 'source_label': '45.21.g.a.28.5', 'source_level': 45, 'target_conrey_index': 7, 'target_dim': 18, 'target_embedding_index': 5, 'target_hecke_orbit_code': 4503737418645529, 'target_is_minimal': False, 'target_label': '25.21.c.b.7.5', 'target_level': 25, 'twist_class_label': '5.21.c.a.2.5', 'twist_class_level': 5, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 21}
  • id: 5336018
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 28, 'source_dim': 18, 'source_embedding_index': 5, 'source_hecke_orbit_code': 412669181997, 'source_is_minimal': False, 'source_label': '45.21.g.a.28.5', 'source_level': 45, 'target_conrey_index': 18, 'target_dim': 18, 'target_embedding_index': 5, 'target_hecke_orbit_code': 4503737418645529, 'target_is_minimal': False, 'target_label': '25.21.c.b.18.5', 'target_level': 25, 'twist_class_label': '5.21.c.a.2.5', 'twist_class_level': 5, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 21}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 153525
    {'charpoly_factorization': [[[408329141336461380488319826906865122394202504691712, 108043977211266012442406154558309594311625998860288, 14294229617583988406490859922819932375564844793856, -6208793592899939002906607859861176771936256000, 1467329774366138227302927392407771060109312, 16025473735386088173971468981187471474688, 77550524737313551759633316782230470656, -2060557819816086466352174333952000, 2078882288396201421321107668992, 21675018383638173103851307008, 86016051628343943242858496, 9878345011750678272000, 48599769626671232, -71472964783232, 19683675447616, 311436000, 2, -2, 1], 1]], 'hecke_orbit_code': 412669181997, 'p': 2}
  • id: 153526
    {'charpoly_factorization': [[[0, 1], 18]], 'hecke_orbit_code': 412669181997, 'p': 3}
  • id: 153527
    {'charpoly_factorization': [[[652530446799852452671029410925654755570116425806896654775863645546972324459748622722289612685386828161426819860935211181640625, -49963269376390721319702161813108536029623300469991117566299602531850581330682276037791211820149328559637069702148437500, 696226590151033125108995195493737993459904437018671138983042647344697158307003093113962677307426929473876953125, -1810448767279892059061607469569108751919438561896699486539977913546195509297831449657678604125976562500000, 234101868727079764635856721289514117968794052861698068955520479761389651685021817684173583984375000, -8366312887209109618892800525382511517281225845235614890782471775310114026069641113281250000, 2495877036149490363636739183082240758080119769068971891101682558655738830566406250000, -387430355398021199761907118507605479740263376697839703410863876342773437500000, 30417083505568294914047294484962802307848050986649468541145324707031250, -2556972598837641863712269756803152631619013845920562744140625000, 318946237539347804077920558618643553927540779113769531250, -42598418071351247771957095950841903686523437500000, 2877550307831148230732737159729003906250000, -101142516643217074554797363281250000, 29675937440643282927734375000, -2406499186402722500000, 9703982367125, -7302140, 1], 1]], 'hecke_orbit_code': 412669181997, 'p': 5}
  • id: 153528
    {'charpoly_factorization': [[[1872100106445276636777650618311971595813632519879818324709183012290003826772512440859864061532190068607908111038613358211557415492369011434833314086912, -22743937219379234315058656594662167023524859258993857692217243287284017116514102224659381730351738011490822800235955272188727372529004500697088, 138156789388063854907362083481645125598228761187270667294835740140666304616398110409864956529721173411096958946827564283975192986259456, 2954439402497211439222265965464252756001710563909852392758491169174346846017124245780673993875028220879725606278272431180800000, 22774842772786026599785756295322898415250523341301138628072813306785650635319063979842067258158188047439214767824077312, 11379056435042524739950034957366448319307048678672427713917325732824634996920680090134378872946424601366893312, 512286916031766257955618647231871900166442258060103147647018384482249332907445754140541317059223854656, 8691122222242636143895138309522133427248135809214882611104212244045797866084448511612915600000, 64164805793402025053270913992464239603255342508288519108893268136379975640498783195392, 196924522531617749060187399665106011459487016882024366345277636232435195851392, 390598184761528492077983724128430188032534617198938065231209327003696, 1249754657777715784116530178311929006601287910522115611400000, 8731113536329881997709210481088382724537578306713632, 28080115883948532900500473918119557860339632, 47767034838580400549845098520670316, 30910082630999684832825000, 171424301832346752, 585532752, 1], 1]], 'hecke_orbit_code': 412669181997, 'p': 7}
