Embedded newform data - 91.8.a.e.1.9

Formats: - HTML - YAML - JSON - 2024-04-25T02:30:42.493204

• 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': 5824, 'analytic_conductor': 28.42703731905508, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[7, -1], [13, -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': [91, 1, [66, 15], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 12, 'field_disc': 850100195135683311269490741910036182186274143146657035412213746090240, 'field_disc_factorization': [[2, 8], [5, 1], [83, 1], [167, 1], [239725356908278441, 1], [106895960046168213749, 1], [1869779167608678435502717, 1]], 'field_poly': [59402280000, -835334324470, -344602049215, 491049966, 10752389517, 186018392, -117081910, -1739560, 567554, 5598, -1243, -6, 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': 0, 'hecke_cutters': [[2, [-1109222885376, 1479835713024, -278531100864, -42990372480, 9905539840, 520830672, -113159964, -2852052, 561506, 6942, -1243, -6, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398643699803, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 576, 'hecke_ring_index_factorization': [[2, 6], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '91.8.a.e', 'level': 91, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7, 13], 'level_radical': 91, 'minimal_twist': '91.8.a.e', 'prim_orbit_index': 1, 'qexp_display': 'q+(1-\\beta _{1})q^{2}+(7+\\beta _{3})q^{3}+(82+\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 12, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '91.8.a', 'trace_display': [6, 82, 1026, 4116], 'trace_hash': 276977349573478342, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.148', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.364', 'prec': 20}, {'__RealLiteral__': 0, 'data': '4.349', 'prec': 17}, {'__RealLiteral__': 0, 'data': '297.870', 'prec': 24}, {'__RealLiteral__': 0, 'data': '266.301', 'prec': 24}, {'__RealLiteral__': 0, 'data': '13406.835', 'prec': 30}], 'trace_zratio': 0, 'traces': [12, 6, 82, 986, 1026, 309, 4116, 228, 10902, 6668, 12168, -183, 26364, 2058, -28790, 85914, 82710, -44965, -10302, 141318, 28126, -97457, 98376, -519981, 272736, 13182, 306652, 338198, 350592, 231528, 55092, 114420, 609912, 812002, 351918, 1472143, 376310, 2825424, 180154, 2169290, 1387272, 105987, 568708, 3392031, 3556226, -1736829, 1359444, 4151249, 1411788, 3983712, 2709260, 2166242, 2061780, 2196651, -2112846, 78204, 2359902, 670268, 395964, -1052376, 444006, 2854353, 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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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• 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

  
  {'AL_dims': [[[[7, -1], [13, -1]], 12, 1], [[[7, -1], [13, 1]], 10, 1], [[[7, 1], [13, 1]], 11, 2], [[[7, 1], [13, -1]], 9, 1]], 'ALdims': [11, 9, 10, 12], 'Nk2': 5824, 'analytic_conductor': 28.42703731905508, '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': [91, 1, [66, 15], [1, 1]], 'conrey_index': 1, 'cusp_dim': 62, 'dim': 42, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134217819, 'hecke_orbit_dims': [1, 9, 10, 10, 12], 'label': '91.8.a', 'level': 91, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7, 13], 'level_radical': 91, 'mf_dim': 66, 'mf_new_dim': 42, 'num_forms': 5, 'plus_dim': 23, 'prim_orbit_index': 1, 'relative_dim': 42, 'sturm_bound': 74, 'trace_bound': 2, 'trace_display': [2, -104, 284, 686], 'traces': [42, 2, -104, 2766, 284, 1160, 686, 1854, 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• 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

  
  {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 12, 'source_embedding_index': 9, 'source_hecke_orbit_code': 18014398643699803, 'source_is_minimal': True, 'source_label': '91.8.a.e.1.9', 'source_level': 91, 'target_conrey_index': 1, 'target_dim': 12, 'target_embedding_index': 9, 'target_hecke_orbit_code': 18014398643699803, 'target_is_minimal': True, 'target_label': '91.8.a.e.1.9', 'target_level': 91, 'twist_class_label': '91.8.a.e.1.9', 'twist_class_level': 91, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 278000
