Embedded newform data - 37.10.a.b.1.13

Formats: - HTML - YAML - JSON - 2024-06-05T15:23:42.720945

• 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': 3700, 'analytic_conductor': 19.056325938063306, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[37, -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': [37, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 14, 'field_disc': 67612941730530984047325208436767796737552617621384572652513077808423967287324665808275722855680, 'field_disc_factorization': [[2, 8], [3, 6], [5, 1], [37, 1], [14281, 1], [219647, 1], [89875904311, 1], [6946458436619313347442317147805633079028413339631216914197277758661, 1]], 'field_poly': [51865911118483920, -100457651820986424, 41503424166638973, 3805427076948774, -798948725725074, -25392014044254, 4405897359639, 60512691564, -9839334124, -66002244, 10421899, 33102, -5234, -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, [568495473573888000, -176677738293657600, -24181060984012800, 9027074584055808, 67329710771712, -79675884475776, 975388618368, 243382150320, -4189665448, -332017740, 6347950, 207486, -4181, -48, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599795142693, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 13824, 'hecke_ring_index_factorization': [[2, 9], [3, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '37.10.a.b', 'level': 37, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [37], 'level_radical': 37, 'minimal_twist': '37.10.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(3+\\beta _{1})q^{2}+(28+\\beta _{3})q^{3}+(248+5\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 14, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '37.10.a', 'trace_display': [48, 397, 2841, 6632], 'trace_hash': 2132940434666604890, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.126', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.238', 'prec': 20}, {'__RealLiteral__': 0, 'data': '4.451', 'prec': 17}, {'__RealLiteral__': 0, 'data': '359.001', 'prec': 24}, {'__RealLiteral__': 0, 'data': '215.122', 'prec': 24}, {'__RealLiteral__': 0, 'data': '17441.804', 'prec': 30}], 'trace_zratio': 0, 'traces': [14, 48, 397, 3498, 2841, 3375, 6632, 41046, 101917, 129003, 44949, -123661, 38913, 16434, 119816, 859962, 893196, 1833339, 1532124, 4974963, 1851132, 3195323, 5911773, 7885413, 9978791, 10634475, 13105312, 9469678, 8764377, 21804216, 13188927, 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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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-0.24880028136342172, -0.22730061728689224, -0.20548930802750662, -0.2668836552543313, -0.11105482470945224, -0.25154495845641545, -0.16612786608890262, -0.05145241993217927, -0.30920350890679593, -0.20895661477855107, -0.16951752868481085, -0.3365214271749787, -0.26864902982076866, -0.2084184951112386, -0.26325590581226416, -0.28163319481704957, -0.3569516989541834], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 13, 'dual_embedding_m': 13, 'embedding_index': 13, 'embedding_m': 13, 'embedding_root_imag': 0.0, 'embedding_root_real': 35.98087295634737, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599795142693, 'label': '37.10.a.b.1.13', 'level': 37, 'weight': 10}
• 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

  
  {'ALdims': [13, 14], 'Nk2': 3700, 'analytic_conductor': 19.056325938063306, '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': [37, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 27, 'dim': 27, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772197, 'hecke_orbit_dims': [13, 14], 'label': '37.10.a', 'level': 37, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [37], 'level_radical': 37, 'mf_dim': 29, 'mf_new_dim': 27, 'num_forms': 2, 'plus_dim': 13, 'prim_orbit_index': 1, 'relative_dim': 27, 'sturm_bound': 31, 'trace_bound': 1, 'trace_display': [16, 146, 682, -5944], 'traces': [27, 16, 146, 6228, 682, -1026, -5944, 20652, 171029, 22398, -67502, 97302, 46042, 311258, 56172, 1005140, 2334, -1232886, 96250, 1781624, 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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

  
  
  • id: 34458139
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 14, 'source_embedding_index': 13, 'source_hecke_orbit_code': 4503599795142693, 'source_is_minimal': True, 'source_label': '37.10.a.b.1.13', 'source_level': 37, 'target_conrey_index': 1, 'target_dim': 14, 'target_embedding_index': 13, 'target_hecke_orbit_code': 4503599795142693, 'target_is_minimal': True, 'target_label': '37.10.a.b.1.13', 'target_level': 37, 'twist_class_label': '37.10.a.b.1.13', 'twist_class_level': 37, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 34458140
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 14, 'source_embedding_index': 13, 'source_hecke_orbit_code': 4503599795142693, 'source_is_minimal': True, 'source_label': '37.10.a.b.1.13', 'source_level': 37, 'target_conrey_index': 1, 'target_dim': 14, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510799049883981, 'target_is_minimal': False, 'target_label': '333.10.a.d.1.2', 'target_level': 333, 'twist_class_label': '37.10.a.b.1.13', 'twist_class_level': 37, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 132800
    {'charpoly_factorization': [[[568495473573888000, -176677738293657600, -24181060984012800, 9027074584055808, 67329710771712, -79675884475776, 975388618368, 243382150320, -4189665448, -332017740, 6347950, 207486, -4181, -48, 1], 1]], 'hecke_orbit_code': 4503599795142693, 'p': 2}
  • id: 132801
    {'charpoly_factorization': [[[-149665129041691871092764432, -50833411554658911376381416, -793878956922068843695137, 733676854322678222226231, 7402707351317887412859, -363907169907314229864, -1579459590744378165, 51540619988686113, 29108042908128, -2639321502315, 2966997881, 54923248, -109935, -397, 1], 1]], 'hecke_orbit_code': 4503599795142693, 'p': 3}
  • id: 132802
    {'charpoly_factorization': [[[296932573649917968514766889411317760000000, 17919502527788114217779143932581376000000, -91339882702350382797342268004841600000, 62684282586182497572345943936320000, 324541841388673720623740041632000, -530293658416719788989205647200, -105528647583303984872539020, 574501969084149923339640, -107982539440583137471, -241183006354741929, 71205715645070, 43707454155, -14625630, -2841, 1], 1]], 'hecke_orbit_code': 4503599795142693, 'p': 5}
