Newform data - 75.22.b.a

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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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 36300, 'analytic_conductor': 209.60800821529656, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [75, 2, [26, 52], [2, 1]], 'cm_discs': [], 'conrey_index': 49, 'conrey_indexes': [49], 'dim': 2, 'field_disc': -4, 'field_disc_factorization': [[-1, 1], [2, 2]], 'field_poly': [1, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 4, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [8088336, 0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 69088575563, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '75.22.b.a', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '3.22.a.a', 'nf_label': '2.0.4.1', 'prim_orbit_index': 2, 'qexp_display': 'q+2844iq^{2}-3^{10}iq^{3}-5991184q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '21.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.22.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 923541529796811377, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.992', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.042', 'prec': 17}, {'__RealLiteral__': 0, 'data': '16.330', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.967', 'prec': 17}, {'__RealLiteral__': 0, 'data': '168.941', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': 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0, 0, 5900148507288047782883645044692, 0, 44193434551957210016408590897740, 0, 0, -209551186648863965416357487167488, 0, 13731562896094748208843050988672, 0, 0, -3053953527837454590093872235800, 0, -21438898806334054798713541108716, 0, 0, 8635665565534288552182204247440, 0, -57542255519582087114007871461888, 0, 0, 14409631523045069580721021335360, 0, -31617419457024466811759223299262, 0, 0, -94212881336717445227021685087808, 0, -19023312711738392896984393651200, 0, 0, 29623161765240745900695175103856, 0, -2604672250031177343075275499960, 0, 0, 149353085416330320630096388178304, 0, -271717187247803596426206390772736, 0, 0, 9116342980744334645137070506032, 0, 1568021587172740560281128553628, 0, 0, 134984284299355267433834966027520, 0, 117294008706965008902398715224928, 0, 0, -51620497038479370781582205941440, 0, -26513608292063597253308927554256, 0, 0, 54674434717787054884708362654720, 0, 120769742569979040996166115071104, 0, 0, -12676745573879452777006673279220, 0], 'weight': 22, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0], [0, 2844], [0, -59049], [-5991184, 0], [0, 0], [167935356, 0], [0, -363303920], [0, -11074627008], [-3486784401, 0], [0, 0], [14581833156, 0], [0, 353773424016], [0, 113350790702], [1033236348480, 0], [0, 0], [18931815702784, 0], [0, 8589389597982], [0, -9916414836444], [29202939273796, 0], [0, 0], [-21452733172080, 0], [0, 41470733495664], [0, -155899214954280], [-653945650195392, 0], [0, 0], [-322369648756488, 0], [0, 205891132094649], [0, 2176620632641280], [-2400788707090758, 0], [0, 0], [2239820676947000, 0], [0, 30616907679636480], [0, -861042666028644], [-24428224016660808, 0], [0, 0], [20889966914720784, 0], [0, 30785069383298890], [0, 83053159294675824], [6693250840162398, 0], [0, 0], [-103207571041281030, 0], [0, -61011573141395520], [0, -165557270617488124], [-87362445494896704, 0], [0, 0], [443377367329972320, 0], [0, 66587216226477408], [0, -1117904785433692416], [426556125795917607, 0], [0, 0], [507194866371239118, 0], [0, -679105443641171168], [0, 435422766592881630], [-585554379677181756, 0], [0, 0], [-4023455404544271360, 0], [0, -1724404361178380004], [0, -6827843082966115752], [-5534365798259081316, 0], [0, 0], [-7176205164722961202, 0], [0, 6370050005237268000], [0, 1266762441078151920], [-47371590276161277952, 