    {'charpoly_factorization': [[[-1109222885376, 1479835713024, -278531100864, -42990372480, 9905539840, 520830672, -113159964, -2852052, 561506, 6942, -1243, -6, 1], 1]], 'hecke_orbit_code': 18014398643699803, 'p': 2}
  • id: 278001
    {'charpoly_factorization': [[[28321761301743651840, 5090548910858118144, -146387880398635200, -15850307902561632, 258366974437080, 15663977057208, -217125703708, -6529375952, 85197562, 1209318, -15211, -82, 1], 1]], 'hecke_orbit_code': 18014398643699803, 'p': 3}
  • id: 278002
    {'charpoly_factorization': [[[1508708674892307420000000, -1066790960550243150750000, 46831406594871301762500, 4318176372927617190000, -198082321483310379875, 459814742659523550, 7738779605134480, -27550420035510, -68834709894, 355794954, -78780, -1026, 1], 1]], 'hecke_orbit_code': 18014398643699803, 'p': 5}
  • id: 278003
    {'charpoly_factorization': [[[-343, 1], 12]], 'hecke_orbit_code': 18014398643699803, 'p': 7}
  • id: 278004
    {'charpoly_factorization': [[[-14987892585275953353089909525695897004544, 184258489983921270411272759965530249216, 105342046650273443022279832254192288, -524617828079698250862125516464224, -47822824561217924650805701928, 164410848272863083171288984, 4592934917769499995108, -18182623694426127432, 224922654805818, 803286489774, -40936193, -12168, 1], 1]], 'hecke_orbit_code': 18014398643699803, 'p': 11}
  • id: 278005
    {'charpoly_factorization': [[[-2197, 1], 12]], 'hecke_orbit_code': 18014398643699803, 'p': 13}
  • id: 278006
    {'charpoly_factorization': [[[-63169188549398056021574792069263387067494196404224, 55474247028113332828876474384344007171724301312, -17174587165479196599334014121188265275195648, 2085551842721453738743699174126283612928, -22386658686037906718834094337726880, -16004005242198485802730323733248, 1149245479616895616850770968, 3071256665584341122376, -3030957981722111140, 91398519416112, 985416278, -82710, 1], 1]], 'hecke_orbit_code': 18014398643699803, 'p': 17}
  • id: 278007
    {'charpoly_factorization': [[[6245841716952542647519789747518178242209375081736000, 464311477184451580918310305238682921386819232000, -335667665780558357963246953109917995340758980, -7612859007240094035423971547539071970752, 4802315294030972421246400633649923633, -64050613680502474786559343032714, -13694764434606171982401481196, 158382056278839980328074, 15448832558807008998, -78742659076206, -6788478584, 10302, 1], 1]], 'hecke_orbit_code': 18014398643699803, 'p': 19}
  • id: 278008
    {'charpoly_factorization': [[[-21178493664666847801099952637466838148843868119754807680, 3247768275793280772789640398877697649298745572797336, 146898393872004130878066889322108812452187221831, -18323214450208406567956450233141480221697144, -235914307146861636869454493679545781019, 28109511373811974884157730806639584, -93161846500431121711721344858, -12071484057988817632718976, 92718358515826084330, 1931036373458376, -18272191805, -98376, 1], 1]], 'hecke_orbit_code': 18014398643699803, 'p': 23}
  • id: 278009
    {'charpoly_factorization': [[[202451651188014585152788724304924213437098998676532428723200, -25187157605479826508795807365028642147310814251752062880, -1244032352261141592829226385606069596534093015077644, -3734242353867656102782123220899485906320099268, 419718635796427650599718585095192286911701, 3958139338710047002325908133143930860, -38215406163730812560848940813160, -471030302252235290370220812, 1660874316481408267842, 21216283931518596, -51985825316, -350592, 1], 1]], 'hecke_orbit_code': 18014398643699803, 'p': 29}
  • id: 278010
