Embedded newform data - 3.37.b.b.2.3

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• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  conrey_indexes	integer[]
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 4107, 'analytic_conductor': 24.62737759780709, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [3, 2, [2], [1]], 'cm_discs': [], 'conrey_index': 2, 'conrey_indexes': [2], 'dim': 10, 'field_disc': -2332498877451845775557774524829544649269569336803125865312442123721283414724085431612627231322974389186274258593571743846400, 'field_disc_factorization': [[-1, 1], [2, 12], [5, 2], [7, 3], [11, 1], [3413, 2], [6311, 1], [838609, 2], [1304543, 1], [54711647, 2], [18083520751267, 2], [9562698573031642225991, 2]], 'field_poly': [871827272021197959834823668999764154777600, 0, 25957407434307800681948964695572480, 0, 259633704442571812012752896, 0, 1041970113139590528, 0, 1732091138, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [3112830702028694310589529810589660085818864951518822400, 0, 286049606581241273364343505789224571350548480, 0, 8830719713450547606263642355400704, 0, 109381854596941655267328, 0, 561197528712, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503668967604227, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 52595470437785786190468727963599937356765478256640000, 'hecke_ring_index_factorization': [[2, 44], [3, 71], [5, 4], [7, 2], [13, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '3.37.b.b', 'level': 3, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '3.37.b.b', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{1}q^{2}+(-55215675-69\\beta _{1}-\\beta _{2}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '36.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '3.37.b', 'trace_display': [0, -552156750, 0, -1227392913852700], 'trace_hash': 406071757141781600, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.508', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '398.319', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '26962.090', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [10, 0, -552156750, -435200290064, 0, 77238909590832, -1227392913852700, 0, 69328040174658378, 976353968400999840, 0, -13909669295912917200, 146442021383468630900, 0, 7346306914204243680, 8190375794092103561344, 0, -116380061882656121268000, 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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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-0.24087299269144763], 'char_orbit_index': 2, 'conrey_index': 2, 'dual_conrey_index': 2, 'dual_embedding_index': 8, 'dual_embedding_m': 8, 'embedding_index': 3, 'embedding_m': 3, 'embedding_root_imag': -16809.499584450932, 'embedding_root_real': 0.0, 'hecke_orbit': 2, 'hecke_orbit_code': 4503668967604227, 'label': '3.37.b.b.2.3', 'level': 3, 'weight': 37}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 4107, 'analytic_conductor': 24.62737759780709, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [3, 2, [2], [1]], 'conrey_index': 2, 'cusp_dim': 11, 'dim': 11, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 69340233731, 'hecke_orbit_dims': [1, 10], 'label': '3.37.b', 'level': 3, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 13, 'mf_new_dim': 13, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 11, 'sturm_bound': 12, 'trace_bound': 1, 'trace_display': [0, -164736261, 0, 1529656139588998], 'traces': [11, 0, -164736261, -366480813328, 0, 77238909590832, 1529656139588998, 0, 219422675471657499, 976353968400999840, 0, 12713663984972326704, -26664183895525067642, 0, 7346306914204243680, 12912742276961748775040, 0, 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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: 34651330