0], [0, 0], [2448805342185463536, 0], [0, 15755449453068299812], [0, -51460613529196190688], [-9205692743835279720, 0], [0, 0], [26457854874259376232, 0], [0, 38614836698387702208], [0, 13471249335464801450], [-87552737326102043160, 0], [0, 0], [-174960182530138214464, 0], [0, -5297637146360771520], [0, 19035605389421859912], [16886125085525986840, 0], [0, 0], [12157665459056928801, 0], [0, -293522332041403249320], [0, -170687980457962587972], [128527271736834942720, 0], [0, 0], [470844877636136224656, 0], [0, 141764172365002169142], [0, -161488363295587477248], [312592486939587043686, 0], [0, 0], [41180786597136151840, 0], [0, 934020882246643067520], [0, -132259171153043403000], [-189374042948101748352, 0], [0, 0], [1807897781574854507520, 0], [0, -949014545286007636418], [0, 1213125621763589674308], [-50843708386325399556, 0], [0, 0]], 'ap': [[0, 2844], [0, -59049], [0, 0], [0, -363303920], [14581833156, 0], [0, 113350790702], [0, 8589389597982], [29202939273796, 0], [0, -155899214954280], [-2400788707090758, 0], [2239820676947000, 0], [0, 30785069383298890], [-103207571041281030, 0], [0, -165557270617488124], [0, 66587216226477408], [0, 435422766592881630], [-5534365798259081316, 0], [-7176205164722961202, 0], [0, 15755449453068299812], [26457854874259376232, 0], [0, 13471249335464801450], [16886125085525986840, 0], [0, -170687980457962587972], [312592486939587043686, 0], [0, -949014545286007636418], [144797966936465366286, 0], [0, 2196268356005856547616], [0, 163086727234969180908], [-224852099648466415214, 0], [0, -4241184922644579319662], [0, -1663119584635126200968], [6406626943174785796188, 0], [0, 19831373582543603686854], [5201431696866569638444, 0], [74763064725158135311218, 0], [111043915386868322093792, 0], [0, -43656275092431663773966], [0, 285661055237987043608204], [0, -266950221434746318563480], [0, -228495520456896819906522], [12915091594579588230420, 0], [-875337691831691541387370, 0], [1339614635354755152264576, 0], [0, -213969872796478791110782], [0, -1428953848040498669654094], [-745856081100532126063712, 0], [-2650895976765822429305140, 0], [0, 3971736341211046584736712], [0, 2146895129881716267556980], [-3660235758446474375399846, 0], [0, -2909208944403038650675734], [4802244057233268675608016, 0], [7862626263583078505602706, 0], [-19952484830695479792554028, 0], [0, -13358005454748528162926082], [0, -5836371575541279170837256], [-53529698495309537385305334, 0], [-10440317510635193014283944, 0], [0, -31488416345591940289384694], [-11588677110280698813465606, 0], [0, -48039948855419838692612668], [0, -79671418853465699676913266], [0, -151498201886355635293292012], [141406064525637549460247976, 0], [0, 49959766526850986323931354], [0, -181534816900659238926260742], [144090009883374727754225972, 0], [0, 363050840760190749776987566], [0, 70962232684219340553931212], [703938710640162315443738002, 0], [0, -108084659925007045398399678], [167492452351415878588271544, 0], [0, -983666535205578900964365224], [0, 100058104077546946723970726], [-92390491245979816211211860, 0], [0, -2136767846148989664959287296], [1255811170851210818438210754, 0], [0, -1781653326478219686924040862], [1401814892561044434767028738, 0], [-2174932516355163800770892186, 0], [6076361497487251720591607796, 0], [-1899928366540988390282852026, 0], [-8085722813462985686605440, 0], [0, -5604390904391624719433122126], [8511100637744858839564701040, 0], [0, -6631336547663318692888265388], [-13039379624751340181607258642, 0], [0, -4729487013042004789030728650], [4927221610561934308538950662, 0], [0, 12020710853915829658701459416], [0, -10996896998656579124138231772], [13271725522850033768588529840, 0], [0, -26257574791900548633983190608], [-25406622806937150074138377452, 0], [13004832262400455488550883476, 0], [0, 