    {'charpoly_factorization': [[[-4527840355416304018608983275708501886644651422732825503164928, 362306722351252246026108243700796963101482644273491870960, -4359823052851860694085918288365586330476766506167699, -134782958023472556590890546064146497538557880812, 2180200849829820492897384227399967732178937, 16231088710425042411251305972998584744, -285344230833301023298209213659874, -705036858491676930564285344, 11824618215473362851014, 11596057724983208, -189670382283, -55092, 1], 1]], 'hecke_orbit_code': 18014398643699803, 'p': 31}
  • id: 278011
    {'charpoly_factorization': [[[-54849728244386450064756908013240827821348516813621650502411101440, 676939260317689017720662557735232665926044996993226163002240, 3471379601310874078920103666425844417785087781306588192, -62603826912468671583855602494190036948367599849312, -21146939105276541582193733158442915016404664, 2104728998129664983945617996944634822888, -2546901215298399113329785587909556, -31122417277831787658514134496, 60310897944477236003734, 192801515670638506, -452213860951, -376310, 1], 1]], 'hecke_orbit_code': 18014398643699803, 'p': 37}
  • id: 278012
    {'charpoly_factorization': [[[-22151015335445202288026251959624634994535742987601452642822456320, -279263708814834728654387335383823408960408388359828606832640, 5719796527104268719466493673807575362123350920730299136, 54864152537567511516098397874363617433191117305856, -580097884751417102857150579452302643108501120, -2344628762928316034386105711337107275264, 27616100904926992175091491631680672, -29144754288299139849906882816, -225474153689287544393380, 539846216924170416, 161094817451, -1387272, 1], 1]], 'hecke_orbit_code': 18014398643699803, 'p': 41}
  • id: 278013
    {'charpoly_factorization': [[[-193418968412329457706712262886190458896563141104484162150183160832, -14176753477231036304010877576518380700857034223359918276928512, 330011770044550023510369903737264790385177344317606599024, -1680317055091330190517661400819654169324878125457424, -3991097669087700456919266975044055487604035351, 43810186442743446859894301244493377847900, -25526411631135176281680227574605620, -326031602687356309361003319052, 429835158077267443821806, 810934633473502788, -1282369377300, -568708, 1], 1]], 'hecke_orbit_code': 18014398643699803, 'p': 43}
  • id: 278014
    {'charpoly_factorization': [[[-422148835884279193476723098977902371904604209757758965316526307235072, 826994641470538954750054116690979950025881274813330660763807040, 14074040027032594003018068858911400336066177867041360790993, -35288448117668218315689037184197432437529494170655756, -134874591080850933968388718461155617113767527311, 422685883015974292738122338763517877015544, 367912652244815660673888713068365182, -1886906775017365504069572374784, 405973167341415801319598, 2849170083513028200, -1658302898991, -1359444, 1], 1]], 'hecke_orbit_code': 18014398643699803, 'p': 47}
  • id: 278015
    {'charpoly_factorization': [[[-49800726912052197614934523353188774684767668708669921141678557567856000, 734327694007604637708325165094114301446644664267516949091891866000, -1074940435445904565993916107034893257938396312343491050471020, -7154913658344435861913573032648391144783759195681700232, 6141908569085390303471206081553506837887014993817, 20468819359029730267290194926252478820788580, -12722533691390936269216806266269534684, -24009479890573475706157482165828, 12747305868006494686756638, 11948977228784070828, -5909280052976, -2061780, 1], 1]], 'hecke_orbit_code': 18014398643699803, 'p': 53}
  • id: 278016
    {'charpoly_factorization': [[[961714759808766368982608433466521480313127925920659849956934037667840, 4884241001375662651167021611480000908763642986522729685013528576, -279730713247233356571752351350574499278250105211058379190272, -676058498382131872968838454894351839266507530953635840, 9201255378651939575536863218763403883086313922816, 10820260881785792784992373379556277720303360, -40094569113763046732734916119888131328, -29761652402953987050393057385920, 45841141928759284632257120, 8184821701447735248, -12943066856352, -395964, 1], 1]], 'hecke_orbit_code': 18014398643699803, 'p': 59}
  • id: 278017