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 10, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503668967604227, 'source_is_minimal': True, 'source_label': '3.37.b.b.2.3', 'source_level': 3, 'target_conrey_index': 2, 'target_dim': 10, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503668967604227, 'target_is_minimal': True, 'target_label': '3.37.b.b.2.3', 'target_level': 3, 'twist_class_label': '3.37.b.b.2.3', 'twist_class_level': 3, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 37}
  • id: 34651331
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 2, 'source_dim': 10, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503668967604227, 'source_is_minimal': True, 'source_label': '3.37.b.b.2.3', 'source_level': 3, 'target_conrey_index': 2, 'target_dim': 10, 'target_embedding_index': 8, 'target_hecke_orbit_code': 4503668967604227, 'target_is_minimal': True, 'target_label': '3.37.b.b.2.8', 'target_level': 3, 'twist_class_label': '3.37.b.b.2.3', 'twist_class_level': 3, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 37}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 9900
    {'charpoly_factorization': [[[3112830702028694310589529810589660085818864951518822400, 0, 286049606581241273364343505789224571350548480, 0, 8830719713450547606263642355400704, 0, 109381854596941655267328, 0, 561197528712, 0, 1], 1]], 'hecke_orbit_code': 4503668967604227, 'p': 2}
  • id: 9901
    {'charpoly_factorization': [[[76177348045866392339289727720615561750424801402395196724001565744957137343033038019601, 280235445040355754742717117641955899917571167453516009083850921648965819596750, 398241803453590275415066991466276630406386275001082769027098909834221, -77583528457954474179936032492113101904843744037028351850200, -4987442903943915572909792571092613948382330382481102, -20046019823791160711790019873311326619585900, -33228655335182594276928030747703662, -3443810036447218290442200, 117774518197952061, 552156750, 1], 1]], 'hecke_orbit_code': 4503668967604227, 'p': 3}
  • id: 9902
    {'charpoly_factorization': [[[36636737830791816443192197104418941627474298859363003814230689905382730313394110400855013297844000000000000000000000000000000, 0, 47067054292972508599190188111547594523658773643340336529751932455111998516572189600000000000000000000, 0, 16144040782629814414740457604415062299615602546880811123877584270400000000000, 0, 1801142906543192996947553729290132782097379145600000, 0, 76395779692420484025957600, 0, 1], 1]], 'hecke_orbit_code': 4503668967604227, 'p': 5}
  • id: 9903
    {'charpoly_factorization': [[[1547254842460886757611615447265991349403767228777913917834519180459297500000, 654297375683014122916162425142991605169309464084150760210000, -8395751568459201995779035382669559701159034000, -7481219335781216350296388736984, 613696456926350, 1], 2]], 'hecke_orbit_code': 4503668967604227, 'p': 7}
  • id: 9904
    {'charpoly_factorization': [[[2364574167938156713303706595491657610900322094382269847819521409654668941494165123689009482608132169410977233124655724656914853547500044134856205407773318646335819374241838530560000000000, 0, 741814608159216037883475498903973516726760777430210056623844083816986311467972620430803100868133174834239296949917792502326885859984675214852096000000, 0, 87861784373946225266709002317920436644774902114175926014547970775670442419582722463480761195448985213223342080000, 0, 4829834393365271213685286666164035446639010161011107003985380513940791577600, 0, 119823768290970392498031286405024938720, 0, 1], 1]], 'hecke_orbit_code': 4503668967604227, 'p': 11}
  • id: 9905
    {'charpoly_factorization': [[[44928646662898645157693241696059471668946294971383778529083654897000725569657409048995257505740000, 61210846847143846746524831227271156052858533173149720780744915501355631605931600, -1646843720824489273879858777709608487388879432269800840400, -26313744918279869159140944666650141172824, -73221010691734315450, 1], 2]], 'hecke_orbit_code': 4503668967604227, 'p': 13}
  • id: 9906