1349927624715443294469171192], [40490179154093602019522405754, 0], [54037816465667698116463596570, 0], [0, 15406647815308458550036086596], [-75447812062891023139332645730, 0], [0, -79052378213327911492261647980], [0, -117728847706728643108962353478], [0, -92080651293441332460906172452], [2717950160516900791245167286, 0], [12808629186962748126010211396, 0], [0, -149329213647889636415379004418], [0, -26297527504233086155943796852], [0, 192293652256902686216959162866], [245874485087913523785277643208, 0], [74725211795250990946311962426, 0], [0, 123465859081265683877340775192], [0, -159244012889755836138477565162], [0, -123255763933214530896091718346], [51899045422183214005431677644, 0], [-20520758622325500998791952128, 0], [514341673925425495936907294610, 0], [0, -88576640057443531017152305204], [0, -546915845827024506153227127528], [0, -566153070579920695859113513626], [148653317679971486874699762900, 0], [-404668682110360485370536290458, 0], [0, -154590348354120774869165982430], [0, 988421304780460766917416385026], [0, -141168607871413737317907187836], [711584911003032474348581496956, 0], [-880753950510790472325239889402, 0], [279000304075186639694437821946, 0], [-1214036240479613268213746028672, 0], [0, 654831108106742648834368006624], [0, 220664978872118581299333922046], [407297184790509149785458111844, 0], [0, 397217788719231255803939645496], [-1868897711578501644115688161144, 0], [0, 2991027206626765463645936415754], [1513411627711926824878802503914, 0], [-2534008321911850634475219836162, 0], [0, -1695448238484716837565489389106], [0, 1873316698206639889522743829348], [0, 779663579584201989745528881738], [-882261569728995612434799408090, 0], [-2060437782680048693396881068028, 0], [-1838463279112783669755043069506, 0], [0, 773766406431206671529168612768], [0, 4599886174645058148497117201532], [-7930000903500407793759684299390, 0], [-4840331464359903947977409053320, 0], [0, 2969034951288097050671468511974], [0, 3700089836652179758895175727638], [-775384600028408699615761836980, 0], [0, -12954376280742464325734578913184], [0, 15735465337159559293318733151490], [-14752636237283930780735649189006, 0], [0, -5644525096855524288816598298884], [0, -5892995231204967233820299240712], [0, -8327824993921946744840382783812], [10808582900870360111547573338832, 0], [-6552047854342853154420234587840, 0], [-10403594516071414912178713211154, 0], [0, 20983058971505218873975145598646], [22096717275978605008204295448870, 0], [0, 25960417718078185135363491576084], [0, -29472939783498516996798598906998], [0, -6980768429573798278185387502208], [-1302336125015588671537637749980, 0], [0, -30659903704370034212635896919938], [0, 8313249124068693551710414260840], [-13256804146031798626654463777128, 0], [0, -34204793844835207033683397301846]], 'char_orbit_index': 2, 'field_poly': [1, 0, 1], 'hecke_orbit_code': 69088575563, 'hecke_ring_character_values': [[26, [1, 0]], [52, [-1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '75.22.b.a', 'level': 75, 'maxp': 997, 'weight': 22}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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': 36300, 'analytic_conductor': 209.60800821529656, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [75, 2, [26, 52], [2, 1]], 'conrey_index': 49, 'cusp_dim': 204, 'dim': 64, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 69088575563, 'hecke_orbit_dims': [2, 2, 2, 4, 6, 6, 6, 8, 12, 16], 'label': '75.22.b', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 216, 'mf_new_dim': 64, 'num_forms': 10, 'prim_orbit_index': 2, 'relative_dim': 64, 'sturm_bound': 220, 'trace_bound': 4, 'trace_display': [0, 0, 0, 0], 'traces': [64, 0, 0, -66781932, 0, 31414068, 0, 0, -223154201664, 0, -119566210064, 0, 0, 2024808384492, 0, 83961995679540, 0, 