    {'charpoly_factorization': [[[-35744933020372533482199786385457269073463291222128412914747273158801280000, -293594538723612881884564621662569066865674708633491943706245489382400, -495735413592717620824397619652663136694378489177887945462895360, 255025542337873647650750723241634531575444901630709005824, 881838674558408154522573205349111641865200343140224, -3908163658344973376312774146108970505220480, -545749749128418839808238810199018328288, -34651184662489863707158079096832, 155624579351330927358670916, 7538711362096875788, -20450832316447, -444006, 1], 1]], 'hecke_orbit_code': 18014398643699803, 'p': 61}
  • id: 278018
    {'charpoly_factorization': [[[-14688416577410294318106399705493118466736422523674737232012893285475861155840, -29913779497793054891855171683317975038853826466437252912007027043471360, 5169809063960881915897319670977926084164662966771434562857501952, 38206140583590109435846220377409946178130707048367982778112, 9178091267653889204971024285271802437076782200328192, -14387417506332811539178260413977668955930063680, -4364237244556900311084891235313675184288, 2170549556194922782852559407736240, 688436176250366611915236384, -138004801099854802188, -44329114442307, 3094010, 1], 1]], 'hecke_orbit_code': 18014398643699803, 'p': 67}
  • id: 278019
    {'charpoly_factorization': [[[-16718097616864020557551862860541183320445713001426104940840641851662204928, 23364692773492399509256797723755484777341752050759933728271037710336, 341209085059149281155699428508422805247557327558425073304368128, -199336494675115625150684105889174513132136429961856273408, -1328163630878995797645546570686944947608957665797696, 1170980781441269068364414217413511560514614112, 522621744820150952003645204774485365896, -612542526372572434544122302931032, -22323572239178296562762348, 105932736740271379656, -11450317136750, -5694366, 1], 1]], 'hecke_orbit_code': 18014398643699803, 'p': 71}
  • id: 278020
    {'charpoly_factorization': [[[-5775097374972522889251609163704400793142589444540824719405632227910275613988, 26662509357436941371604146127981024455453443432974976635912020395699828, -2320788733994718420911597219789388963249431260881167040863778761, -50135202698342227157067997833631862292571142016045126383390, 10461140844828489580528307946880565012619263421353469, 25513785252363506156688081232994900007180044948, -2915500594459210923142453679510028357978, -4428598252865599961451923327146536, 471601574074010502633208870, 310151729974003931512, -38765498692829, -7052346, 1], 1]], 'hecke_orbit_code': 18014398643699803, 'p': 73}
  • id: 278021
    {'charpoly_factorization': [[[98660137354957389615803636676580099316987786236204549514026069017543012378240, 239923708870197099247026991909511983573648829293231558503717818518777656, -137717616756731313641971053789823134155149900224726133436894517093, -387737897389640891472332751737964458948754856980074246072808, 150220574349305382536594792979919541264978017028505165, 130098318998913256352575695980261266588883543112, -40770301427664844644892233681497818894538, -12721457959417801289081577611735256, 3533494273040301916587954114, 433866171761761547360, -107659935730785, -4304160, 1], 1]], 'hecke_orbit_code': 18014398643699803, 'p': 79}
  • id: 278022
    {'charpoly_factorization': [[[124888838579345506244863284253038291624861867138338426961289416045512312663040, -1901002754255065241675533793731478968014483436289219698252704372297440064, -4258615014858009342016953984087413412496964705400074161028963523792, 607143734284905474981930432408419216999485046748721890257172, 3796177558992517698930009934175728489494212898799074529, 292727870379850031270997592715584071214011470346, -364840812682136714449620586936688674816068, -21653953413857277888955997838996978, 13049266090170798293573154294, 437900221817907087534, -192982941065108, -2704554, 1], 1]], 'hecke_orbit_code': 18014398643699803, 'p': 83}
  • id: 278023