    {'charpoly_factorization': [[[22184782057214290532806208935725423827277520912191131312947745170144422735417474582171744737799658536791443000130391214619199689418145183222745286124468798868931338770592443580799155504741053133266289993878252248524390400, 0, 1315925945399722174962319714134884428560336461184999230706878306086462229640718241283101703457167744338516897983677660697258261829077373850090990951948417735453293253359692677120, 0, 24519643515248980014873740769683350008462444647730713185382217699099664023479594056321711549364059858156402510310055298098578067554304, 0, 198581716151979094699661643972804947446274323602644045449510402099057956600312101000183808, 0, 730897762821041634595010795038047718331284992, 0, 1], 1]], 'hecke_orbit_code': 4503668967604227, 'p': 17}
  • id: 9907
    {'charpoly_factorization': [[[2933861895767353440183964599996244368483007862138308358243032814754577011740293108603855017458335239120614054799712, 134730936149831968885263397014211580479516948307910190063985247213728753951051963090933531216, 942718393420903117869256867474151357995568257842388250289619040428144, -20415397500005446982919731715480159721526830808, -125933600620264255408018, 1], 2]], 'hecke_orbit_code': 4503668967604227, 'p': 19}
  • id: 9908
    {'charpoly_factorization': [[[69310103500652229328474760333326243987989582234376019555803775955424247059356620400284606516716968702299914913479732585121510119432750113400677524350996306594324149735279728708730050034174161574556056012253262905607168874924686929132947662438400, 0, 61313676127860728834001943254571463650239379072810385698304926098334103881874464012596318027476678549409052180817461540864114363111191913541796754091779232329328591384065962441015071219659969658880, 0, 14163167740464033806505762280161045337436874398104745003461064071581329199254687459347846109991927715245226046651791411568950969061357674709001437184, 0, 1384093150597576179533060137795948563260032795893312603373097865962126190675971380826109737425747968, 0, 61109445547223725563326692443758333880082550712192, 0, 1], 1]], 'hecke_orbit_code': 4503668967604227, 'p': 23}
  • id: 9909
    {'charpoly_factorization': [[[79914010548124798067856856160207097781313039194858635846498957061082620228894834426557868808943136784457892040074464603371411758939412559304288052020492406728362749331070499127388353691038929478976942364660237039989806891743734765689640794753377280983040000000000, 0, 17516266599472041421653373735355167180939784049774824032108655843033034722949745142305424653031173540515518879375530252163107025600025847485872760273382169080852460714925692850928719906056123244027913568256000000, 0, 1155600255522209271670819524398889526463963051212419584887468493474485714979848354469758068859298459257221049783041425925840210452794512641723911299385528320000, 0, 29040619214425702279841222455930086908182420988954231790144836985257491544043836897462644905825851767065600, 0, 292657721628170801539516069220089672823349181073280480, 0, 1], 1]], 'hecke_orbit_code': 4503668967604227, 'p': 29}
  • id: 9910
    {'charpoly_factorization': [[[2648738801569928119482905238424049469225081180092023219262178144249242468466096020434838425985312785672028221491365357533458470555488, -128453624480911871362035714883101165904730902553354700885036693155811678954620124853301523647437180881584560, -808921010298253694635588211863460251622907660613422835085313699046420806145696400, -392134802122193151331616722933025037376598954533032920, 1418700447948966019313128910, 1], 2]], 'hecke_orbit_code': 4503668967604227, 'p': 31}
  • id: 9911
    {'charpoly_factorization': [[[10275356686248705418590162259220579731464834351979525580411017790501573586940028419662832991298726671725841435727176439523626282141893260000, 24004337577517551809577698404391729513324773162738154505341001931895848001100685319718988661591283434398954283600, 5151436750127939129752833410919520764925976069515490879633033200431335189239633764400, -442913950212364291069403562621607184034505035309513147224, -23013208439842129410559922650, 1], 2]], 'hecke_orbit_code': 4503668967604227, 'p': 37}