  • id: 132803
    {'charpoly_factorization': [[[-335256312086435348988238886306759643266781421568, -1591648036382137041603581314152890437813575168, 5141556773344905651866126101164252670316096, 1119199890608589391795629695372476316128, -4973428464578515353736800368780058976, -251475267155785848548230502149512, 1676245604832771151317589082296, 66695738558607497936040374, -229796046495441427138739, -14417262094413652572, 10846072586165023, 691383472054, -175254661, -6632, 1], 1]], 'hecke_orbit_code': 4503599795142693, 'p': 7}
  • id: 132804
    {'charpoly_factorization': [[[-246262849345051032349978961351894199129743942793898749957221040, -229141167807000256853389036803443721186105279572175269923368, -72807987157748867489172901320847915538302997377863872595, -9601480694078107605505436124081255660815857998962157, -439794059268873972423530772099547164209377213605, 5366567031121107907929267136342120102870800, 705752033721829554208302527192171848017, 2678247101350382944546578881966229, -415537426120464353178522852118, -2503807056523451735377875, 121096817963527877741, 591309966783576, -17526772353, -44949, 1], 1]], 'hecke_orbit_code': 4503599795142693, 'p': 11}
  • id: 132805
    {'charpoly_factorization': [[[172284917471216353094266798897032386404623720263270858326341575114752, 25054356889885965074216739858279462971100050769087882804687831040, 887134002583000346878152565267208024059738332297785369666560, -12723051538463704970040655634214308180492089436160624640, -827082454471724563452191809930156482401747063244416, 1337803349902132722270557655683686113117029760, 268949571177579873416499942886239727873204, 142565564168944928383795898577529280, -38845128712159211888924730283607, -35898105847349840999241993, 2669997829482677746070, 2115833899734891, -84938115414, -38913, 1], 1]], 'hecke_orbit_code': 4503599795142693, 'p': 13}
  • id: 132806
    {'charpoly_factorization': [[[-185635833251541398709091742764446634455639503124449164283264206992738336768, 6176429074025943441617929320122536601799507473310647576662955250106368, -33958825229335801081141553787009537523015636651199736305165488128, -819243692854939428175754063827650963009728908154408148590592, 9994543372521707717269685063889730668826502596464681984, 674203303881449491302920024867525576792656896, -431161581811949370841952853671189085507052800, 1213771350088978868148121839042715646976, 6685427171127597984252769221532352, -30625196061917467825058586432, -31570836058765280807536, 282410791674209568, -119553298068, -893196, 1], 1]], 'hecke_orbit_code': 4503599795142693, 'p': 17}
  • id: 132807
    {'charpoly_factorization': [[[-37195030298661338971541937473352459275717553080457716186833236343709908336640, 7781932454413429039066842166892644040109956194635897790382088581768790016, -406973034420909041431226770173180217828553052249837289285864247357440, -163139453825919808022037399318742522040589779663085553476239360, 19404798929651694964988526210561812564387569864976433424384, -27601719362264878235481248107119611636751750217479168, -230564825314340586055311298738664418069585363200, 561197159701176741998032389568428905498624, 513717168016480214653320873534638848, -2201987284058062388763738570432, 234609928841276221967216, 3158714695609160320, -1495392465496, -1532124, 1], 1]], 'hecke_orbit_code': 4503599795142693, 'p': 19}
  • id: 132808
    {'charpoly_factorization': [[[-365926518104778457464223594647168018859452685763763804235442846788920834551541086208, 887883185229162281455463481860962997208727434458893751993736792992092771076352, 6881939728780045447844880452270101731240197700450700088726228675122567488, -27030827273323050313758718698827414918068576052689925228911279837248, 9968347765334591916969473668875341576241806268172505454880560, 70654049267071435999503884247257510703286943564023510368, -77601323955388425477506872243272895919524121944692, -51065302120078826172869377365366523742268420, 106600828262419504330503900623532409061, -10547552800934500651189008332265, -52969009706022191378752402, 23034883590481231911, 6460381951242, -5911773, 1], 1]], 'hecke_orbit_code': 4503599795142693, 'p': 23}
  • id: 132809
    {'charpoly_factorization': [[[-18710347903884561456256468301476864513412044988527690106807109128074445161694772392759040, 43733337306647367731241857035038963784110805118031034865321300412774546573798582528, 29350794858844182941757445076751627035191319269033073487077248688453230126080, -146690096545042000457439558679354924416779464495697780645215785237347712, 88974894959560516506663938657968860363944741855103203189651482656, 56585448859146369801555596579223386767696423182075201130752, -68103000124780798065474179248421417451024268449974592, 6284912686586700074410588381339528031176872744, 12819214751839843385207101758923152608197, -3901849849192300449270982236924105, -560811343885837466557832310, 354645727821528538611, -17493715596926, -8764377, 1], 1]], 'hecke_orbit_code': 4503599795142693, 'p': 29}
  • id: 132810
    {'charpoly_factorization': [[[-873692981056648941973104709664646902559914850558464609074497280209178779164115727689664692224, -1727809220848773636626547746415711537523249170003762894541329618350194797081108664205312, -235344650002987602325079253331221945063063480864608250276718659397872045793685504, 807093286060320607869038933466669044185703080560469123308668759776987513856, 48602388204225480130400702232345625564928013092952645744865110088960, -113377920127080080987382128555611378274055015947686355849603904, -763618481054302989857909550520566871425382934519556368, 6891618160535084731634159715202269413241435418892, -197062009945198147742896851856686837349253, -198701636720379695062930305147793827, 10189654778980084413704716688, 2652443390037338978889, -174894617326392, -13188927, 1], 1]], 'hecke_orbit_code': 4503599795142693, 'p': 31}
  • id: 132811
    {'charpoly_factorization': [[[-1874161, 1], 14]], 'hecke_orbit_code': 4503599795142693, 'p': 37}
  • id: 132812
