Newform data - 32.30.a.b

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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': 28800, 'analytic_conductor': 170.4897356257066, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1]], 'atkin_lehner_string': '+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [32, 1, [31, 5], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 6, 'field_disc': 937267336388940139544437075780146825155112296244780307200, 'field_disc_factorization': [[2, 8], [3, 1], [5, 2], [7, 2], [13, 1], [17, 1], [61, 1], [257, 1], [19913, 1], [132911, 2], [10254241, 2], [88170373, 2]], 'field_poly': [15570720325618378096058694373, -1594750738250184459322934, 40375440878581856924, 292564574486272, -13837273804, -2, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [-716294394217235639589174920463494676480000, 0, 31472042222006789440866877440, 0, -361257614972928, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503600130687008, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 139425509223484840111767552000, 'hecke_ring_index_factorization': [[2, 74], [3, 10], [5, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '32.30.a.b', 'level': 32, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '32.30.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{3}+(3386618830-\\beta _{2})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '29.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '32.30.a', 'trace_display': [0, 0, 20319712980, 0], 'trace_hash': 179418185596715823, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.537', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '168.228', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8169.822', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.505', 'prec': 17}, 'traces': [6, 0, 0, 0, 20319712980, 0, 0, 0, 310732965756558, 0, 0, 0, -12131592080134332, 0, 0, 0, -242824112120212596, 0, 0, 0, -78535628459088224256, 0, 0, 0, -453129210155933768550, 0, 0, 0, 941398457004663402852, 0, 0, 0, 32308740074776490053632, 0, 0, 0, -232069584945549924650028, 0, 0, 0, -335129329983221470416516, 0, 0, 0, -3039574420429595083562940, 0, 0, 0, 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• 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

  
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[0, -12796738875368374019567932113247458155161516, 0, 0, -31048316018221239963755512849795645977, -12135891098519178393794200112074369], [0, 23456184794639639567481656440263876237604610, 0, 0, -7124389640096713819735626765665725409, -99277311238246125045876190256536760]], 'char_orbit_index': 1, 'field_poly': [15570720325618378096058694373, -1594750738250184459322934, 40375440878581856924, 292564574486272, -13837273804, -2, 1], 'hecke_orbit_code': 4503600130687008, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 4980868636475314624679271582000843, 14942605909425943874037814746002529, 1660289545491771541559757194000281, 369426045898737610397836893965420524467, 369426045898737610397836893965420524467], 'hecke_ring_inverse_denominators': [1, 70778880, 754974720, 1132462080, 251658240, 70778880], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0], [23592960, 368640, -261, 5, 0, 0], [3482263972416061440, -145347555531, 59923584, 20210560, 20673, -1521], [-165643473090644142981120, 45828160242687981, -36611021559168, -1844291021440, -60655666023, -19978569], [9287706926139931836914073600, -680974169174339637917, 270680564938724160, 88473745915849920, 1413109876460151, -4646158470087], [-144698171485305463786247136215040, 27597513064648485370639050, -21678478633660739111991, -2295151178818159865545, -59024435021355531870, 12124789676927550]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0], [-1772662510827260558468736788863810062797312, 96695300564102797113913523339240264864, 51440761642363715475097559580928, -31487149780788735028938229888, 46137393102951968719360, 2334686281861157408], [-6888954858252430950044266762698697630378455040, 370654497176332709641317749897633662474240, 219584589203993376404813850306398720, -121679111330451624746277783372800, 175879736275132315537978880, 9006603589126859023360], [3609007853997688933561666267926732294937776128, -203084936139537298166401186726236985174016, 9382459260430911631922707516226048, 