0, -180551235585468, 0, 93267553251996, 0, 0, 306221028356196, 0, -1498611616977572, 0, 0, -4502526146038856, 0, 12082507390298404, 0, 0, 92844941666377336, 0, 232854198766242732, 0, 0, -90183258672430932, 0, 406214591801409464, 0, 0, 407746489839931144, 0, 540801265580066184, 0, 0, -7800922240899827740, 0, 2097031371496605072, 0, 0, -109534082274353268, 0, 7927226749838652000, 0, 0, 17465146979255103248, 0, 37182020949747667260, 0, 0, -184180107580762691668, 0, 66861170132144054544, 0, 0, 2177675206221816792, 0, 197896027049926832288, 0, 0, -150289592695649953448, 0, 757538041256819757152, 0, 0, 5476181972666438000, 0, 778090589379643443264, 0, 0, -565675864178348002392, 0, 1194199728718529165836, 0, 0, 69369005718939001992, 0, 2528553323851077528404, 0, 0, -4364562020368042786472, 0, 188022191429571626916, 0, 0, 416901596137844411664, 0, 3100742265890368382976, 0, 0, 17304539216289911589792, 0, 5870687675591198590064, 0, 0, -16975822453553055277508, 0, 11468743652813098895856, 0, 0, 13983734718663770673252, 0, -1918187289629877778496, 0, 0, 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'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 66350
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '75.22.b.a', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '3.22.a.a', 'target_level': 3, 'twist_class_label': '3.22.a.a', 'twist_class_level': 3, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 22}
  • id: 66351
    {'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '75.22.b.a', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '9.22.a.d', 'target_level': 9, 'twist_class_label': '3.22.a.a', 'twist_class_level': 3, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 22}
  • id: 66352
    {'conductor': 20, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '75.22.b.a', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '48.22.a.e', 'target_level': 48, 'twist_class_label': '3.22.a.a', 'twist_class_level': 3, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 22}
  • id: 66353
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '75.22.b.a', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '75.22.a.c', 'target_level': 75, 'twist_class_label': '3.22.a.a', 'twist_class_level': 3, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 22}
  • id: 66354
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '75.22.b.a', 'source_level': 75, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.22.b.a', 'target_level': 75, 'twist_class_label': '3.22.a.a', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
  • id: 66355
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '75.22.b.a', 'source_level': 75, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.22.b.a', 'target_level': 75, 'twist_class_label': '3.22.a.a', 'twist_class_level': 3, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 239075
    {'charpoly_factorization': [[[8088336, 0, 1], 1]], 'hecke_orbit_code': 69088575563, 'p': 2}
  • id: 239076
    {'charpoly_factorization': [[[3486784401, 0, 1], 1]], 'hecke_orbit_code': 69088575563, 'p': 3}
  • id: 239077
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 69088575563, 'p': 5}
  • id: 239078
    {'charpoly_factorization': [[[131989738287366400, 0, 1], 1]], 'hecke_orbit_code': 69088575563, 'p': 7}
  • id: 239079
    {'charpoly_factorization': [[[-14581833156, 1], 2]], 'hecke_orbit_code': 69088575563, 'p': 11}
  • id: 239080
    {'charpoly_factorization': [[[12848401752768609652804, 0, 1], 1]], 'hecke_orbit_code': 69088575563, 'p': 13}
  • id: 239081
    {'charpoly_factorization': [[[73777613665921383578472324, 0, 1], 1]], 'hecke_orbit_code': 69088575563, 'p': 17}
  • id: 239082
    {'charpoly_factorization': [[[-29202939273796, 1], 2]], 'hecke_orbit_code': 69088575563, 'p': 19}