    {'charpoly_factorization': [[[10332153427367455018375284046006091708438447864711785382044836983521432557733432922173330850210954460, -19693611401930212015921207254326483259578448111350867138267728154366147551843124399253607968, -900376824962194468831013683466660982317684251483057988082686060718605875836334278219801, 74675908310418667824451154646802000064016415660749829546500893996752776675519747, 15336385258597991092240502431748049756581459508390509986530638870627257179, -1944976661378023767300748573792137533201796911938490289092685257604, -49207625838140714465879460729287555608945083742768901274585, 14003984510163583138271535520692132943130752964272161, -192526395942268587205729317695039247165993144, -40079111596094635635718515156570498411, 1167236797469418036111695428677, 49591600259036742973188, -1888666687184115, -22153785, 1], 1]], 'hecke_orbit_code': 4503599795142693, 'p': 41}
  • id: 132813
    {'charpoly_factorization': [[[9609293324329814514462974436458257285394892773767034415688145767162571225065393296570514699448221696, -8270171184075973875332542347040292122345110297182076857995382438002410244837925482368302317568, 803199085850201161575943718981941045891520922953118329707893630553468208470046917263360, 278289275167595536202448830470228714136083872576774903098589188725553528685199360, -25964203675457630179485008085016114633845901809096086870174392269854638080, -2965924030697939299918545491076325077741792147948062551347110178816, 282117137358241874612142871007949742155631697498928498156544, 12460554538903677087059054437371336592295394994696448, -1329533405370663323016179733031390999439628224, -20402037331342516846284388742187016608, 2843628555676252926273011378912, 12216230260321819239416, -2779721118429592, -1779790, 1], 1]], 'hecke_orbit_code': 4503599795142693, 'p': 43}
  • id: 132814
    {'charpoly_factorization': [[[649082793536754855049632425971268934850062236892544047405534633376648987067537921997962589758251008, -1244950731557208401998133026269830144223985726505232049410622378396494980822455080946559470080, -5320119141982951344934633195816387088924798497373296485710698292933861332197145789391808, -2214416225226406995890549481652107414537807655977947737796083337587514309130275232, -226448480067772212168213194961596747461649959859393022032044264006510499424, 13819081966982763399149974292348598910337093878740923317705817446680, 2739342069233258212418996807373995242872324881216337980540856, 21745712919293215037791288665479654388753925826309646, -7970174594503220625437097146316204240201699355, -138987343367423278690751647134821743212, 9150403368104959511975025925775, 139885233443403827017134, -4825886019695629, -40080072, 1], 1]], 'hecke_orbit_code': 4503599795142693, 'p': 47}
  • id: 132815
    {'charpoly_factorization': [[[-887348905584655112784736368322081277801058827616485651681540618564993447988882737340381495242161794964224, -826000397859239623061662148819685489389767984910147818503651741959449163927049528371046420061607424, -63733232537953873145014694991266358013603162555450342002878740812916844290552741006954602240, 2294380578399975407612870772971208895744254090140242391265682299313233403575407592192, 346832488971149930985713434217264589692077084128812911749990854041153171005984, 6275845541002633160666824328538979735931283146289726947810379141567552, -316841810344948390981848415486654304091166501115381826896207904, -10733518827007618828789477661287283454851215712569659792, 73574141824029959878579748583823946591157658577, 5698191435844102729566098903273104032474, 18243864957308993054473213701007, -1268262963168543676929636, -9501157273628993, 102088122, 1], 1]], 'hecke_orbit_code': 4503599795142693, 'p': 53}
  • id: 132816
    {'charpoly_factorization': [[[-444297316723463032162037333147945690050106979481874182898545231974993058008857666148921733210951777423196160, 8393364658901081130634736062263439322137425913398420549947402405389460527053145900615078063204466688, 5409480519458940365773712968211302711955661083005777257276486095424649776094359992047382298624, -29406092833540569082495283894846565196179567133559452005535415809452217726047838863360, -17064922452612298527183810394349771285366731034023953310079651960619023070314496, 45984762033230533555208321655713984775706375643578578598206537892478976, 15865785400276783624093577324903258736820513160451726023647414272, -4576412950895273641095926369131056413511063474918940416, -5790243278748217612931629053944187451968933652800, -8659061686423300756214624445303617223648, 854758747621924268413349247790656, 1600938489080623773231432, -50442229759438224, -56191266, 1], 1]], 'hecke_orbit_code': 4503599795142693, 'p': 59}
  • id: 132817
    {'charpoly_factorization': [[[44822154531942044210616078110627472482701146781594211745767582808761631411412430536649643197104667979787141120, 6105996147812131799982311250554555077704400699972254172380295895322752502809890731966445292827102183424, -183974959166913022356856282943542863162195468576412678594688506390476995515695821783991745624064, -22682422676252160222460766850869547497684847196314660031503593165572882422480955070530560, 59680119415186178154117670864893475244563871729371559443035384601938778597056, 18142298931828640433863982347096444864952233881125330321288123296128146688, 74776552232408884346806932985489517777805030936895004711205225364, -4502011443205536638044964986934182138513882296378390794488, -21821454635932882327750088312179557043076234421491, 423150396377769851164846380048642669019533, 2229216970970746066833213691798314, -15126293957798390210171535, -82992177768902570, 178507397, 1], 1]], 'hecke_orbit_code': 4503599795142693, 'p': 61}
  • id: 132818
    {'charpoly_factorization': [[[-39782500731546230778148774505476487627567937686212196210939498974336578802461507578089920919501997103648725467136, -8115686427758419492868055052163768388071478073008028183692195033008326811439737121454370830579932003696640, -168354500200510280291455227234366642039216042986081997085214726824557849484659405470683453633282048, 26324401453014513269443585442107282788655474330909710316287959527981907930294111777514991616, 12872334884050055078065318555931559350116364396225122607956958474227948788788733440, -4214153962433239266799159190717638570314109183439513144230276629510483035904, 5767116962945938587590040592201261377845038819367352249315151485376, 245365638713754288145799158647036181125955803499852987287248, -577636485662251333383113818623177229470024872306771, -6270937555667387927210980947561390752743083, 18261741761464701995316379825661430, 70820968561299711637888021, -230356218873477426, -287062499, 1], 1]], 'hecke_orbit_code': 4503599795142693, 'p': 67}