    {'charpoly_factorization': [[[-864747423363494666333959802140788799888712067515166069712258422251969884506000, 15699556137100523915345703584326565016738050513449587569277763965708318000, 53125784344915581106563526941031778251402493410518758793447584364960, 15164275330251646864983640205887752843798256378584523985190780, -7511394468088560771844360224832920427158568885517263967, -2810780889018166350343209859364804392743413908554, 209622425696197962600228998385323872557468, 144160354527310049070174537131164434, 4251527239763624552312625414, -2541263844117725887518, -182708471450276, 10986042, 1], 1]], 'hecke_orbit_code': 18014398643699803, 'p': 89}
  • id: 278024
    {'charpoly_factorization': [[[-41365604072767591429416790446037481537148292396762304765636134372079178782409860, -77450848301510231794332209152152932403205597651205374332863361703730706892, 63218310093253185669086478615317789313664330081384176544581108376191, 18520228040730944634067942450316548103889788531815380343884362, -11491131636652689611895066579408476746704346230304094963, -2078664595705740905543873032880898201019585738700, 702148562079799039165774837030379310007494, 121108251293104127967535184424847176, -14635195245536945378559723466, -3074210300590295050920, 26006677670011, 24462382, 1], 1]], 'hecke_orbit_code': 18014398643699803, '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': 5, 'label': '91.8.a.e', 'level': 91, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 155860000
    {'hecke_orbit_code': 18014398643699803, 'n': 1, 'trace_an': 12}
  • id: 155860001
    {'hecke_orbit_code': 18014398643699803, 'n': 2, 'trace_an': 6}
  • id: 155860002
    {'hecke_orbit_code': 18014398643699803, 'n': 3, 'trace_an': 82}
  • id: 155860003
    {'hecke_orbit_code': 18014398643699803, 'n': 4, 'trace_an': 986}
  • id: 155860004
    {'hecke_orbit_code': 18014398643699803, 'n': 5, 'trace_an': 1026}
  • id: 155860005
    {'hecke_orbit_code': 18014398643699803, 'n': 6, 'trace_an': 309}
  • id: 155860006
    {'hecke_orbit_code': 18014398643699803, 'n': 7, 'trace_an': 4116}
  • id: 155860007
    {'hecke_orbit_code': 18014398643699803, 'n': 8, 'trace_an': 228}
  • id: 155860008
    {'hecke_orbit_code': 18014398643699803, 'n': 9, 'trace_an': 10902}
  • id: 155860009
    {'hecke_orbit_code': 18014398643699803, 'n': 10, 'trace_an': 6668}
  • id: 155860010
    {'hecke_orbit_code': 18014398643699803, 'n': 11, 'trace_an': 12168}
  • id: 155860011
    {'hecke_orbit_code': 18014398643699803, 'n': 12, 'trace_an': -183}
  • id: 155860012
    {'hecke_orbit_code': 18014398643699803, 'n': 13, 'trace_an': 26364}
  • id: 155860013
    {'hecke_orbit_code': 18014398643699803, 'n': 14, 'trace_an': 2058}
  • id: 155860014
    {'hecke_orbit_code': 18014398643699803, 'n': 15, 'trace_an': -28790}
  • id: 155860015
    {'hecke_orbit_code': 18014398643699803, 'n': 16, 'trace_an': 85914}
  • id: 155860016
    {'hecke_orbit_code': 18014398643699803, 'n': 17, 'trace_an': 82710}
  • id: 155860017
    {'hecke_orbit_code': 18014398643699803, 'n': 18, 'trace_an': -44965}
  • id: 155860018
    {'hecke_orbit_code': 18014398643699803, 'n': 19, 'trace_an': -10302}
  • id: 155860019
    {'hecke_orbit_code': 18014398643699803, 'n': 20, 'trace_an': 141318}
  • id: 155860020
    {'hecke_orbit_code': 18014398643699803, 'n': 21, 'trace_an': 28126}
  • id: 155860021
    {'hecke_orbit_code': 18014398643699803, 'n': 22, 'trace_an': -97457}
  • id: 155860022
    {'hecke_orbit_code': 18014398643699803, 'n': 23, 'trace_an': 98376}
  • id: 155860023
    {'hecke_orbit_code': 18014398643699803, 'n': 24, 'trace_an': -519981}
  • id: 155860024
    {'hecke_orbit_code': 18014398643699803, 'n': 25, 'trace_an': 272736}
  • id: 155860025
    {'hecke_orbit_code': 18014398643699803, 'n': 26, 'trace_an': 13182}
  • id: 155860026
    {'hecke_orbit_code': 18014398643699803, 'n': 27, 'trace_an': 306652}
  • id: 155860027
    {'hecke_orbit_code': 18014398643699803, 'n': 28, 'trace_an': 338198}
  • id: 155860028
    {'hecke_orbit_code': 18014398643699803, 'n': 29, 'trace_an': 350592}