  • id: 9912
    {'charpoly_factorization': [[[9378772692470228887543482340563300195252403589044773522060617158074663574705239719606170062535742283774546873110349418307451693060533763107312826971436220658930766693656583954777483834305787968579642472512269133384950519931206297828486338282097480471948106900503046835509825372160000000000, 0, 36910757143385337961029327765852807285701441777655393797076881808349527903075696226571133419898841939986752164914172985988090244549181957022367120714094323221910026555343658229987384428302258408923617596837792987826826673913856000000, 0, 21536548504599101176356620822357651848630879589204024260320165600576412193915033362733844894352597383488422017961152494310533811892939543569136778966940030925967265980743680000, 0, 2558686346596881426156153170354367373626413250164844591570288372161167518309406257522166353650417646761852268056985600, 0, 91291912974988222785513658826876365498809465361628716571520, 0, 1], 1]], 'hecke_orbit_code': 4503668967604227, 'p': 41}
  • id: 9913
    {'charpoly_factorization': [[[-1855128779518105203129947348057911941445271544622198462520599755674934090234825066535361662373565723865167630173930856655552657759735867902500000, -439241400048384882327753281706453484703383924358411694074486113946736553530430733516930602208105608123548436956910000, -12120783693850098452980084423326212097126441743890971260138059820836849790828974984442000, -43634541750635666531907272270241628138213963713096258622424, 271875919435971822310755611150, 1], 2]], 'hecke_orbit_code': 4503668967604227, 'p': 43}
  • id: 9914
    {'charpoly_factorization': [[[41914144101885500390115044106599363197492264235138884170177002548056372896417283870373757144377406457934961229707921817150096313505544301203217927563253497988183504608847247165082205417490160165772616860744510345596563312505118570669427363209988387938801007982045698512419429484133316534101606400, 0, 43501583414910765056422058975700107092060290119097991625673186681656036772213451560383224602752405087823908589715387294467237790347053807760022215941178826508992700663623662963734363318083637796545162661870794122208855548480510922084843520, 0, 2389909541293165684086178317564375649628717343926294807889195330191110115715164429242408956392063817392198873872286206260341033822962977108135890625971816773645194851237242186235904, 0, 7971361609807374072500289975173089407847660134510181553253635793096537871479958119264982069971266562054096530687946129408, 0, 6670898443763877717486059902949814901688231270027164956667392, 0, 1], 1]], 'hecke_orbit_code': 4503668967604227, 'p': 47}
  • id: 9915
    {'charpoly_factorization': [[[168092598385232183231563341642034939449135674949708646747300599528530555306432175483780107411525226665901954318698408795286694203713053496649427652713605796180148387665292503456157815027949398052673214133674939986067240058365474148174749213007765980768197839781700812553284534163361642740385191320602699366400, 0, 128915598540474335097035487009900366782909251905673446054090559507662665156874902716898409800399358385827394309087371525406354414140212896363169297325004051011440459730650164056920210092538906942746615582216662909933913622011018838092100315664875520, 0, 5667803647495581508411969650496593411454563367262132322725753635013756848066698816828180804120983450847554753475574736583458025190523907164758906576001250301300110125929929282852416815104, 0, 89193929678895040931308056068719446710688855840915788639902910089260484700188286053952843489209915878500171401586597676715008, 0, 556637342445217110253379830062029805418902430473122273043290592, 0, 1], 1]], 'hecke_orbit_code': 4503668967604227, 'p': 53}
  • id: 9916