68089347296044528542774794165248, -113770102502380153126713856, -5138949246084022123520], [-27559863308332464349348425927717986353634055506151424, 1559119422107098797857112224423278566282872450176, -355093724391296580184817402365437999115264, -514754286276308695551318806567478258176, 888698245664770130489493768611840, 38590605524796644977371445888], [16995562327562895080793468445168731126872632586511341056, -903564065635391719159614566175878726069120152114528, -311169468361122369138811035185380808920289024, 298967503165680291474902683052004340744064, -479987520447001963919909511324884480, -22444052409664865447199171440608]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 6, 'label': '32.30.a.b', 'level': 32, 'maxp': 2999, 'weight': 30}
• 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

  
  {'ALdims': [14, 15], 'ALdims_eis_new': [0, 0], 'ALdims_eis_old': [4, 4], 'ALdims_old': [41, 42], 'Nk2': 28800, 'analytic_conductor': 170.4897356257066, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [32, 1, [31, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 112, 'dim': 29, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 503316512, 'hecke_orbit_dims': [1, 6, 7, 7, 8], 'label': '32.30.a', 'level': 32, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 120, 'mf_new_dim': 29, 'num_forms': 5, 'plus_dim': 14, 'prim_orbit_index': 1, 'relative_dim': 29, 'sturm_bound': 120, 'trace_bound': 3, 'trace_display': [0, 0, -8701963882, 0], 'traces': [29, 0, 0, 0, -8701963882, 0, 0, 0, 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• 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: 26218
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '32.30.a.b', 'source_level': 32, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '32.30.a.b', 'target_level': 32, 'twist_class_label': '32.30.a.b', 'twist_class_level': 32, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 30}
  • id: 26219
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '32.30.a.b', 'source_level': 32, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '32.30.a.b', 'target_level': 32, 'twist_class_label': '32.30.a.b', 'twist_class_level': 32, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 30}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 118725
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 4503600130687008, 'p': 2}
  • id: 118726
    {'charpoly_factorization': [[[-716294394217235639589174920463494676480000, 0, 31472042222006789440866877440, 0, -361257614972928, 0, 1], 1]], 'hecke_orbit_code': 4503600130687008, 'p': 3}
  • id: 118727
    {'charpoly_factorization': [[[-167997660695852275521471875000, -114503127896962552500, -10159856490, 1], 2]], 'hecke_orbit_code': 4503600130687008, 'p': 5}
  • id: 118728
    {'charpoly_factorization': [[[-26699865120269756165995391756363166599472799877259228917226833581178880000, 0, 63682573254410895833643128042319524007807559925760, 0, -17160899469286121650741248, 0, 1], 1]], 'hecke_orbit_code': 4503600130687008, 'p': 7}
  • id: 118729
    {'charpoly_factorization': [[[-614528821569704822377936915542646705178058995279982063572225575533753854520218427064320000, 0, 10261270392254441235744984275393421697957613743542806076456960, 0, -6427847344096851044727309391872, 0, 1], 1]], 'hecke_orbit_code': 4503600130687008, 'p': 11}
  • id: 118730
    {'charpoly_factorization': [[[-635668168898980276634649276408466591701626512152, -125546400697885083203376760400340, 6065796040067166, 1], 2]], 'hecke_orbit_code': 4503600130687008, 'p': 13}
  • id: 118731
    {'charpoly_factorization': [[[338485702336887016426147553254125395811838080010352888, -1033841741183556526018026735430707444, 121412056060106298, 1], 2]], 'hecke_orbit_code': 4503600130687008, 'p': 17}
  • id: 118732
    {'charpoly_factorization': [[[-590658016687692023199232685139499106364865440563113581180948257319277139517577828722240115442138795212800000000, 0, 423937307709351252585687274430027673831373672613731363521114836723957760000, 0, -43224633144526036340462166036836997120, 0, 1], 1]], 'hecke_orbit_code': 4503600130687008, 'p': 19}
  • id: 118733
    {'charpoly_factorization': [[[-82857597042211175489135690058493395432427202265845567634310855678688593538839475742872629335777816903313501716480000, 0, 3568478655159666997267640313817496133105414475666394442346475873131442428968960, 0, -4411657474240110108478569250935919239168, 0, 1], 1]], 'hecke_orbit_code': 4503600130687008, 'p': 23}