  • id: 153529
    {'charpoly_factorization': [[[-558174634145859930291692116182676636160942000478332627048504565119590066364484113194832396288, 118229971322703886319187401396667877352962565542932205504099292872641659171236655104, 4136552828004773980625645840641133473363681232347559655355338459977067008, -917023540962051312265397282566523773026006420766902493688012224, -10224019163669601991803917312776302589715647581931968, 2394630992341404771427164574223560961957616, 9972504419622595276743340547072, -2590499404307179717156, -3253171532, 1], 2]], 'hecke_orbit_code': 412669181997, 'p': 11}
  • id: 153530
    {'charpoly_factorization': [[[105087412128820815996447975662142827510010355087161823033888233732974115204515088676529436325424287041806634118926799200870066956896669073718219197083115719777150697770220276738044461416378044109312, -10625278030772563914242976876888612760908639948265736000973783984742917508203918230982460442682973889123653087520534707148654656404376792551091804641143797667563153151690900328180383436288, 537155359258559485112473174666876152735604698371247725900543813456124717859373200326825037802783456820950945743070825528235913700912344069532904058944208516342356586520435149056, 5809161098172830271961859847971026659685327157445828984071537058264809766336915574035728116119059459621688864253169798397446975549401669363207112774783807141389056000, -73890504054307021202323809336843353472133783553593565384710849406122031034269680878562646000848362802517642224339812481780508854124647439828480490169010688, 469414428197922983320658583813234684220177029371281369406270328789373010485722264220499193754047152386565406623864381527345541469828064751411712, 490793299856562898895241152404587760700206655691169406477258796431433354403334706538536150416796105466478022151613350484175766422157056, 13763366023774903032400439915692882381458450086267507356642237080907487885957637154293322534743206694826233905318731570752000, 194457354076961291063827662288247070460688653492266950302739423583167682535811421704776351182514255067780279507392, 1081784378314538946606971939543586107825399233011378574658026447773269955895541238602776448152250713792, 3622508771278709922246597192035911351145571923587825040582374351873266042968835268364400096, 17935158901358340799985810208043406216947080231008706923064107213025979459728000, 261859362396311162522059125563951128600555837800925378060380445144032, 1442501552503009976216317483650402066630785824704668646432, 4110342579554371535860075921084100432237914416, 4344432466120901639228094965964000, 68211430807436014991202, 369354655602, 1], 1]], 'hecke_orbit_code': 412669181997, 'p': 13}
  • id: 153531
    {'charpoly_factorization': [[[155244161115413748781359830896683980246928020314352881364323980466532447378156797714104642533585882608576073366357132918464868953835671114747773066151014254813989231640820545269828093071064377651742047735877167088435712, -118718706993361949825997352885220310374367528650090789256323742963687031888084370184007704341430102473645896760180989416982075799646538000966217056712587204278011489924734686931984211128899131205175584307712, 45393434731814726957122681151426897389014332660771707239793131311809300714040226075799908146923350962723715082109577799673055020213542330673587467187932064876882177028475853570373684164456089856, 13082805763379760113459331213554761817781559100893735659868782835637631803239733686772145945655061826830788378132844576148420612791588145054566083377329674771192275291981676989363456000, 84314259061847035693973471770615828503903159537058239710735679598324905263414226822286896118431360970337945089527704676844051296493169301484460897457613615926925142399616512, 226249507659982524880325396414162920230444574210994940715995384782354097977762049639036753162368368757556758221290826080117776576736125078491639283573300808959488, 353588438391504009387380984378653699714639768154552984830611567066461347980636539452819502595734020113350025998269483240330513167348831855440183232256, 323831788082381646648063441137785160104798019731193752884349635882585475138816808550042132070065475795719802117657958922171157080795072000, 