    {'charpoly_factorization': [[[15438479412406649232887570800571844684734656257243260942813549515979985829059804534806992710596409043657041499654975366015502310965170058463561556481017762664086351963157540041042996986238535066888558280934740243301583100463889624903435962349855484639301449919584576724666756690270291085013005063202967388160000000000, 0, 1275189942011341136095732399668970729394580571216369883550646076114325970596400289460727936530824249348661911312775302598140417106889081547094316537399056494994990387826295334757705940201707612176223508798486560908181664510380948575827847013714231296000000, 0, 1104348241103315012787418976973680550852981002932541384994270229394156790813618127824388225212713445062763066516663306273467143781179995381394613655951590042473509358279393931797049074913280000, 0, 292716870963966137049932951445201794676190918699767115943460195190112813990703980785552511584413357890758097128379852506446105600, 0, 29509759571403116496502316955702616633539456664997304707043287520, 0, 1], 1]], 'hecke_orbit_code': 4503668967604227, 'p': 59}
  • id: 9917
    {'charpoly_factorization': [[[-22677988030764272191670016641974248579435802960258024103770707952171055681893236581693581719459960230545826690586501068208122363521592325807898643318296650412832, 746270670223422027878745130740596545896028039110916796820603760032904842022956968269506780610034840226755642763013231263354662480, 4239746929341047852748094269684803969707863330656929192758607631686439525859780400572813838665520, -53169952723956117681619286045155893298951779163442173994396495960, -125249613584778124442863744100410, 1], 2]], 'hecke_orbit_code': 4503668967604227, 'p': 61}
  • id: 9918
    {'charpoly_factorization': [[[1450210002972101733295220976239205360156047276031512060973539788993286218340161006375480921973073937802375294238139943207072929103358398816656167615362401311580000, -56750653395413508902455424062016598643755363254246221148181333399980333863499565541976235556013073881750608437490523863197095047600, -167138301800985327716663477592509931950409256872206126245419914045914215776214922526869576847469200, 538999505464551866439397292527299098440248434283958138583398096936, 1633320259443488088041389202502350, 1], 2]], 'hecke_orbit_code': 4503668967604227, 'p': 67}
  • id: 9919
    {'charpoly_factorization': [[[4078210829184998296910832830535478993390832780921137348900867350544225109565878545003435454596672063971669183044286739169961744616957935049241474187208718454725814486019661801473552038437424863369913311790563282131874575195269689955243592400426751906166411185085725982283233710832044411236989356226329447367470296271421440000000000, 0, 39915796989880128098239302587418511906198995691898454967181482893637734931231476957009688162153596217163531854686088452986907340178481535319802249145523554205310211251762847433875376085590658082369069802311819814124213771775467993399290753887258186325610725376000000, 0, 85159734171186467217666921366851665761397501096159742370735301255755631362453047924614901434149821565115544925147079886613650208711438690126732360213920775836343510347653467221330285791237558763520000, 0, 52253918514771182334504932092441762609642489326060823435573136504550098915061568011453079481799266107781707020987126890769437168025600, 0, 12392212108160721307291814578594349072119725031117791009352420932480, 0, 1], 1]], 'hecke_orbit_code': 4503668967604227, 'p': 71}
  • id: 9920
    {'charpoly_factorization': [[[-23615539209552239644581228548048065240934955170378781314893365458647963833403984830957386291377505557691018822133704504623733488720855905974525573388853853888181140000, 67176360290079954241165177386788729174502264279828583251881272103620302601496301222130647666869684732916410721528827787009982852715600, -20765992294430659359036101693247183880350955605063965843416213467770233924426417060799427014411339600, -18372585520905547702859478149509016641913485495466074574000350427864, 2176683049669992734735602244926550, 1], 2]], 'hecke_orbit_code': 4503668967604227, 'p': 73}
  • id: 9921