  • id: 118734
    {'charpoly_factorization': [[[531683097353939456887628228285272559853292249520297103901049000, -931015304796196259001222606971713264061460, -470699228502331701426, 1], 2]], 'hecke_orbit_code': 4503600130687008, 'p': 29}
  • id: 118735
    {'charpoly_factorization': [[[-2789150982111419765208696932977812068227069166759133657144117549810447369899306188028962662107737986424786927270850219181342720000, 0, 1550821912909150664535922356431106762395418223818754939879638474406096615626924663767040, 0, -82846762593816358966656146453688347510833152, 0, 1], 1]], 'hecke_orbit_code': 4503600130687008, 'p': 31}
  • id: 118736
    {'charpoly_factorization': [[[4913694657972186420895784865571533363401130250699692491921796996680, 3214531381829690296675423452263204689176658764, 116034792472774962325014, 1], 2]], 'hecke_orbit_code': 4503600130687008, 'p': 37}
  • id: 118737
    {'charpoly_factorization': [[[652318688310429570676459684223282160897441889704645812012940349269400, -34571130807266391483201335277731661225712436820, 167564664991610735208258, 1], 2]], 'hecke_orbit_code': 4503600130687008, 'p': 41}
  • id: 118738
    {'charpoly_factorization': [[[-175750069200515117525007872814385305029504398142123590404595238066475246171309218123959138043447416776003831964778224255326517985280000000000, 0, 10902334264967267814132068196849330262695266203653210349899186001421487188351767338644275200000, 0, -195196191158208028988409739020422063453065992192, 0, 1], 1]], 'hecke_orbit_code': 4503600130687008, 'p': 43}
  • id: 118739
    {'charpoly_factorization': [[[-561590265317986517758542408101513576661294962521947547644699443201977375960604154152327812832065042339174803710194674524677721989557780480000, 0, 1485984048621395055942112400896305051454259274280245798914666392161549048966849534415633372938240, 0, -6029251300897415985682141938483939245840048160768, 0, 1], 1]], 'hecke_orbit_code': 4503600130687008, 'p': 47}
  • id: 118740
    {'charpoly_factorization': [[[-263245392885163582903489685872495872739184886027478431840942398407818605944, -83488052479588595653297363203619379743288830935412, 1909376665202771179093158, 1], 2]], 'hecke_orbit_code': 4503600130687008, 'p': 53}
  • id: 118741
    {'charpoly_factorization': [[[-10720630353585441119030429571891550214339733346428653627469816745376571399094873386463115016576359254011967745612221826308439525610870847499120148480000, 0, 10934122379126481420600331966371906598552318003485971939872511506691745426280042709256251307486310563840, 0, -6622159010198273664304321019675910125253760579934208, 0, 1], 1]], 'hecke_orbit_code': 4503600130687008, 'p': 59}
  • id: 118742
    {'charpoly_factorization': [[[-23776007489421579611388961396509350906101427993455063925144598158373397242200, 2801171246223875826282789992219031621133552016837100, -95170945952980797282696498, 1], 2]], 'hecke_orbit_code': 4503600130687008, 'p': 61}
  • id: 118743
    {'charpoly_factorization': [[[-448219305199780889564446136603910347217840783181502808057635940105765155423178342314015102184360583077103821278191511985057054614993196691482022359261511680000, 0, 38790986057693246248765915641208147836690176925608274357561196495453845331597972535742041306255880109424640, 0, -421724278061423247231256722237200888782654851867875328, 0, 1], 1]], 'hecke_orbit_code': 4503600130687008, 'p': 67}
  • id: 118744
    {'charpoly_factorization': [[[-50563016846448007828627316303219684569599076161324485414591893891104186025376638379656716589589181663861137768294671442080352840574903597506444098561344798720000, 0, 583902868991357252168854746221436886051814866428821289944639117853117443149406690749786033308514903664885760, 0, -1557355524314164471655105171328557487143563650707054592, 0, 1], 1]], 'hecke_orbit_code': 4503600130687008, 'p': 71}
  • id: 118745
    {'charpoly_factorization': [[[-1811863147050226532178927199145724857993749154510158785840785617687899148201521576, -736118480997077738781126468963942739918066385602905876, 1975174676674684476654976626, 1], 2]], 'hecke_orbit_code': 4503600130687008, 'p': 73}
  • id: 118746
    {'charpoly_factorization': [[[-327762270458636710240104282194827300138528340886115813663634899720756762805345134124850615015533401063979363986779220091938358816839559315549255824444993044480000, 0, 3787613378548356694425595815202028687426093943479987931735811616511588149712068553426136122070291649302364160, 0, -10774567844805432578535841667955459972727983241228812288, 0, 1], 1]], 'hecke_orbit_code': 4503600130687008, 'p': 79}