  • id: 239083
    {'charpoly_factorization': [[[24304565223360800782490318400, 0, 1], 1]], 'hecke_orbit_code': 69088575563, 'p': 23}
  • id: 239084
    {'charpoly_factorization': [[[2400788707090758, 1], 2]], 'hecke_orbit_code': 69088575563, 'p': 29}
  • id: 239085
    {'charpoly_factorization': [[[-2239820676947000, 1], 2]], 'hecke_orbit_code': 69088575563, 'p': 31}
  • id: 239086
    {'charpoly_factorization': [[[947720496934526699464859075232100, 0, 1], 1]], 'hecke_orbit_code': 69088575563, 'p': 37}
  • id: 239087
    {'charpoly_factorization': [[[103207571041281030, 1], 2]], 'hecke_orbit_code': 69088575563, 'p': 41}
  • id: 239088
    {'charpoly_factorization': [[[27409209854312196515014543281039376, 0, 1], 1]], 'hecke_orbit_code': 69088575563, 'p': 43}
  • id: 239089
    {'charpoly_factorization': [[[4433857364791656222524272334398464, 0, 1], 1]], 'hecke_orbit_code': 69088575563, 'p': 47}
  • id: 239090
    {'charpoly_factorization': [[[189592985667399074841885787191456900, 0, 1], 1]], 'hecke_orbit_code': 69088575563, 'p': 53}
  • id: 239091
    {'charpoly_factorization': [[[5534365798259081316, 1], 2]], 'hecke_orbit_code': 69088575563, 'p': 59}
  • id: 239092
    {'charpoly_factorization': [[[7176205164722961202, 1], 2]], 'hecke_orbit_code': 69088575563, 'p': 61}
  • id: 239093
    {'charpoly_factorization': [[[248234187468190187680235470536319235344, 0, 1], 1]], 'hecke_orbit_code': 69088575563, 'p': 67}
  • id: 239094
    {'charpoly_factorization': [[[-26457854874259376232, 1], 2]], 'hecke_orbit_code': 69088575563, 'p': 71}
  • id: 239095
    {'charpoly_factorization': [[[181474558658260854673655111887922102500, 0, 1], 1]], 'hecke_orbit_code': 69088575563, 'p': 73}
  • id: 239096
    {'charpoly_factorization': [[[-16886125085525986840, 1], 2]], 'hecke_orbit_code': 69088575563, 'p': 79}
  • id: 239097
    {'charpoly_factorization': [[[29134386672817818322755685102011839072784, 0, 1], 1]], 'hecke_orbit_code': 69088575563, 'p': 83}
  • id: 239098
    {'charpoly_factorization': [[[-312592486939587043686, 1], 2]], 'hecke_orbit_code': 69088575563, 'p': 89}
  • id: 239099
    {'charpoly_factorization': [[[900628607164407838965307767709410879870724, 0, 1], 1]], 'hecke_orbit_code': 69088575563, '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': 2, 'hecke_orbit': 1, 'label': '75.22.b.a', 'level': 75, 'portrait': 'data:image/png;base64,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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 20411000
    {'hecke_orbit_code': 69088575563, 'n': 1, 'trace_an': 2}
  • id: 20411001
    {'hecke_orbit_code': 69088575563, 'n': 2, 'trace_an': 0}
  • id: 20411002
    {'hecke_orbit_code': 69088575563, 'n': 3, 'trace_an': 0}
  • id: 20411003
    {'hecke_orbit_code': 69088575563, 'n': 4, 'trace_an': -11982368}
  • id: 20411004
    {'hecke_orbit_code': 69088575563, 'n': 5, 'trace_an': 0}
  • id: 20411005
    {'hecke_orbit_code': 69088575563, 'n': 6, 'trace_an': 335870712}
  • id: 20411006
    {'hecke_orbit_code': 69088575563, 'n': 7, 'trace_an': 0}
  • id: 20411007
    {'hecke_orbit_code': 69088575563, 'n': 8, 'trace_an': 0}
  • id: 20411008
    {'hecke_orbit_code': 69088575563, 'n': 9, 'trace_an': -6973568802}
  • id: 20411009
    {'hecke_orbit_code': 69088575563, 'n': 10, 'trace_an': 0}
  • id: 20411010
    {'hecke_orbit_code': 69088575563, 'n': 11, 'trace_an': 29163666312}
  • id: 20411011
    {'hecke_orbit_code': 69088575563, 'n': 12, 'trace_an': 0}
  • id: 20411012
    {'hecke_orbit_code': 69088575563, 'n': 13, 'trace_an': 0}
  • id: 20411013
    {'hecke_orbit_code': 69088575563, 'n': 14, 'trace_an': 2066472696960}
  • id: 20411014
    {'hecke_orbit_code': 69088575563, 'n': 15, 'trace_an': 0}
  • id: 20411015