    {'charpoly_factorization': [[[21593619012124226385656056353713690547013506211467052475586571823814058190128004063005571119133294362916050061585542661927667611764180600692711745638991501440173586762592, -27673137729980037230664754306210301922411845867992767725262486044135240070304969689766088312628271041639121536060437345696649952203938224, -9176087013347560070831484537552050958846148312725763985298449827855791915732072751975464814486069225616, -170610427767266026271545845327220193986616603680735540643041909221848, 31220578965535344662614133597574542, 1], 2]], 'hecke_orbit_code': 4503668967604227, 'p': 79}
  • id: 9922
    {'charpoly_factorization': [[[110323032337997936876654673413283613314653183194719787501905315023467054771366578165557004692475396434064749783901337402436046771937353156889066816381654249627188365668524902481675068345309047857470206098986752828423480130506412933242473084259693009814616328698812524521007606472577104081102917939417580942936597718475530764748675585231185510400, 0, 2018566980512860076377765239912996884838409383962512194109634378748084166324056198594604679407362966034328557965008377468186859963214687715464889212006460334339478308945754973565375675011984106359885130583402435306920222960023785949042556911492952811950126889528724296742993920, 0, 7245455296841588821199971766813023422694367509760741460521822739377988442262814169012950304213278480365518871533827436913741133587758892505195417467586090630137009734564249677100012277443427799655617019674624, 0, 9481780485595211505900693803341465409819133738615863046086117133273214019858663078317367310057634341633706869359185920913831692134104992768, 0, 5168443728112248210215991642356910707787170646803176703122061208018912, 0, 1], 1]], 'hecke_orbit_code': 4503668967604227, 'p': 83}
  • id: 9923
    {'charpoly_factorization': [[[52194391426209779942209732556330744375101471098596838696153664642622744380965348214815141270733787022455106357735279769608893779214726102313652801111799630497841712133439495770486140591183748047377807080596064860073695615243295054014500586907783659543813516889099278013698066222163634831952578351703026156311964220949806002583374634166517760000000000, 0, 148341743723999903756596910522594227771848115663458042246792847031471960517551817481448284816329416408185681880597140799854749199254114564823924099378974997279233069127932448020954151167031659426747022791890137496371329189702090002101518220793733616039290919878668457854631936000000, 0, 56691479845112264656722734298716296411366599985931839596430860262244342303669132411938800788900624328555142457541155089898096360968032087097347890013187101800958551809909084664006253923999601158800388428922880000, 0, 4180693302092218247999602758199975602150465142081781498675509201198855937660614696015669216537683331139699411330969641846884035566621823385600, 0, 111625992676460979835683332364856563085777853650150661830534742892059520, 0, 1], 1]], 'hecke_orbit_code': 4503668967604227, 'p': 89}
  • id: 9924
    {'charpoly_factorization': [[[-1553154868375689959088212532274452175117584631888573274051067731315764770503420462692902763653312980460906481878628317906411682800898695398324347890377648670942546135030927380000, 7894279247095626958692690710877645308762165437115266944417635016979255242097616075871887303292848709523693956053322645080150584476787747384400, 97753959938961598326236711258664414529910114522852304543857356596052166492953730365507368895242055933121200, -519322437408292916343752597665068757592664971716523495511111869517176024, 251206035679696551884119856714729750, 1], 2]], 'hecke_orbit_code': 4503668967604227, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 2, 'hecke_orbit': 2, 'label': '3.37.b.b', 'level': 3, 'portrait': 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', 'weight': 37}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 80686000
    {'hecke_orbit_code': 4503668967604227, 'n': 1, 'trace_an': 10}
  • id: 80686001
    {'hecke_orbit_code': 4503668967604227, 'n': 2, 'trace_an': 0}
  • id: 80686002
    {'hecke_orbit_code': 4503668967604227, 'n': 3, 'trace_an': -552156750}
  • id: 80686003