185007562089604802316084418487289500333909374814122820923836944061462621163732136371910523111017355282807923237281100545094592, 63219159703574931459638253833455615617618720349369058034367345244317739610276245553647482352645209399820369529408, 16732482924359670502531269851048208048339006616986809102900633301740413228087472693352732654725923296, 6946345714738258333975032364213419996923127373312508693943144057441556001434215023088000, 4031011994719666779160318908795747600297220927355066509203545017268803934432, 1293175745772598642818354291583132927946866406518253401462377568, 235500849332712989703544950500991316214753259655216, 34707597152806726368704499031324884000, 21179080540145485982970002, 6508314764998, 1], 1]], 'hecke_orbit_code': 412669181997, 'p': 17}
  • id: 153532
    {'charpoly_factorization': [[[87550618803410052290506250379598023620540053723156919716492858038267396640202098610644471035100843834379587301170565648404564737017274579087404357364512118191013227721326114145330061860524540716646400000000000000000000000000, 0, 1090896507214172135526074930271156475321291056558737149806713241328257446211212198151136799559966277546875897025503360425448713098250347709333787199455782983460222908073152173676953600000000000000000000, 0, 1361565763120770567223400837339014053553479347674201232472382252642234940224041190687502982993118400280843118927572890067592919245611581334335347341374538299473920000000000000000, 0, 597958839281750970073482993563913335640363742423818918212503750221804405627892307336769574903528824878232090568767296250652929460837501894656000000000000, 0, 115671410421308811810293835525419067024764897789080951713586366340340565830370125083397860872798147099614362095084830720000000000, 0, 11484151902501403084441207314980114202413126727027046072899707966928345325864359019351791836774400000000, 0, 616612460125001248093247873243581470764212188342631499041781419893558336000000, 0, 17489882261395854863768259206458291301694099510240000, 0, 232620401802776711023969200, 0, 1], 1]], 'hecke_orbit_code': 412669181997, 'p': 19}
  • id: 153533
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  • id: 153534
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  • id: 153549
    {'charpoly_factorization': [[[192821995729807509340778737573460520977111720346630629118248795699214473952565438584400925234572570701458744824731529414169887852562636836487387688014443284267304827402952178744261620603719228948735895895504714251417971784611134840852057695159106888722214474946091939641641159552007669684263835544439074632608430071145642885411258364781992774285972070912, -68242925435419200396994790556932924577113754860456428438571177283825862630620998218973394810362345821931080598566438941509734034528660189315873200602313486307545499080363213614463051220770643237746200632153778249539988548200524764628770907451137034507771801529053332597875144472103343230268098272046497365915500782784168257608903705088, 12076155664600521030048376687430064005327846174673703841806843365355471508193817986567067979258031167540473466484494437452459115600199685457670392598059157563631619524855586434400690980352533986117717395932393347791810785227817260011098600361088793826449002277097555590858688992443670543320454473340848055844734259456, 797729311548704889471804991031267017383069886296456816722646296877683746404574113573608143211367488651105465696019249317934406400579045054199713601278392483132838684797625222397609758725427787295348841081334041433726780168003445168854006010391104806683111471468516201096192745452816078610000384000, 26346416546885436690709228143122752191295957783318672016669079866985926347891580415122460970614468305263303648089062018592961385357999760947903960392357253043291307868760617631021419136785511243741640807856572942460907915699847322301272734256470370079550629505424805288134502912, -25153453752805102833113220612991204891668185197316130999538465323807836814866367243160136989939487933833637684881453687854991117468834914908624115289490473483845382757162032015742052417287989478314757463541424364671609065457534581340897221390280699662361088, 9019433129002543935692310747650371686168350072545671554101149998081085566382265282430820016909150091468385721924609558214814736619480359374456503619899642956160577481227682564052965403067231592581959274757508840683936650408144594462387456, 