  • id: 118747
    {'charpoly_factorization': [[[-26167215559754049046775165163652842756195433100052685610263221105503554259898064461762353021787196155350758035028320316678103430086339749102182335508125004595200000000, 0, 11045697614920968772684115139185637552539785498388787203207756283029139986864982791545232064671905932678660096000, 0, -224051249783878062876089858691029404032606457153953159168, 0, 1], 1]], 'hecke_orbit_code': 4503600130687008, 'p': 83}
  • id: 118748
    {'charpoly_factorization': [[[-5579895637017433872176612498450216537303674500166246190351837277272432516755408049000, -532461698455201029307181101846596539621114650846812815700, 6965366955121883946007752450, 1], 2]], 'hecke_orbit_code': 4503600130687008, 'p': 89}
  • id: 118749
    {'charpoly_factorization': [[[-43529498011072965825121428549571982573086943137032582268538650153629452924105220071112, 2474042545059645527392238170020531084470059257698045676492, 118144776656663250286473838026, 1], 2]], 'hecke_orbit_code': 4503600130687008, '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': 1, 'hecke_orbit': 2, 'label': '32.30.a.b', 'level': 32, 'portrait': 'data:image/png;base64,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', 'weight': 30}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 20075304
    {'hecke_orbit_code': 4503600130687008, 'n': 1, 'trace_an': 6}
  • id: 20075305
    {'hecke_orbit_code': 4503600130687008, 'n': 2, 'trace_an': 0}
  • id: 20075306
    {'hecke_orbit_code': 4503600130687008, 'n': 3, 'trace_an': 0}
  • id: 20075307
    {'hecke_orbit_code': 4503600130687008, 'n': 4, 'trace_an': 0}
  • id: 20075308
    {'hecke_orbit_code': 4503600130687008, 'n': 5, 'trace_an': 20319712980}
  • id: 20075309
    {'hecke_orbit_code': 4503600130687008, 'n': 6, 'trace_an': 0}
  • id: 20075310
    {'hecke_orbit_code': 4503600130687008, 'n': 7, 'trace_an': 0}
  • id: 20075311
    {'hecke_orbit_code': 4503600130687008, 'n': 8, 'trace_an': 0}
  • id: 20075312
    {'hecke_orbit_code': 4503600130687008, 'n': 9, 'trace_an': 310732965756558}
  • id: 20075313
    {'hecke_orbit_code': 4503600130687008, 'n': 10, 'trace_an': 0}
  • id: 20075314
    {'hecke_orbit_code': 4503600130687008, 'n': 11, 'trace_an': 0}
  • id: 20075315
    {'hecke_orbit_code': 4503600130687008, 'n': 12, 'trace_an': 0}
  • id: 20075316
    {'hecke_orbit_code': 4503600130687008, 'n': 13, 'trace_an': -12131592080134332}
  • id: 20075317
    {'hecke_orbit_code': 4503600130687008, 'n': 14, 'trace_an': 0}
  • id: 20075318
    {'hecke_orbit_code': 4503600130687008, 'n': 15, 'trace_an': 0}
  • id: 20075319
    {'hecke_orbit_code': 4503600130687008, 'n': 16, 'trace_an': 0}
  • id: 20075320
    {'hecke_orbit_code': 4503600130687008, 'n': 17, 'trace_an': -242824112120212596}
  • id: 20075321
    {'hecke_orbit_code': 4503600130687008, 'n': 18, 'trace_an': 0}
  • id: 20075322
    {'hecke_orbit_code': 4503600130687008, 'n': 19, 'trace_an': 0}
  • id: 20075323
    {'hecke_orbit_code': 4503600130687008, 'n': 20, 'trace_an': 0}
  • id: 20075324
    {'hecke_orbit_code': 4503600130687008, 'n': 21, 'trace_an': -78535628459088224256}
  • id: 20075325
    {'hecke_orbit_code': 4503600130687008, 'n': 22, 'trace_an': 0}
  • id: 20075326
    {'hecke_orbit_code': 4503600130687008, 'n': 23, 'trace_an': 0}
  • id: 20075327
    {'hecke_orbit_code': 4503600130687008, 'n': 24, 'trace_an': 0}
  • id: 20075328
    {'hecke_orbit_code': 4503600130687008, 'n': 25, 'trace_an': -453129210155933768550}
  • id: 20075329
    {'hecke_orbit_code': 4503600130687008, 'n': 26, 'trace_an': 0}
  • id: 20075330
    {'hecke_orbit_code': 4503600130687008, 'n': 27, 'trace_an': 0}
  • id: 20075331
    {'hecke_orbit_code': 4503600130687008, 'n': 28, 'trace_an': 0}
  • id: 20075332
    {'hecke_orbit_code': 4503600130687008, 'n': 29, 'trace_an': 941398457004663402852}
  • id: 20075333
    {'hecke_orbit_code': 4503600130687008, 'n': 30, 'trace_an': 0}
  • id: 20075334
    {'hecke_orbit_code': 4503600130687008, 'n': 31, 'trace_an': 0}
  • id: 20075335
    {'hecke_orbit_code': 4503600130687008, 'n': 32, 'trace_an': 0}
  • id: 20075336
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