    {'hecke_orbit_code': 69088575563, 'n': 16, 'trace_an': 37863631405568}
  • id: 20411016
    {'hecke_orbit_code': 69088575563, 'n': 17, 'trace_an': 0}
  • id: 20411017
    {'hecke_orbit_code': 69088575563, 'n': 18, 'trace_an': 0}
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  • id: 20411962
    {'hecke_orbit_code': 69088575563, 'n': 963, 'trace_an': 0}
  • id: 20411963
    {'hecke_orbit_code': 69088575563, 'n': 964, 'trace_an': -94212881336717445227021685087808}
  • id: 20411964
    {'hecke_orbit_code': 69088575563, 'n': 965, 'trace_an': 0}
  • id: 20411965
    {'hecke_orbit_code': 69088575563, 'n': 966, 'trace_an': -19023312711738392896984393651200}
  • id: 20411966
    {'hecke_orbit_code': 69088575563, 'n': 967, 'trace_an': 0}
  • id: 20411967
    {'hecke_orbit_code': 69088575563, 'n': 968, 'trace_an': 0}
  • id: 20411968
    {'hecke_orbit_code': 69088575563, 'n': 969, 'trace_an': 29623161765240745900695175103856}
  • id: 20411969
    {'hecke_orbit_code': 69088575563, 'n': 970, 'trace_an': 0}
  • id: 20411970
    {'hecke_orbit_code': 69088575563, 'n': 971, 'trace_an': -2604672250031177343075275499960}
  • id: 20411971
    {'hecke_orbit_code': 69088575563, 'n': 972, 'trace_an': 0}
  • id: 20411972
    {'hecke_orbit_code': 69088575563, 'n': 973, 'trace_an': 0}
  • id: 20411973
    {'hecke_orbit_code': 69088575563, 'n': 974, 'trace_an': 149353085416330320630096388178304}
  • id: 20411974
    {'hecke_orbit_code': 69088575563, 'n': 975, 'trace_an': 0}
  • id: 20411975
    {'hecke_orbit_code': 69088575563, 'n': 976, 'trace_an': -271717187247803596426206390772736}
  • id: 20411976
    {'hecke_orbit_code': 69088575563, 'n': 977, 'trace_an': 0}
  • id: 20411977
    {'hecke_orbit_code': 69088575563, 'n': 978, 'trace_an': 0}
  • id: 20411978
    {'hecke_orbit_code': 69088575563, 'n': 979, 'trace_an': 9116342980744334645137070506032}
  • id: 20411979
    {'hecke_orbit_code': 69088575563, 'n': 980, 'trace_an': 0}
  • id: 20411980
    {'hecke_orbit_code': 69088575563, 'n': 981, 'trace_an': 1568021587172740560281128553628}
  • id: 20411981
    {'hecke_orbit_code': 69088575563, 'n': 982, 'trace_an': 0}
  • id: 20411982
    {'hecke_orbit_code': 69088575563, 'n': 983, 'trace_an': 0}
  • id: 20411983
    {'hecke_orbit_code': 69088575563, 'n': 984, 'trace_an': 134984284299355267433834966027520}
  • id: 20411984
    {'hecke_orbit_code': 69088575563, 'n': 985, 'trace_an': 0}
  • id: 20411985
    {'hecke_orbit_code': 69088575563, 'n': 986, 'trace_an': 117294008706965008902398715224928}
  • id: 20411986
    {'hecke_orbit_code': 69088575563, 'n': 987, 'trace_an': 0}
  • id: 20411987
    {'hecke_orbit_code': 69088575563, 'n': 988, 'trace_an': 0}
  • id: 20411988
    {'hecke_orbit_code': 69088575563, 'n': 989, 'trace_an': -51620497038479370781582205941440}
  • id: 20411989
    {'hecke_orbit_code': 69088575563, 'n': 990, 'trace_an': 0}
  • id: 20411990
    {'hecke_orbit_code': 69088575563, 'n': 991, 'trace_an': -26513608292063597253308927554256}
  • id: 20411991
    {'hecke_orbit_code': 69088575563, 'n': 992, 'trace_an': 0}
  • id: 20411992
    {'hecke_orbit_code': 69088575563, 'n': 993, 'trace_an': 0}
  • id: 20411993
    {'hecke_orbit_code': 69088575563, 'n': 994, 'trace_an': 54674434717787054884708362654720}
  • id: 20411994
    {'hecke_orbit_code': 69088575563, 'n': 995, 'trace_an': 0}
  • id: 20411995
    {'hecke_orbit_code': 69088575563, 'n': 996, 'trace_an': 120769742569979040996166115071104}
  • id: 20411996
    {'hecke_orbit_code': 69088575563, 'n': 997, 'trace_an': 0}
  • id: 20411997
    {'hecke_orbit_code': 69088575563, 'n': 998, 'trace_an': 0}
  • id: 20411998
    {'hecke_orbit_code': 69088575563, 'n': 999, 'trace_an': -12676745573879452777006673279220}
  • id: 20411999
    {'hecke_orbit_code': 69088575563, 'n': 1000, 'trace_an': 0}