564351787961513609770975710364848338985553525122322331706206280148061642707557831598431345291575360897125895433194508224074268678085145835354824402435364335103400489516018551893715276175621443315178780393742842883968000, 17481399158622986700588859463080086591032636156719733496640617904555540691103236576127132275113126365656518457193613340202319243031663381145558809448274062605149629649356360817779884571994425435456192, 22199873844688150209311159619565980066428501727725531041253501835588668143560690777694561182664885845946561903307172701423580165682554312662320170492995455215876243647675835664192, 1366479768986285377678860469602040947850305935847610030314665256105047165046783478133946769168150357605528663245195714305385703444952396820209402209343587936096, 75671304036716968515152344279918247663501512759389713930487425740809152066001788014697832462526070753901673444715502145160801354924447712000, 2079160683999516932808959330293518365028329454443225576409224447990879009484355656677887363828497782028080670265926755232, 3746599711086178858150679461326006079648068995779946670523029027921742159886866187213044738847435232, 78731449347052880406405598111978247848660321421793551351019106512395900597057616, 3124589107832012324830663269170032785052655893436227872936000, 50755650611252680698187500767722164496002, 318608382222604685502, 1], 1]], 'hecke_orbit_code': 412669181997, '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': 7, 'hecke_orbit': 1, 'label': '45.21.g.a', 'level': 45, 'portrait': 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', 'weight': 21}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 9199056
    {'hecke_orbit_code': 412669181997, 'n': 1, 'trace_an': 18}
  • id: 9199057
    {'hecke_orbit_code': 412669181997, 'n': 2, 'trace_an': 2}
  • id: 9199058
    {'hecke_orbit_code': 412669181997, 'n': 3, 'trace_an': 0}
  • id: 9199059
    {'hecke_orbit_code': 412669181997, 'n': 4, 'trace_an': 0}
  • id: 9199060
    {'hecke_orbit_code': 412669181997, 'n': 5, 'trace_an': 7302140}
  • id: 9199061
    {'hecke_orbit_code': 412669181997, 'n': 6, 'trace_an': 0}
  • id: 9199062
    {'hecke_orbit_code': 412669181997, 'n': 7, 'trace_an': -585532752}
  • id: 9199063
    {'hecke_orbit_code': 412669181997, 'n': 8, 'trace_an': -930113700}
  • id: 9199064
    {'hecke_orbit_code': 412669181997, 'n': 9, 'trace_an': 0}
  • id: 9199065
    {'hecke_orbit_code': 412669181997, 'n': 10, 'trace_an': -17138778090}
  • id: 9199066
    {'hecke_orbit_code': 412669181997, 'n': 11, 'trace_an': 6506343064}
  • id: 9199067
    {'hecke_orbit_code': 412669181997, 'n': 12, 'trace_an': 0}
  • id: 9199068
    {'hecke_orbit_code': 412669181997, 'n': 13, 'trace_an': -369354655602}
  • id: 9199069
    {'hecke_orbit_code': 412669181997, 'n': 14, 'trace_an': 0}
  • id: 9199070
    {'hecke_orbit_code': 412669181997, 'n': 15, 'trace_an': 0}
  • id: 9199071
    {'hecke_orbit_code': 412669181997, 'n': 16, 'trace_an': -6345876020232}
  • id: 9199072
    {'hecke_orbit_code': 412669181997, 'n': 17, 'trace_an': -6508314764998}
  • id: 9199073
    {'hecke_orbit_code': 412669181997, 'n': 18, 'trace_an': 0}
  • id: 9199074
    {'hecke_orbit_code': 412669181997, 'n': 19, 'trace_an': 0}
  • id: 9199075
    {'hecke_orbit_code': 412669181997, 'n': 20, 'trace_an': -38356516779780}
  • id: 9199076
    {'hecke_orbit_code': 412669181997, 'n': 21, 'trace_an': 0}
  • id: 9199077
    {'hecke_orbit_code': 412669181997, 'n': 22, 'trace_an': 161054386758096}
  • id: 9199078
    {'hecke_orbit_code': 412669181997, 'n': 23, 'trace_an': 81655963656152}
  • id: 9199079
    {'hecke_orbit_code': 412669181997, 'n': 24, 'trace_an': 0}
  • id: 9199080
    {'hecke_orbit_code': 412669181997, 'n': 25, 'trace_an': 33913283845350}
  • id: 9199081
    {'hecke_orbit_code': 412669181997, 'n': 26, 'trace_an': -234104101103636}
  • id: 9199082
    {'hecke_orbit_code': 412669181997, 'n': 27, 'trace_an': 0}
  • id: 9199083
    {'hecke_orbit_code': 412669181997, 'n': 28, 'trace_an': 772213614545352}
  • id: 9199084
    {'hecke_orbit_code': 412669181997, 'n': 29, 'trace_an': 0}
  • id: 9199085
    {'hecke_orbit_code': 412669181997, 'n': 30, 'trace_an': 0}
  • id: 9199086
    {'hecke_orbit_code': 412669181997, 'n': 31, 'trace_an': 1742256896900736}
  • id: 9199087
    {'hecke_orbit_code': 412669181997, 'n': 32, 'trace_an': 4072699683722552}
  • id: 9199088
    {'hecke_orbit_code': 412669181997, 'n': 33, 'trace_an': 0}