  • id: 132819
    {'charpoly_factorization': [[[36896010375910672556725252740131462743727713304168495992960227390926798814333980067285609610172428796875776000, 183711427970895477593613381111747063835146968851177559171185355487257868975313653104884285692228909734400, 37174181228925389851537146562168110428203369579760371246589830079154076773839852448393776946811200, 2037543444885065106966802139100135747279572262207585989894485167860004097933167878150834112, 936341074913097338415595284417076399499808183726469258975319081497192896115100208, -1417630150590114050594038015684060855436560241410246957833963434214511600800, -2905636227426447849203574774853638725979103261347705817781723002404, 294932761477132765551554849095135930256093772433808951477628, -947955474817871451864587915486597537912105178372475, -8124975097595605501365387108233216199945486, 31188989149841032328141954404985539, 74964063950612743870664904, -312216120973176341, -224382678, 1], 1]], 'hecke_orbit_code': 4503599795142693, 'p': 71}
  • id: 132820
    {'charpoly_factorization': [[[5645867937110362484640112128595359140149586683110097232726984544521490377524222148120084931862998175500987044357740, -492121433986110188007437712332549624942559719724787838875000634005000545284266301099122073916055175561486472, -19767402979936247977386828665454122461150555471770168018576279713388052631626220304266898276100826861, 404061463167312093202571836975734637681139675447532260429088738467733155599896426182259423661, 543379207728534877766160405640042234546401882518046247814673625117223418590399080671, -35349709314810392155749194628718074579506381802573554477620996872901460011572, 58444508588561589316231823679090892418826121148325750485851626751375, 1181941744958844692450996909292814056831886813779838617671951, -3169260365098149816724570735799423267248771357363532, -17811606904285922900364089498615202178800501, 56367776913513350279822212165350025, 116959018434265956296468460, -403959475558558219, -271440727, 1], 1]], 'hecke_orbit_code': 4503599795142693, 'p': 73}
  • id: 132821
    {'charpoly_factorization': [[[5552550743824510184708354312923488634111121243280250027258046853746082447344701093739927402664657487443368733346816000, 95414419078139243873212513922295090651912625969751712744603242440032594654439371632253622968895973555022060800, -3406438232718458852764832468790915570055024574281544221600865156084482245620735081150299847738913878720, 19335726605969129015306023996716982183167165670300434075890988847971619831658873436147450508096, 71443311122215165285880458354032399382578452321248552800559515525096844890039958133936, -815620993923621475560026235440949638063479398985204878850823701521574315138784, 261749642636864231359607728871102290398072461817762287832031895665740, 12173478645048713067327251570590122001316438222706769950335028, -17902842458962704208979145175932911541259567432099851, -85854369835835470231393126218987661113397301, 174613267844788312253748861186767126, 290479683823688314411916467, -692664007570464638, -379128625, 1], 1]], 'hecke_orbit_code': 4503599795142693, 'p': 79}
  • id: 132822
    {'charpoly_factorization': [[[1542190502382920894524344852263365219595351364639186961804097468997588052770811567853188867110026376023991965673652224, -47035947024948974930585012576089454595941911698123290225547040607164663850422688210016901643012775426040184832, -1226319538728165981224025796546341209500762155051708972591596022346151609119182922397459826898840522752, 1975622646509885363555482957257956562085050804088389830128649395291007600754038051455263965184, 110795413875467399600220188119914007564179812340430323605290557378821292323500620257280, -3093713404485208880788451164924366316645023705763607418580766718588101347328, -3781991831563973952946683213006673964046818671712121224931156077988624, 1486545957375124930694761843616545826048124826092137651598060, 58019295341017514943743415877684171352390299867107017, -68103697433109429046505494643199207946634334, -362130874855003665529494593860315361, 738225598688778255752895096, 337514063236546855, -1664083206, 1], 1]], 'hecke_orbit_code': 4503599795142693, 'p': 83}
  • id: 132823
    {'charpoly_factorization': [[[-3110722904766904718728923100153257089807390030434715216023170787780027761402396131456537754238027842602959197714540134400, -48116783673579005812736765733400087586505128067258875866635566327874115507484164911500935564042354778285385449472, 1037077463409479407051310713816924338992325839142425259958926846500943053784088806406635073389163203133440, -263152487379441212595796945809496091938259668378556419833109358341521835889391635640902624624640, -33455530028676108074317063447753099579333184299293181636211358255783637976532013915791360, 94800405582437406852659540642361706852817936564335319118589873139013478074584064, 166424366183460265414112845063177843529256623853857157305154599065066752, -1066400135830535081676668428501161547388273343165405157450343424, 1123223185923891070113218237999827828116624742017327104, 1675323525895327580777956790416321829080644480, -4335036309052922130573621102009114976, 1782672226906423504036829568, 2885345943768466880, -3293434692, 1], 1]], 'hecke_orbit_code': 4503599795142693, 'p': 89}
  • id: 132824
