Embedded newform data - 7.17.d.a.3.10

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• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_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': 2023, 'analytic_conductor': 11.3627180699639, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [7, 6, [3], [1]], 'cm_discs': [], 'conrey_index': 3, 'dim': 20, 'field_disc': 1791390698938359489800594903668668352577949690984923458249230790927116787683450702175668245334420207092881858642268001142745393423475522715649403179237376000000, 'field_disc_factorization': [[2, 40], [3, 10], [5, 6], [11, 2], [677, 2], [1297, 2], [8389, 2], [4550540889094989223, 2], [3603996928579837123981686623507272368647, 2]], 'field_poly': [261490399505792227817024003348104130194641159225, -34923314543744821707168835219945993579648950, 44558299163904360256389313185385225104835245, 69498817213798305204024309903431721187110, 5465648386210730671112398026225318665199, 6884264619587692201297746565224842172, 292280160701254761307491650568975646, 50328102663961537370536178622316, 10848813785145958185022965942709, -772894989756975230685011586, 217775891572550635786539387, -78217760507911051825254, 3092605513604061172669, -921982218074544860, 25413927970368382, -5885709493452, 149610140535, -17792382, 470221, -2, 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': [], 'hecke_orbit': 1, 'hecke_orbit_code': 206443642887, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 46263319486686714584787977212658712576, 'hecke_ring_index_factorization': [[2, 38], [3, 16], [7, 22]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 4, -1, 6, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '7.17.d.a', 'level': 7, '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': [7], 'level_radical': 7, 'minimal_twist': '7.17.d.a', 'prim_orbit_index': 4, 'qexp_display': 'q+(9-\\beta _{1}+9\\beta _{2}-\\beta _{3})q^{2}+(438+\\beta _{1}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '16.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '7.17.d', 'trace_display': [92, 6558, 241890, -1847944], 'trace_hash': 2245235899409676854, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '18.247', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1430.693', 'prec': 27}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '199528.354', 'prec': 34}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.166', 'prec': 17}, 'traces': [20, 92, 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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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-0.4817494925690377, -0.1673253537986227], 'char_orbit_index': 4, 'conrey_index': 3, 'dual_conrey_index': 5, 'dual_embedding_index': 10, 'dual_embedding_m': 20, 'embedding_index': 10, 'embedding_m': 10, 'embedding_root_imag': -398.60700257385736, 'embedding_root_real': 230.13586023688637, 'hecke_orbit': 1, 'hecke_orbit_code': 206443642887, 'label': '7.17.d.a.3.10', 'level': 7, 'weight': 17}
• 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

  
  {'Nk2': 2023, 'analytic_conductor': 11.3627180699639, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [7, 6, [3], [1]], 'conrey_index': 3, 'cusp_dim': 20, 'dim': 20, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206443642887, 'hecke_orbit_dims': [20], 'label': '7.17.d', 'level': 7, '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': [7], 'level_radical': 7, 'mf_dim': 24, 'mf_new_dim': 24, 'num_forms': 1, 'prim_orbit_index': 4, 'relative_dim': 10, 'sturm_bound': 11, 'trace_bound': 0, 'trace_display': [92, 6558, 241890, -1847944], 'traces': [20, 92, 6558, -285924, 241890, 0, -1847944, 23873872, 146092512, -567579804, 487037030, -2240722092, 0, 598121216, -2098975212, -13522996616, 16479299850, -21631627512, 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-4722953488230716350772634, 0], 'weight': 17, 'weight_parity': -1}
• 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: 2342789
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 20, 'source_embedding_index': 10, 'source_hecke_orbit_code': 206443642887, 'source_is_minimal': True, 'source_label': '7.17.d.a.3.10', 'source_level': 7, 'target_conrey_index': 3, 'target_dim': 20, 'target_embedding_index': 10, 'target_hecke_orbit_code': 206443642887, 'target_is_minimal': True, 'target_label': '7.17.d.a.3.10', 'target_level': 7, 'twist_class_label': '7.17.d.a.3.10', 'twist_class_level': 7, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 17}
  • id: 2342790
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 3, 'source_dim': 20, 'source_embedding_index': 10, 'source_hecke_orbit_code': 206443642887, 'source_is_minimal': True, 'source_label': '7.17.d.a.3.10', 'source_level': 7, 'target_conrey_index': 48, 'target_dim': 20, 'target_embedding_index': 1, 'target_hecke_orbit_code': 69004689457, 'target_is_minimal': False, 'target_label': '49.17.b.a.48.1', 'target_level': 49, 'twist_class_label': '7.17.d.a.3.10', 'twist_class_level': 7, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 17}
  • id: 2342791