    {'hecke_orbit_code': 4503668967604227, 'n': 4, 'trace_an': -435200290064}
  • id: 80686004
    {'hecke_orbit_code': 4503668967604227, 'n': 5, 'trace_an': 0}
  • id: 80686005
    {'hecke_orbit_code': 4503668967604227, 'n': 6, 'trace_an': 77238909590832}
  • id: 80686006
    {'hecke_orbit_code': 4503668967604227, 'n': 7, 'trace_an': -1227392913852700}
  • id: 80686007
    {'hecke_orbit_code': 4503668967604227, 'n': 8, 'trace_an': 0}
  • id: 80686008
    {'hecke_orbit_code': 4503668967604227, 'n': 9, 'trace_an': 69328040174658378}
  • id: 80686009
    {'hecke_orbit_code': 4503668967604227, 'n': 10, 'trace_an': 976353968400999840}
  • id: 80686010
    {'hecke_orbit_code': 4503668967604227, 'n': 11, 'trace_an': 0}
  • id: 80686011
    {'hecke_orbit_code': 4503668967604227, 'n': 12, 'trace_an': -13909669295912917200}
  • id: 80686012
    {'hecke_orbit_code': 4503668967604227, 'n': 13, 'trace_an': 146442021383468630900}
  • id: 80686013
    {'hecke_orbit_code': 4503668967604227, 'n': 14, 'trace_an': 0}
  • id: 80686014
    {'hecke_orbit_code': 4503668967604227, 'n': 15, 'trace_an': 7346306914204243680}
  • id: 80686015
    {'hecke_orbit_code': 4503668967604227, 'n': 16, 'trace_an': 8190375794092103561344}
  • id: 80686016
    {'hecke_orbit_code': 4503668967604227, 'n': 17, 'trace_an': 0}
  • id: 80686017
    {'hecke_orbit_code': 4503668967604227, 'n': 18, 'trace_an': -116380061882656121268000}
  • id: 80686018
    {'hecke_orbit_code': 4503668967604227, 'n': 19, 'trace_an': 251867201240528510816036}
  • id: 80686019
    {'hecke_orbit_code': 4503668967604227, 'n': 20, 'trace_an': 0}
  • id: 80686020
    {'hecke_orbit_code': 4503668967604227, 'n': 21, 'trace_an': -3316093374315604451804172}
  • id: 80686021
    {'hecke_orbit_code': 4503668967604227, 'n': 22, 'trace_an': 6375713195756021276887200}
  • id: 80686022
    {'hecke_orbit_code': 4503668967604227, 'n': 23, 'trace_an': 0}
  • id: 80686023
    {'hecke_orbit_code': 4503668967604227, 'n': 24, 'trace_an': -18479722715707703137259904}
  • id: 80686024
    {'hecke_orbit_code': 4503668967604227, 'n': 25, 'trace_an': -7272407101172449985508950}
  • id: 80686025
    {'hecke_orbit_code': 4503668967604227, 'n': 26, 'trace_an': 0}
  • id: 80686026
    {'hecke_orbit_code': 4503668967604227, 'n': 27, 'trace_an': 37081479963629919172136850}
  • id: 80686027
    {'hecke_orbit_code': 4503668967604227, 'n': 28, 'trace_an': -581040957055587380082052000}
  • id: 80686028
    {'hecke_orbit_code': 4503668967604227, 'n': 29, 'trace_an': 0}
  • id: 80686029
    {'hecke_orbit_code': 4503668967604227, 'n': 30, 'trace_an': 832077359475776822335514400}
  • id: 80686030
    {'hecke_orbit_code': 4503668967604227, 'n': 31, 'trace_an': -2837400895897932038626257820}
  • id: 80686031
    {'hecke_orbit_code': 4503668967604227, 'n': 32, 'trace_an': 0}
  • id: 80686032
    {'hecke_orbit_code': 4503668967604227, 'n': 33, 'trace_an': -1833168501223628340439879200}
  • id: 80686033
    {'hecke_orbit_code': 4503668967604227, 'n': 34, 'trace_an': 11044532239488942328340194176}
  • id: 80686034
    {'hecke_orbit_code': 4503668967604227, 'n': 35, 'trace_an': 0}
  • id: 80686035
    {'hecke_orbit_code': 4503668967604227, 'n': 36, 'trace_an': -32262827456884310986989469968}
  • id: 80686036
    {'hecke_orbit_code': 4503668967604227, 'n': 37, 'trace_an': 46026416879684258821119845300}
  • id: 80686037
    {'hecke_orbit_code': 4503668967604227, 'n': 38, 'trace_an': 0}
  • id: 80686038
    {'hecke_orbit_code': 4503668967604227, 'n': 39, 'trace_an': 57128063394219587707605260868}
  • id: 80686039
    {'hecke_orbit_code': 4503668967604227, 'n': 40, 'trace_an': 14850499435375431475622142720}
  • id: 80686040
    {'hecke_orbit_code': 4503668967604227, 'n': 41, 'trace_an': 0}
  • id: 80686041
    {'hecke_orbit_code': 4503668967604227, 'n': 42, 'trace_an': 551003488989169331884355647200}
  • id: 80686042
    {'hecke_orbit_code': 4503668967604227, 'n': 43, 'trace_an': -543751838871943644621511222300}