    {'charpoly_factorization': [[[-12212175629477134496785064611474502649651545352703360941539248022619730140157585782595612152792972097369981239920397941473280, 247546901082614815813291951367028769839734011176802337006315577266042957506527220928493767512937973852447530102554624, -228349460536981825045455282826594299331216607654072237838603297015046747566833982389642526904184447165923328, -7496160785583952240773458726615766672328061942718221284526458977056709337843527618798052094015832064, 24911586363603230865598126848529049353988833965921722978116519744295762883117482309381976064, -13320906397809017619519240402430197367275480229587151052351112225416755250916937728, -42757104010178626543858045942669117204850368419235436141833908047978907392, 52490320121682344768435772632004599214213516572743098967118766080, 17534536597865627366639902699847866376287784199104377600, -48801152245953331251759696904842351779237477376, 6465976322762123672143945107800311520, 18175603752077391527359981824, -5822572879912449600, -2385468336, 1], 1]], 'hecke_orbit_code': 4503599795142693, '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': '37.10.a.b', 'level': 37, 'portrait': 'data:image/png;base64,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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19690884
    {'hecke_orbit_code': 4503599795142693, 'n': 1, 'trace_an': 14}
  • id: 19690885
    {'hecke_orbit_code': 4503599795142693, 'n': 2, 'trace_an': 48}
  • id: 19690886
    {'hecke_orbit_code': 4503599795142693, 'n': 3, 'trace_an': 397}
  • id: 19690887
    {'hecke_orbit_code': 4503599795142693, 'n': 4, 'trace_an': 3498}
  • id: 19690888
    {'hecke_orbit_code': 4503599795142693, 'n': 5, 'trace_an': 2841}
  • id: 19690889
    {'hecke_orbit_code': 4503599795142693, 'n': 6, 'trace_an': 3375}
  • id: 19690890
    {'hecke_orbit_code': 4503599795142693, 'n': 7, 'trace_an': 6632}
  • id: 19690891
    {'hecke_orbit_code': 4503599795142693, 'n': 8, 'trace_an': 41046}
  • id: 19690892
    {'hecke_orbit_code': 4503599795142693, 'n': 9, 'trace_an': 101917}
  • id: 19690893
    {'hecke_orbit_code': 4503599795142693, 'n': 10, 'trace_an': 129003}
  • id: 19690894
    {'hecke_orbit_code': 4503599795142693, 'n': 11, 'trace_an': 44949}
  • id: 19690895
    {'hecke_orbit_code': 4503599795142693, 'n': 12, 'trace_an': -123661}
  • id: 19690896
    {'hecke_orbit_code': 4503599795142693, 'n': 13, 'trace_an': 38913}
  • id: 19690897
    {'hecke_orbit_code': 4503599795142693, 'n': 14, 'trace_an': 16434}
  • id: 19690898
    {'hecke_orbit_code': 4503599795142693, 'n': 15, 'trace_an': 119816}
  • id: 19690899
    {'hecke_orbit_code': 4503599795142693, 'n': 16, 'trace_an': 859962}
  • id: 19690900
    {'hecke_orbit_code': 4503599795142693, 'n': 17, 'trace_an': 893196}
  • id: 19690901
    {'hecke_orbit_code': 4503599795142693, 'n': 18, 'trace_an': 1833339}
  • id: 19690902
    {'hecke_orbit_code': 4503599795142693, 'n': 19, 'trace_an': 1532124}
  • id: 19690903
    {'hecke_orbit_code': 4503599795142693, 'n': 20, 'trace_an': 4974963}
  • id: 19690904
    {'hecke_orbit_code': 4503599795142693, 'n': 21, 'trace_an': 1851132}
  • id: 19690905
    {'hecke_orbit_code': 4503599795142693, 'n': 22, 'trace_an': 3195323}
  • id: 19690906
    {'hecke_orbit_code': 4503599795142693, 'n': 23, 'trace_an': 5911773}
  • id: 19690907
    {'hecke_orbit_code': 4503599795142693, 'n': 24, 'trace_an': 7885413}
  • id: 19690908
    {'hecke_orbit_code': 4503599795142693, 'n': 25, 'trace_an': 9978791}
  • id: 19690909
    {'hecke_orbit_code': 4503599795142693, 'n': 26, 'trace_an': 10634475}
  • id: 19690910
    {'hecke_orbit_code': 4503599795142693, 'n': 27, 'trace_an': 13105312}
  • id: 19690911
    {'hecke_orbit_code': 4503599795142693, 'n': 28, 'trace_an': 9469678}
  • id: 19690912
    {'hecke_orbit_code': 4503599795142693, 'n': 29, 'trace_an': 8764377}
  • id: 19690913
    {'hecke_orbit_code': 4503599795142693, 'n': 30, 'trace_an': 21804216}
  • id: 19690914
    {'hecke_orbit_code': 4503599795142693, 'n': 31, 'trace_an': 13188927}
  • id: 19690915
    {'hecke_orbit_code': 4503599795142693, 'n': 32, 'trace_an': 23982750}
  • id: 19690916
    {'hecke_orbit_code': 4503599795142693, 'n': 33, 'trace_an': 9398618}
  • id: 19690917
    {'hecke_orbit_code': 4503599795142693, 'n': 34, 'trace_an': 29914960}
  • id: 19690918
    {'hecke_orbit_code': 4503599795142693, 'n': 35, 'trace_an': 29633556}
  • id: 19690919
    {'hecke_orbit_code': 4503599795142693, 'n': 36, 'trace_an': 24297333}
  • id: 19690920
    {'hecke_orbit_code': 4503599795142693, 'n': 37, 'trace_an': 26238254}
  • id: 19690921
    {'hecke_orbit_code': 4503599795142693, 'n': 38, 'trace_an': 23342796}
  • id: 19690922
    {'hecke_orbit_code': 4503599795142693, 'n': 39, 'trace_an': 40855861}
  • id: 19690923
    {'hecke_orbit_code': 4503599795142693, 'n': 40, 'trace_an': 42889049}
  • id: 19690924
    {'hecke_orbit_code': 4503599795142693, 'n': 41, 'trace_an': 22153785}
  • id: 19690925
    {'hecke_orbit_code': 4503599795142693, 'n': 42, 'trace_an': 6999662}
  • id: 19690926
    {'hecke_orbit_code': 4503599795142693, 'n': 43, 'trace_an': 1779790}
  • id: 19690927
    {'hecke_orbit_code': 4503599795142693, 'n': 44, 'trace_an': -83674089}
  • id: 19690928
    {'hecke_orbit_code': 4503599795142693, 'n': 45, 'trace_an': -45101798}
  • id: 19690929
    {'hecke_orbit_code': 4503599795142693, 'n': 46, 'trace_an': -23239663}
  • id: 19690930
    {'hecke_orbit_code': 4503599795142693, 'n': 47, 'trace_an': 40080072}
  • id: 19690931
    {'hecke_orbit_code': 4503599795142693, 'n': 48, 'trace_an': -141884869}
  • id: 19690932
    {'hecke_orbit_code': 4503599795142693, 'n': 49, 'trace_an': -170457752}
  • id: 19690933
    {'hecke_orbit_code': 4503599795142693, 'n': 50, 'trace_an': -89214633}
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    {'hecke_orbit_code': 4503599795142693, 'n': 52, 'trace_an': -276889277}
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    {'hecke_orbit_code': 4503599795142693, 'n': 53, 'trace_an': -102088122}
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    {'hecke_orbit_code': 4503599795142693, 'n': 54, 'trace_an': -356745582}
  • id: 19690938
    {'hecke_orbit_code': 4503599795142693, 'n': 55, 'trace_an': -206797385}
  • id: 19690939
    {'hecke_orbit_code': 4503599795142693, 'n': 56, 'trace_an': -294922194}
  • id: 19690940
    {'hecke_orbit_code': 4503599795142693, 'n': 57, 'trace_an': -141710762}
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    {'hecke_orbit_code': 4503599795142693, 'n': 58, 'trace_an': -527059089}
  • id: 19690942
    {'hecke_orbit_code': 4503599795142693, 'n': 59, 'trace_an': 56191266}