  • id: 9199089
    {'hecke_orbit_code': 412669181997, 'n': 34, 'trace_an': 0}
  • id: 9199090
    {'hecke_orbit_code': 412669181997, 'n': 35, 'trace_an': 4817791288113440}
  • id: 9199091
    {'hecke_orbit_code': 412669181997, 'n': 36, 'trace_an': 0}
  • id: 9199092
    {'hecke_orbit_code': 412669181997, 'n': 37, 'trace_an': 6383289895587498}
  • id: 9199093
    {'hecke_orbit_code': 412669181997, 'n': 38, 'trace_an': 14134212502378200}
  • id: 9199094
    {'hecke_orbit_code': 412669181997, 'n': 39, 'trace_an': 0}
  • id: 9199095
    {'hecke_orbit_code': 412669181997, 'n': 40, 'trace_an': 43297629431150700}
  • id: 9199096
    {'hecke_orbit_code': 412669181997, 'n': 41, 'trace_an': 30602304597564664}
  • id: 9199097
    {'hecke_orbit_code': 412669181997, 'n': 42, 'trace_an': 0}
  • id: 9199098
    {'hecke_orbit_code': 412669181997, 'n': 43, 'trace_an': -46399469942287752}
  • id: 9199099
    {'hecke_orbit_code': 412669181997, 'n': 44, 'trace_an': 0}
  • id: 9199100
    {'hecke_orbit_code': 412669181997, 'n': 45, 'trace_an': 0}
  • id: 9199101
    {'hecke_orbit_code': 412669181997, 'n': 46, 'trace_an': 17467214047538136}
  • id: 9199102
    {'hecke_orbit_code': 412669181997, 'n': 47, 'trace_an': 137109249757437752}
  • id: 9199103
    {'hecke_orbit_code': 412669181997, 'n': 48, 'trace_an': 0}
  • id: 9199104
    {'hecke_orbit_code': 412669181997, 'n': 49, 'trace_an': 0}
  • id: 9199105
    {'hecke_orbit_code': 412669181997, 'n': 50, 'trace_an': 40012852869983150}
  • id: 9199106
    {'hecke_orbit_code': 412669181997, 'n': 51, 'trace_an': 0}
  • id: 9199107
    {'hecke_orbit_code': 412669181997, 'n': 52, 'trace_an': -745026624616846452}
  • id: 9199108
    {'hecke_orbit_code': 412669181997, 'n': 53, 'trace_an': 184102027021671302}
  • id: 9199109
    {'hecke_orbit_code': 412669181997, 'n': 54, 'trace_an': 0}
  • id: 9199110
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    {'hecke_orbit_code': 412669181997, 'n': 841, 'trace_an': 24670068902184175209305728818}
  • id: 9199291
    {'hecke_orbit_code': 412669181997, 'n': 853, 'trace_an': -957283439366994252798230390802}
  • id: 9199292
    {'hecke_orbit_code': 412669181997, 'n': 857, 'trace_an': -137307835031019244484399284498}
  • id: 9199293
    {'hecke_orbit_code': 412669181997, 'n': 859, 'trace_an': 0}
  • id: 9199294
    {'hecke_orbit_code': 412669181997, 'n': 863, 'trace_an': 125415972030409918371475615352}
  • id: 9199295
    {'hecke_orbit_code': 412669181997, 'n': 877, 'trace_an': 143028834215190383885517415998}
  • id: 9199296
    {'hecke_orbit_code': 412669181997, 'n': 881, 'trace_an': -261143259182872823665183921736}
  • id: 9199297
    {'hecke_orbit_code': 412669181997, 'n': 883, 'trace_an': -283506347014786298135221154952}
  • id: 9199298
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  • id: 9199299
    {'hecke_orbit_code': 412669181997, 'n': 907, 'trace_an': 1324133281765059452941529410248}
  • id: 9199300
    {'hecke_orbit_code': 412669181997, 'n': 911, 'trace_an': 1120058790203276110267228512064}
  • id: 9199301
    {'hecke_orbit_code': 412669181997, 'n': 919, 'trace_an': 0}
  • id: 9199302
    {'hecke_orbit_code': 412669181997, 'n': 929, 'trace_an': 0}
  • id: 9199303
    {'hecke_orbit_code': 412669181997, 'n': 937, 'trace_an': -1288795281609952288862630563002}
  • id: 9199304
    {'hecke_orbit_code': 412669181997, 'n': 941, 'trace_an': -3291217759295597717780559669236}
  • id: 9199305
    {'hecke_orbit_code': 412669181997, 'n': 947, 'trace_an': 186274609770089190031204209752}
  • id: 9199306
    {'hecke_orbit_code': 412669181997, 'n': 953, 'trace_an': 459163676412225989808224365802}
  • id: 9199307
    {'hecke_orbit_code': 412669181997, 'n': 961, 'trace_an': -799425636329997692844826370946}
  • id: 9199308
    {'hecke_orbit_code': 412669181997, 'n': 967, 'trace_an': 237789214099203694333802692248}
  • id: 9199309
    {'hecke_orbit_code': 412669181997, 'n': 971, 'trace_an': 296876284208259311833746515464}
  • id: 9199310
    {'hecke_orbit_code': 412669181997, 'n': 977, 'trace_an': 2510762388837040571639758357502}
  • id: 9199311
    {'hecke_orbit_code': 412669181997, 'n': 983, 'trace_an': -5239068429820904133879407560048}
  • id: 9199312
    {'hecke_orbit_code': 412669181997, 'n': 991, 'trace_an': 2035805184905765348056586947536}
  • id: 9199313
    {'hecke_orbit_code': 412669181997, 'n': 997, 'trace_an': -4961926836992515268194873774002}