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 20, 'source_embedding_index': 10, 'source_hecke_orbit_code': 206443642887, 'source_is_minimal': True, 'source_label': '7.17.d.a.3.10', 'source_level': 7, 'target_conrey_index': 48, 'target_dim': 20, 'target_embedding_index': 2, 'target_hecke_orbit_code': 69004689457, 'target_is_minimal': False, 'target_label': '49.17.b.a.48.2', 'target_level': 49, 'twist_class_label': '7.17.d.a.3.10', 'twist_class_level': 7, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 17}
  • id: 2342792
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 3, 'source_dim': 20, 'source_embedding_index': 10, 'source_hecke_orbit_code': 206443642887, 'source_is_minimal': True, 'source_label': '7.17.d.a.3.10', 'source_level': 7, 'target_conrey_index': 5, 'target_dim': 20, 'target_embedding_index': 10, 'target_hecke_orbit_code': 206443642887, 'target_is_minimal': True, 'target_label': '7.17.d.a.5.10', 'target_level': 7, 'twist_class_label': '7.17.d.a.3.10', 'twist_class_level': 7, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 17}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 29275
    {'charpoly_factorization': [[[255015928160820961775770321346939601477389254656, 743795077406117084224199133524188551016611840, 44312726093135183290807058097508295953612800, 88175308277371138692271894474870197583872, 5261280484747249027377096946364492808192, 8536119920671965530647110270352097280, 297234065302370030681698561750466560, -23324610527361334695784494399488, 10836157541456447646190759051264, -2730310921909704955901509632, 223001790647774472155332608, -149493617554513408204800, 3142011878493725387008, -1630020074054296832, 25962932810178016, -12855956158752, 151648546548, -43347720, 474874, -92, 1], 1]], 'hecke_orbit_code': 206443642887, 'p': 2}
  • id: 29276
    {'charpoly_factorization': [[[22266081711491576050142027412974277461980029681746919898314157109233431921, -139186813992867071893354160830674650571263332882798394869912878843446790, 329661244607203918983011835494830724417171238289244536398537540620349, -247786855569223304296073127358505018089007940903532610423459157510, 51258826623219235196548109016938030284191209501243494823029035, 20527289432392680131809637042182819234923379333557157631844, -6738612024642728892914547478352910063871741028901759918, -1366843984841353756830893807190979292462506039685460, 527844646430929306890992517460286913065058749109, 63315617244148187768635145099420934128992326, -16716428225300455534686543730387163152929, -1710162884493671142181453669799169714, 386840094579408050727630639086853, 28039327036082548061189702796, -5100097896218975025753630, -297844575038861725548, 49932595361936907, 1843532279586, -266776179, -6558, 1], 1]], 'hecke_orbit_code': 206443642887, 'p': 3}
  • id: 29277
    {'charpoly_factorization': [[[56305529982645279220137741019441457312897124433041727264632257270470205984036573689426519830629825592041015625, -666470526920231609360248929608783545547225330129407101337597991552506520623898450725120596885681152343750, -5129964203331972750615034987334704186412884577385119954750965413360913169162259486124591827392578125, 91847469399543853363232935667747280948592248182807520759228667861922446504263212242126464843750, 828468422528968346580324576841103221691784487770888434698538951635322227305540618896484375, -1312169512626174659765171367703129945159071682706547627648059130580927426391601562500, -23847010465494037222754338098433836146525765731612739591556210083916716308593750, 12398952892683699022030478185900906021705062367328784324155668948242187500, 480777027567477940752714923598868761793680285685815833145196376953125, 140384535618459117429740756130431922601331069949588461355468750, -4844390865875501718365003437868833600781108085138218671875, -2248436902090387251367283137229975036246928005343750, 35023125002687603456544714246860401481898388125, 17569139348542748346715441674257938786500, -153342975867190072927097272697820150, -74672266227584664713908352940, 486572021184729276866511, 207916377992491410, -840045700269, -241890, 1], 1]], 'hecke_orbit_code': 206443642887, 'p': 5}
  • id: 29278
    {'charpoly_factorization': [[[1643184774938171857917000410556544806341837419599523497069764671233207565562287891877564323818254449486910838997871467298047369612896001, 91370619253058606588258634896375280181443659704213015165670061419096837599226392096960501586625125625678559848588409822691409544, 41951212394008129969739285922816127914323335270459158322592370096512160319064332295876591560570500894629824447817667607258, 6208050424392375005118004065932224981374329258772978758163294599580482391739173917974065680586865820607282519748072, -2913815834720304833368790379740038570143200483981644791669763082266775868695124032458280527940932462441524803, -36157774221912081962152984308380673719129499665031877580732887325306694451291580858841246052656071936, -93250651202456236582427853726808034269228107973651869865089175806735518096046318983643518685928, -4400439624594366032010207324803684998392873137069224821159181208390394368327165425117120, 1791301776398979324223587297161337393327860030129965652024266880293589838254996546, 99425890612277110223468507072394383786870001870898383331927930028135502928, 131937423857538484714323871883591207447796553485917878320254057625628, 2991788232579900151979521534956651067300614098287490520194128, 1621927644673776695742529910815471033682929485619873346, -119891983715024252903433757380086839677405661120, -76449968782966993384610203350630985130728, -891986923033319656144516428743936, -2162968813761794382996872003, 138667521823025629672, 28196512432858, 1847944, 1], 1]], 'hecke_orbit_code': 206443642887, 'p': 7}