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    {'hecke_orbit_code': 4503599795142693, 'n': 60, 'trace_an': -283393416}
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    {'hecke_orbit_code': 4503599795142693, 'n': 61, 'trace_an': -178507397}
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    {'hecke_orbit_code': 4503599795142693, 'n': 62, 'trace_an': -27353505}
  • id: 19690946
    {'hecke_orbit_code': 4503599795142693, 'n': 63, 'trace_an': -291948734}
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    {'hecke_orbit_code': 4503599795142693, 'n': 64, 'trace_an': -242330062}
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    {'hecke_orbit_code': 4503599795142693, 'n': 65, 'trace_an': -174258810}
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    {'hecke_orbit_code': 4503599795142693, 'n': 66, 'trace_an': -1153895008}
  • id: 19690950
    {'hecke_orbit_code': 4503599795142693, 'n': 67, 'trace_an': 287062499}
  • id: 19690951
    {'hecke_orbit_code': 4503599795142693, 'n': 68, 'trace_an': 308827572}
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    {'hecke_orbit_code': 4503599795142693, 'n': 69, 'trace_an': -80094823}
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    {'hecke_orbit_code': 4503599795142693, 'n': 70, 'trace_an': -672888452}
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    {'hecke_orbit_code': 4503599795142693, 'n': 71, 'trace_an': 224382678}
  • id: 19690955
    {'hecke_orbit_code': 4503599795142693, 'n': 72, 'trace_an': 105778731}
  • id: 19690956
    {'hecke_orbit_code': 4503599795142693, 'n': 73, 'trace_an': 271440727}
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    {'hecke_orbit_code': 4503599795142693, 'n': 74, 'trace_an': 89959728}
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    {'hecke_orbit_code': 4503599795142693, 'n': 75, 'trace_an': 1017561832}
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    {'hecke_orbit_code': 4503599795142693, 'n': 76, 'trace_an': -229522980}
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    {'hecke_orbit_code': 4503599795142693, 'n': 77, 'trace_an': 671279994}
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    {'hecke_orbit_code': 4503599795142693, 'n': 78, 'trace_an': -119785879}
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    {'hecke_orbit_code': 4503599795142693, 'n': 79, 'trace_an': 379128625}
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    {'hecke_orbit_code': 4503599795142693, 'n': 80, 'trace_an': 1999017183}
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    {'hecke_orbit_code': 4503599795142693, 'n': 81, 'trace_an': 2367007018}
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    {'hecke_orbit_code': 4503599795142693, 'n': 82, 'trace_an': 551153781}
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    {'hecke_orbit_code': 4503599795142693, 'n': 83, 'trace_an': 1664083206}
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    {'hecke_orbit_code': 4503599795142693, 'n': 84, 'trace_an': 1344035042}
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    {'hecke_orbit_code': 4503599795142693, 'n': 85, 'trace_an': 1982056546}
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    {'hecke_orbit_code': 4503599795142693, 'n': 86, 'trace_an': 520253082}
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    {'hecke_orbit_code': 4503599795142693, 'n': 87, 'trace_an': 3606452357}
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    {'hecke_orbit_code': 4503599795142693, 'n': 88, 'trace_an': 684092585}
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    {'hecke_orbit_code': 4503599795142693, 'n': 89, 'trace_an': 3293434692}
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    {'hecke_orbit_code': 4503599795142693, 'n': 90, 'trace_an': 892602798}
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    {'hecke_orbit_code': 4503599795142693, 'n': 91, 'trace_an': 1715813946}
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    {'hecke_orbit_code': 4503599795142693, 'n': 92, 'trace_an': 3729310881}
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    {'hecke_orbit_code': 4503599795142693, 'n': 93, 'trace_an': 2573139250}
  • id: 19690977
    {'hecke_orbit_code': 4503599795142693, 'n': 94, 'trace_an': 998499458}
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    {'hecke_orbit_code': 4503599795142693, 'n': 95, 'trace_an': 878402766}
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    {'hecke_orbit_code': 4503599795142693, 'n': 96, 'trace_an': -1221963827}
  • id: 19690980
    {'hecke_orbit_code': 4503599795142693, 'n': 97, 'trace_an': 2385468336}
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    {'hecke_orbit_code': 4503599795142693, 'n': 98, 'trace_an': -3234447132}
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    {'hecke_orbit_code': 4503599795142693, 'n': 99, 'trace_an': 4029218638}
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    {'hecke_orbit_code': 4503599795142693, 'n': 100, 'trace_an': -1903141967}
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    {'hecke_orbit_code': 4503599795142693, 'n': 101, 'trace_an': -622829574}
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    {'hecke_orbit_code': 4503599795142693, 'n': 103, 'trace_an': -534688905}
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    {'hecke_orbit_code': 4503599795142693, 'n': 107, 'trace_an': 627768141}
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    {'hecke_orbit_code': 4503599795142693, 'n': 109, 'trace_an': 5073463676}
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    {'hecke_orbit_code': 4503599795142693, 'n': 113, 'trace_an': -193632240}
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    {'hecke_orbit_code': 4503599795142693, 'n': 121, 'trace_an': 4062689633}
  • id: 19690990
    {'hecke_orbit_code': 4503599795142693, 'n': 125, 'trace_an': 5364735096}
  • id: 19690991
    {'hecke_orbit_code': 4503599795142693, 'n': 127, 'trace_an': 5051324162}
  • id: 19690992
    {'hecke_orbit_code': 4503599795142693, 'n': 128, 'trace_an': -8613548034}
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    {'hecke_orbit_code': 4503599795142693, 'n': 131, 'trace_an': 7564073190}