  • id: 155860029
    {'hecke_orbit_code': 18014398643699803, 'n': 30, 'trace_an': 231528}
  • id: 155860030
    {'hecke_orbit_code': 18014398643699803, 'n': 31, 'trace_an': 55092}
  • id: 155860031
    {'hecke_orbit_code': 18014398643699803, 'n': 32, 'trace_an': 114420}
  • id: 155860032
    {'hecke_orbit_code': 18014398643699803, 'n': 33, 'trace_an': 609912}
  • id: 155860033
    {'hecke_orbit_code': 18014398643699803, 'n': 34, 'trace_an': 812002}
  • id: 155860034
    {'hecke_orbit_code': 18014398643699803, 'n': 35, 'trace_an': 351918}
  • id: 155860035
    {'hecke_orbit_code': 18014398643699803, 'n': 36, 'trace_an': 1472143}
  • id: 155860036
    {'hecke_orbit_code': 18014398643699803, 'n': 37, 'trace_an': 376310}
  • id: 155860037
    {'hecke_orbit_code': 18014398643699803, 'n': 38, 'trace_an': 2825424}
  • id: 155860038
    {'hecke_orbit_code': 18014398643699803, 'n': 39, 'trace_an': 180154}
  • id: 155860039
    {'hecke_orbit_code': 18014398643699803, 'n': 40, 'trace_an': 2169290}
  • id: 155860040
    {'hecke_orbit_code': 18014398643699803, 'n': 41, 'trace_an': 1387272}
  • id: 155860041
    {'hecke_orbit_code': 18014398643699803, 'n': 42, 'trace_an': 105987}
  • id: 155860042
    {'hecke_orbit_code': 18014398643699803, 'n': 43, 'trace_an': 568708}
  • id: 155860043
    {'hecke_orbit_code': 18014398643699803, 'n': 44, 'trace_an': 3392031}
  • id: 155860044
    {'hecke_orbit_code': 18014398643699803, 'n': 45, 'trace_an': 3556226}
  • id: 155860045
    {'hecke_orbit_code': 18014398643699803, 'n': 46, 'trace_an': -1736829}
  • id: 155860046
    {'hecke_orbit_code': 18014398643699803, 'n': 47, 'trace_an': 1359444}
  • id: 155860047
    {'hecke_orbit_code': 18014398643699803, 'n': 48, 'trace_an': 4151249}
  • id: 155860048
    {'hecke_orbit_code': 18014398643699803, 'n': 49, 'trace_an': 1411788}
  • id: 155860049
    {'hecke_orbit_code': 18014398643699803, 'n': 50, 'trace_an': 3983712}
  • id: 155860050
    {'hecke_orbit_code': 18014398643699803, 'n': 51, 'trace_an': 2709260}
  • id: 155860051
    {'hecke_orbit_code': 18014398643699803, 'n': 52, 'trace_an': 2166242}
  • id: 155860052
    {'hecke_orbit_code': 18014398643699803, 'n': 53, 'trace_an': 2061780}
  • id: 155860053
    {'hecke_orbit_code': 18014398643699803, 'n': 54, 'trace_an': 2196651}
  • id: 155860054
    {'hecke_orbit_code': 18014398643699803, 'n': 55, 'trace_an': -2112846}
  • id: 155860055
    {'hecke_orbit_code': 18014398643699803, 'n': 56, 'trace_an': 78204}
  • id: 155860056
    {'hecke_orbit_code': 18014398643699803, 'n': 57, 'trace_an': 2359902}
  • id: 155860057
    {'hecke_orbit_code': 18014398643699803, 'n': 58, 'trace_an': 670268}
  • id: 155860058
    {'hecke_orbit_code': 18014398643699803, 'n': 59, 'trace_an': 395964}
  • id: 155860059
    {'hecke_orbit_code': 18014398643699803, 'n': 60, 'trace_an': -1052376}
  • id: 155860060
    {'hecke_orbit_code': 18014398643699803, 'n': 61, 'trace_an': 444006}
  • id: 155860061
    {'hecke_orbit_code': 18014398643699803, 'n': 62, 'trace_an': 2854353}
  • id: 155860062
    {'hecke_orbit_code': 18014398643699803, 'n': 63, 'trace_an': 3739386}
  • id: 155860063
    {'hecke_orbit_code': 18014398643699803, 'n': 64, 'trace_an': 12026858}
  • id: 155860064
    {'hecke_orbit_code': 18014398643699803, 'n': 65, 'trace_an': 2254122}
  • id: 155860065
    {'hecke_orbit_code': 18014398643699803, 'n': 66, 'trace_an': -4605681}
  • id: 155860066
    {'hecke_orbit_code': 18014398643699803, 'n': 67, 'trace_an': -3094010}
  • id: 155860067
    {'hecke_orbit_code': 18014398643699803, 'n': 68, 'trace_an': 4668954}
  • id: 155860068
    {'hecke_orbit_code': 18014398643699803, 'n': 69, 'trace_an': 3839892}
  • id: 155860069
    {'hecke_orbit_code': 18014398643699803, 'n': 70, 'trace_an': 2287124}
  • id: 155860070
    {'hecke_orbit_code': 18014398643699803, 'n': 71, 'trace_an': 5694366}
  • id: 155860071
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