  • id: 80686043
    {'hecke_orbit_code': 4503668967604227, 'n': 44, 'trace_an': 0}
  • id: 80686044
    {'hecke_orbit_code': 4503668967604227, 'n': 45, 'trace_an': -75992211973807694886478996800}
  • id: 80686045
    {'hecke_orbit_code': 4503668967604227, 'n': 46, 'trace_an': -887182867438274648036289139776}
  • id: 80686046
    {'hecke_orbit_code': 4503668967604227, 'n': 47, 'trace_an': 0}
  • id: 80686047
    {'hecke_orbit_code': 4503668967604227, 'n': 48, 'trace_an': -6175798579441788000263903318400}
  • id: 80686048
    {'hecke_orbit_code': 4503668967604227, 'n': 49, 'trace_an': 4160815567016241405173969776926}
  • id: 80686049
    {'hecke_orbit_code': 4503668967604227, 'n': 50, 'trace_an': 0}
  • id: 80686050
    {'hecke_orbit_code': 4503668967604227, 'n': 51, 'trace_an': -2349347159740543712848217109888}
  • id: 80686051
    {'hecke_orbit_code': 4503668967604227, 'n': 52, 'trace_an': -1307858224937756917383112717600}
  • id: 80686052
    {'hecke_orbit_code': 4503668967604227, 'n': 53, 'trace_an': 0}
  • id: 80686053
    {'hecke_orbit_code': 4503668967604227, 'n': 54, 'trace_an': 35390782846752825865826083751568}
  • id: 80686054
    {'hecke_orbit_code': 4503668967604227, 'n': 55, 'trace_an': -30568574550133842572339360395200}
  • id: 80686055
    {'hecke_orbit_code': 4503668967604227, 'n': 56, 'trace_an': 0}
  • id: 80686056
    {'hecke_orbit_code': 4503668967604227, 'n': 57, 'trace_an': 140759907582972539349070577896500}
  • id: 80686057
    {'hecke_orbit_code': 4503668967604227, 'n': 58, 'trace_an': -112605799975805654976196455444000}
  • id: 80686058
    {'hecke_orbit_code': 4503668967604227, 'n': 59, 'trace_an': 0}
  • id: 80686059
    {'hecke_orbit_code': 4503668967604227, 'n': 60, 'trace_an': 19469866547367779716225803605760}
  • id: 80686060
    {'hecke_orbit_code': 4503668967604227, 'n': 61, 'trace_an': 250499227169556248885727488200820}
  • id: 80686061
    {'hecke_orbit_code': 4503668967604227, 'n': 62, 'trace_an': 0}
  • id: 80686062
    {'hecke_orbit_code': 4503668967604227, 'n': 63, 'trace_an': -434037118158370938102741493062300}
  • id: 80686063
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  • id: 80686976
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  • id: 80686977
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  • id: 80686978
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  • id: 80686979
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  • id: 80686980
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  • id: 80686981
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  • id: 80686982
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  • id: 80686983
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  • id: 80686984
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  • id: 80686985
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  • id: 80686986
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  • id: 80686987
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  • id: 80686988
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  • id: 80686989
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  • id: 80686990
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  • id: 80686991
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  • id: 80686992
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  • id: 80686993
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  • id: 80686994
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  • id: 80686995
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  • id: 80686996
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  • id: 80686997
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  • id: 80686998
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  • id: 80686999
    {'hecke_orbit_code': 4503668967604227, 'n': 1000, 'trace_an': -5441327594206014555586653546164665038619293128572992000}