  • id: 19690994
    {'hecke_orbit_code': 4503599795142693, 'n': 137, 'trace_an': -411814779}
  • id: 19690995
    {'hecke_orbit_code': 4503599795142693, 'n': 139, 'trace_an': 291258103}
  • id: 19690996
    {'hecke_orbit_code': 4503599795142693, 'n': 149, 'trace_an': 5188311180}
  • id: 19690997
    {'hecke_orbit_code': 4503599795142693, 'n': 151, 'trace_an': 11539122190}
  • id: 19690998
    {'hecke_orbit_code': 4503599795142693, 'n': 157, 'trace_an': 26554208238}
  • id: 19690999
    {'hecke_orbit_code': 4503599795142693, 'n': 163, 'trace_an': 20149904160}
  • id: 19691000
    {'hecke_orbit_code': 4503599795142693, 'n': 167, 'trace_an': 42148951455}
  • id: 19691001
    {'hecke_orbit_code': 4503599795142693, 'n': 169, 'trace_an': 22927461175}
  • id: 19691002
    {'hecke_orbit_code': 4503599795142693, 'n': 173, 'trace_an': 28189013154}
  • id: 19691003
    {'hecke_orbit_code': 4503599795142693, 'n': 179, 'trace_an': -14183004774}
  • id: 19691004
    {'hecke_orbit_code': 4503599795142693, 'n': 181, 'trace_an': -49948397422}
  • id: 19691005
    {'hecke_orbit_code': 4503599795142693, 'n': 191, 'trace_an': 3570429603}
  • id: 19691006
    {'hecke_orbit_code': 4503599795142693, 'n': 193, 'trace_an': -73022855748}
  • id: 19691007
    {'hecke_orbit_code': 4503599795142693, 'n': 197, 'trace_an': 37493381466}
  • id: 19691008
    {'hecke_orbit_code': 4503599795142693, 'n': 199, 'trace_an': -107663389584}
  • id: 19691009
    {'hecke_orbit_code': 4503599795142693, 'n': 211, 'trace_an': -86108934737}
  • id: 19691010
    {'hecke_orbit_code': 4503599795142693, 'n': 223, 'trace_an': -211145990272}
  • id: 19691011
    {'hecke_orbit_code': 4503599795142693, 'n': 227, 'trace_an': 165232775922}
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    {'hecke_orbit_code': 4503599795142693, 'n': 229, 'trace_an': -190947122116}
  • id: 19691013
    {'hecke_orbit_code': 4503599795142693, 'n': 233, 'trace_an': 34127459157}
  • id: 19691014
    {'hecke_orbit_code': 4503599795142693, 'n': 239, 'trace_an': 54872207343}
  • id: 19691015
    {'hecke_orbit_code': 4503599795142693, 'n': 241, 'trace_an': -204961028640}
  • id: 19691016
    {'hecke_orbit_code': 4503599795142693, 'n': 243, 'trace_an': 279781805338}
  • id: 19691017
    {'hecke_orbit_code': 4503599795142693, 'n': 251, 'trace_an': 199270776360}
  • id: 19691018
    {'hecke_orbit_code': 4503599795142693, 'n': 256, 'trace_an': -77281447134}
  • id: 19691019
    {'hecke_orbit_code': 4503599795142693, 'n': 257, 'trace_an': -64897301124}
  • id: 19691020
    {'hecke_orbit_code': 4503599795142693, 'n': 263, 'trace_an': 181330391316}
  • id: 19691021
    {'hecke_orbit_code': 4503599795142693, 'n': 269, 'trace_an': 58541461764}
  • id: 19691022
    {'hecke_orbit_code': 4503599795142693, 'n': 271, 'trace_an': 204606932506}
  • id: 19691023
    {'hecke_orbit_code': 4503599795142693, 'n': 277, 'trace_an': -28007033447}
  • id: 19691024
    {'hecke_orbit_code': 4503599795142693, 'n': 281, 'trace_an': 46753644996}
  • id: 19691025
    {'hecke_orbit_code': 4503599795142693, 'n': 283, 'trace_an': 332191049414}
  • id: 19691026
    {'hecke_orbit_code': 4503599795142693, 'n': 289, 'trace_an': -623324580406}
  • id: 19691027
    {'hecke_orbit_code': 4503599795142693, 'n': 293, 'trace_an': -271407047850}
  • id: 19691028
    {'hecke_orbit_code': 4503599795142693, 'n': 307, 'trace_an': -463130673}
  • id: 19691029
    {'hecke_orbit_code': 4503599795142693, 'n': 311, 'trace_an': 1130038548909}
  • id: 19691030
    {'hecke_orbit_code': 4503599795142693, 'n': 313, 'trace_an': -767109140766}
  • id: 19691031
    {'hecke_orbit_code': 4503599795142693, 'n': 317, 'trace_an': -348001750740}
  • id: 19691032
    {'hecke_orbit_code': 4503599795142693, 'n': 331, 'trace_an': -53791573964}
  • id: 19691033
    {'hecke_orbit_code': 4503599795142693, 'n': 337, 'trace_an': -388372826009}
  • id: 19691034
    {'hecke_orbit_code': 4503599795142693, 'n': 343, 'trace_an': 1169164143814}
  • id: 19691035
    {'hecke_orbit_code': 4503599795142693, 'n': 347, 'trace_an': 1316489742906}
  • id: 19691036
    {'hecke_orbit_code': 4503599795142693, 'n': 349, 'trace_an': 474465400970}
  • id: 19691037
    {'hecke_orbit_code': 4503599795142693, 'n': 353, 'trace_an': 1712751150510}
  • id: 19691038
    {'hecke_orbit_code': 4503599795142693, 'n': 359, 'trace_an': 803189665170}
  • id: 19691039
    {'hecke_orbit_code': 4503599795142693, 'n': 361, 'trace_an': 820561113462}
  • id: 19691040
    {'hecke_orbit_code': 4503599795142693, 'n': 367, 'trace_an': 941044508002}
  • id: 19691041
    {'hecke_orbit_code': 4503599795142693, 'n': 373, 'trace_an': -487321103912}
  • id: 19691042
    {'hecke_orbit_code': 4503599795142693, 'n': 379, 'trace_an': 220747937903}
  • id: 19691043
    {'hecke_orbit_code': 4503599795142693, 'n': 383, 'trace_an': 932073252660}
  • id: 19691044
    {'hecke_orbit_code': 4503599795142693, 'n': 389, 'trace_an': -238668880215}
  • id: 19691045
    {'hecke_orbit_code': 4503599795142693, 'n': 397, 'trace_an': -1899551028892}
  • id: 19691046
    {'hecke_orbit_code': 4503599795142693, 'n': 401, 'trace_an': -2142064684050}
  • id: 19691047
    {'hecke_orbit_code': 4503599795142693, 'n': 409, 'trace_an': -1340568400478}
  • id: 19691048
    {'hecke_orbit_code': 4503599795142693, 'n': 419, 'trace_an': -656848356831}
  • id: 19691049
    {'hecke_orbit_code': 4503599795142693, 'n': 421, 'trace_an': -2392414440773}
  • id: 19691050
    {'hecke_orbit_code': 4503599795142693, 'n': 431, 'trace_an': 559129270920}
  • id: 19691051
    {'hecke_orbit_code': 4503599795142693, 'n': 433, 'trace_an': -2470987272793}
  • id: 19691052
    {'hecke_orbit_code': 4503599795142693, 'n': 439, 'trace_an': -1777284360359}
  • id: 19691053
    {'hecke_orbit_code': 4503599795142693, 'n': 443, 'trace_an': -655991806893}
  • id: 19691054
    {'hecke_orbit_code': 4503599795142693, 'n': 449, 'trace_an': -3984678179328}
  • id: 19691055
    {'hecke_orbit_code': 4503599795142693, 'n': 457, 'trace_an': -4733658559254}
  • id: 19691056
    {'hecke_orbit_code': 4503599795142693, 'n': 461, 'trace_an': -847799564976}
  • id: 19691057
    {'hecke_orbit_code': 4503599795142693, 'n': 463, 'trace_an': 5637033465305}