  • id: 29279
    {'charpoly_factorization': [[[3643077159624609347636333122681239222747465990576464781010958739658036202708067742147780228729104723210510175147120019329204330905313459635938794184747047187481369, -160151434030287349562463197216624328236839678975270615380426460595221143835226932489556800152095063838507599465791695865325583988590944600675726498730568794, 6579005283017371519756762486587926357305215268643883722295819585756976619344352416211300836369206125180785330759845266633565150636949824288316490817, -158440806760648680605916288892603699606022693508202072616099938708881035895215467380882435119696560515304105813047696659245998661928635803150, 4259111173339007563195575100431209694983671312281958055455198423076563074274610217032657714664156647711644475695377720989883703544379, -87769274828509902060969822774313032035918882423107229808491765170793047942239457724563387842374515165249695336180312770164596, 1732588857976910017120151803576576171814231514356211790828682113058439548052258025701878021196488230796920860471595066, -24131989313673858662462956386394754004862909863939985382744194578769025596267513146719746046513540213360731700, 273859847123804724243271931241352412907194797659968608745134287610086848504709744750731675906516447149, -2262476181171872739483576366352544457043690192169238979348131608351636314867853383645144269270, 15483825395475607576541928555146383747221132035473939458748381539653604524803629060171, -79963279025095878875159120136486790598277762015789883275276525236286642459546, 378441999372857406070104981968886930710596809522152214606804280346581, -1428201246838310618697718916231160013265368735989823005265148, 5843059979848868810590972507187580084996246046794250, -17103691527651523395029976581224662953537868, 57155533100308523912861622579164211, -109674966737477679028807074, 347586863041090129, -487037030, 1], 1]], 'hecke_orbit_code': 206443642887, 'p': 11}
  • id: 29280
    {'charpoly_factorization': [[[117609914697954304331702949388634163301900433542054776362010255143267861517039127276443057367026313638644390722086232401393306193179456436754861160392756328996892115520297369600, 0, 12369314298170317496105468522176379211432938222109006705783445793123265521152859141190225804005909156239462231142862766229398674125589115418933140165910153134080, 0, 360885662577956186759939165342670891290003221471589229359404349244238721525307466567321727722721598263290495126975133611647157147275309304774656, 0, 4100305758083073692311832756160338294724102718797618459111890046061692043106425762164206658266621654370420432177536149316173824, 0, 19938774192206976645969040557216307953274783220273738694390502239581069598131883591203887505002130949402660864, 0, 50551131929427506214927456278764416863976508613299264215481599603100470607639851828611414016, 0, 73530077947954827846875639638441374289608697214515104353501463260208787200, 0, 63541686467068636085785496040311003694922318032272445696, 0, 32169960383338941896367360856056843504, 0, 8793568366460062584, 0, 1], 1]], 'hecke_orbit_code': 206443642887, 'p': 13}
  • id: 29281
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  • id: 29282
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  • id: 29296
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  • id: 29297
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  • id: 29298
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  • id: 29299
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• mf_newform_portraits •

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

  
  {'char_orbit_index': 4, 'hecke_orbit': 1, 'label': '7.17.d.a', 'level': 7, 'portrait': 'data:image/png;base64,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', 'weight': 17}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 28066000
    {'hecke_orbit_code': 206443642887, 'n': 1, 'trace_an': 20}
  • id: 28066001
    {'hecke_orbit_code': 206443642887, 'n': 2, 'trace_an': 92}
  • id: 28066002
    {'hecke_orbit_code': 206443642887, 'n': 3, 'trace_an': 6558}
  • id: 28066003
    {'hecke_orbit_code': 206443642887, 'n': 4, 'trace_an': -285924}
  • id: 28066004
    {'hecke_orbit_code': 206443642887, 'n': 5, 'trace_an': 241890}
  • id: 28066005
    {'hecke_orbit_code': 206443642887, 'n': 6, 'trace_an': 0}
  • id: 28066006
    {'hecke_orbit_code': 206443642887, 'n': 7, 'trace_an': -1847944}
  • id: 28066007
    {'hecke_orbit_code': 206443642887, 'n': 8, 'trace_an': 23873872}
  • id: 28066008
    {'hecke_orbit_code': 206443642887, 'n': 9, 'trace_an': 146092512}
  • id: 28066009
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