  • id: 19691058
    {'hecke_orbit_code': 4503599795142693, 'n': 467, 'trace_an': 1691495785080}
  • id: 19691059
    {'hecke_orbit_code': 4503599795142693, 'n': 479, 'trace_an': 2440551296199}
  • id: 19691060
    {'hecke_orbit_code': 4503599795142693, 'n': 487, 'trace_an': 455446641548}
  • id: 19691061
    {'hecke_orbit_code': 4503599795142693, 'n': 491, 'trace_an': 145947709467}
  • id: 19691062
    {'hecke_orbit_code': 4503599795142693, 'n': 499, 'trace_an': 1278038755106}
  • id: 19691063
    {'hecke_orbit_code': 4503599795142693, 'n': 503, 'trace_an': 1994878762089}
  • id: 19691064
    {'hecke_orbit_code': 4503599795142693, 'n': 509, 'trace_an': -7694955907896}
  • id: 19691065
    {'hecke_orbit_code': 4503599795142693, 'n': 512, 'trace_an': -4730437181442}
  • id: 19691066
    {'hecke_orbit_code': 4503599795142693, 'n': 521, 'trace_an': -1726254992418}
  • id: 19691067
    {'hecke_orbit_code': 4503599795142693, 'n': 523, 'trace_an': 415646863378}
  • id: 19691068
    {'hecke_orbit_code': 4503599795142693, 'n': 529, 'trace_an': -3187841159437}
  • id: 19691069
    {'hecke_orbit_code': 4503599795142693, 'n': 541, 'trace_an': -1044496596677}
  • id: 19691070
    {'hecke_orbit_code': 4503599795142693, 'n': 547, 'trace_an': 4314920107794}
  • id: 19691071
    {'hecke_orbit_code': 4503599795142693, 'n': 557, 'trace_an': -7469198781921}
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    {'hecke_orbit_code': 4503599795142693, 'n': 563, 'trace_an': 8325078795588}
  • id: 19691073
    {'hecke_orbit_code': 4503599795142693, 'n': 569, 'trace_an': -8207030845956}
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    {'hecke_orbit_code': 4503599795142693, 'n': 571, 'trace_an': 6662870489929}
  • id: 19691075
    {'hecke_orbit_code': 4503599795142693, 'n': 577, 'trace_an': -2954904678298}
  • id: 19691076
    {'hecke_orbit_code': 4503599795142693, 'n': 587, 'trace_an': 149512676352}
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    {'hecke_orbit_code': 4503599795142693, 'n': 593, 'trace_an': 10185131109771}
  • id: 19691078
    {'hecke_orbit_code': 4503599795142693, 'n': 599, 'trace_an': -5119882575126}
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    {'hecke_orbit_code': 4503599795142693, 'n': 601, 'trace_an': 4409494209361}
  • id: 19691080
    {'hecke_orbit_code': 4503599795142693, 'n': 607, 'trace_an': 16636655139715}
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    {'hecke_orbit_code': 4503599795142693, 'n': 613, 'trace_an': 1663662570668}
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    {'hecke_orbit_code': 4503599795142693, 'n': 617, 'trace_an': -13147088967}
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    {'hecke_orbit_code': 4503599795142693, 'n': 625, 'trace_an': 18358587352056}
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  • id: 19691088
    {'hecke_orbit_code': 4503599795142693, 'n': 647, 'trace_an': 8122888165059}
  • id: 19691089
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    {'hecke_orbit_code': 4503599795142693, 'n': 691, 'trace_an': -2832928561072}
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  • id: 19691099
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  • id: 19691105
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  • id: 19691112
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  • id: 19691113
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  • id: 19691114
    {'hecke_orbit_code': 4503599795142693, 'n': 823, 'trace_an': -31200024796768}
  • id: 19691115
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  • id: 19691116
    {'hecke_orbit_code': 4503599795142693, 'n': 829, 'trace_an': 50433143773751}
  • id: 19691117
    {'hecke_orbit_code': 4503599795142693, 'n': 839, 'trace_an': -70393908330990}
  • id: 19691118
    {'hecke_orbit_code': 4503599795142693, 'n': 841, 'trace_an': -91298308270185}
  • id: 19691119
    {'hecke_orbit_code': 4503599795142693, 'n': 853, 'trace_an': -35992190017027}
  • id: 19691120
    {'hecke_orbit_code': 4503599795142693, 'n': 857, 'trace_an': 133074334175676}
  • id: 19691121
    {'hecke_orbit_code': 4503599795142693, 'n': 859, 'trace_an': -52907880201232}
  • id: 19691122
    {'hecke_orbit_code': 4503599795142693, 'n': 863, 'trace_an': -14663740876416}
  • id: 19691123
    {'hecke_orbit_code': 4503599795142693, 'n': 877, 'trace_an': 18697568012376}
  • id: 19691124
    {'hecke_orbit_code': 4503599795142693, 'n': 881, 'trace_an': -18539532704313}
  • id: 19691125
    {'hecke_orbit_code': 4503599795142693, 'n': 883, 'trace_an': -17217318879660}
  • id: 19691126
    {'hecke_orbit_code': 4503599795142693, 'n': 887, 'trace_an': 91939631336814}
  • id: 19691127
    {'hecke_orbit_code': 4503599795142693, 'n': 907, 'trace_an': -49631694104928}
  • id: 19691128
    {'hecke_orbit_code': 4503599795142693, 'n': 911, 'trace_an': 48305882461092}
  • id: 19691129
    {'hecke_orbit_code': 4503599795142693, 'n': 919, 'trace_an': -182631155579548}
  • id: 19691130
    {'hecke_orbit_code': 4503599795142693, 'n': 929, 'trace_an': -78569671643709}
  • id: 19691131
    {'hecke_orbit_code': 4503599795142693, 'n': 937, 'trace_an': 2734077655709}
  • id: 19691132
    {'hecke_orbit_code': 4503599795142693, 'n': 941, 'trace_an': 124680786080130}
  • id: 19691133
    {'hecke_orbit_code': 4503599795142693, 'n': 947, 'trace_an': 156136426047228}
  • id: 19691134
    {'hecke_orbit_code': 4503599795142693, 'n': 953, 'trace_an': 132299057233359}
  • id: 19691135
    {'hecke_orbit_code': 4503599795142693, 'n': 961, 'trace_an': 153582319814719}
  • id: 19691136
    {'hecke_orbit_code': 4503599795142693, 'n': 967, 'trace_an': -83834212954141}
  • id: 19691137
    {'hecke_orbit_code': 4503599795142693, 'n': 971, 'trace_an': -44206754500263}
  • id: 19691138
    {'hecke_orbit_code': 4503599795142693, 'n': 977, 'trace_an': 165334659351984}
  • id: 19691139
    {'hecke_orbit_code': 4503599795142693, 'n': 983, 'trace_an': 56322746046474}
  • id: 19691140
    {'hecke_orbit_code': 4503599795142693, 'n': 991, 'trace_an': -238348260537883}
  • id: 19691141
    {'hecke_orbit_code': 4503599795142693, 'n': 997, 'trace_an': 165995907483004}