Embedded newform data - 7.18.c.a.2.6

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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': 2268, 'analytic_conductor': 12.825546114119177, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [7, 3, [3], [1]], 'cm_discs': [], 'conrey_index': 2, 'conrey_indexes': [2, 4], 'dim': 20, 'field_disc': 17978651771792888099105182267293519573035060419080697025905006619760963938505735724219286249827336281032369476690199960790301491278803868100972223555222616385747849216, 'field_disc_factorization': [[2, 12], [3, 12], [317, 2], [12197, 2], [1095223, 2], [678666193975903956068793968570583779785633831316815603006836380317, 2]], 'field_poly': [5495215718943433371703477919782244002731225, 515992296986415442815810669806567791765095, 39214983331357496369283116903046958144404, 919913048844099315146584754515161210807, 19136307004107023234373216890155693651, 170299785457406646702831504431152090, 2084722393634413874384133666310116, 7884822396560931315753101896470, 169785400547236219777139622573, 251477264592720071695768485, 6728981840934861993437384, 4661871029431062841865, 191169147185579182773, 63517964980290950, 3095689791534860, 522056283042, 36222331443, 2573595, 231900, -5, 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': 137740943367, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 4972160377717839785579078693782655336448, 'hecke_ring_index_factorization': [[2, 50], [3, 18], [7, 19]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '7.18.c.a', 'level': 7, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '7.18.c.a', 'prim_orbit_index': 3, 'qexp_display': 'q+(\\beta _{1}+3^{3}\\beta _{2})q^{2}+(656-656\\beta _{2}-\\beta _{3}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '17.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '7.18.c', 'trace_display': [270, 6560, 1089798, 14395360], 'trace_hash': 2044964881497482242, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.046', 'prec': 17}, {'__RealLiteral__': 0, 'data': '17.458', 'prec': 20}, {'__RealLiteral__': 0, 'data': '24.104', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1296.336', 'prec': 27}, {'__RealLiteral__': 0, 'data': '6955.509', 'prec': 27}, {'__RealLiteral__': 0, 'data': '196784.243', 'prec': 34}], 'trace_zratio': 0, 'traces': [20, 270, 6560, -551660, 1089798, -1687556, 14395360, -237823200, -498883228, 222553738, -148256184, 2808533140, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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• mf_newspaces •

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

  
  {'Nk2': 2268, 'analytic_conductor': 12.825546114119177, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [7, 3, [3], [1]], 'conrey_index': 2, 'cusp_dim': 20, 'dim': 20, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 137740943367, 'hecke_orbit_dims': [20], 'label': '7.18.c', 'level': 7, 'level_is_prime': True, 'level_is_prime_power': True, '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': 3, 'relative_dim': 10, 'sturm_bound': 12, 'trace_bound': 0, 'trace_display': [270, 6560, 1089798, 14395360], 'traces': [20, 270, 6560, -551660, 1089798, -1687556, 14395360, -237823200, -498883228, 222553738, -148256184, 2808533140, 3578734040, 25683984606, -26900793736, -50209759472, 15259176570, 81764237020, -71656970872, -180641544216, 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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: 1679337
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 20, 'source_embedding_index': 6, 'source_hecke_orbit_code': 137740943367, 'source_is_minimal': True, 'source_label': '7.18.c.a.2.6', 'source_level': 7, 'target_conrey_index': 2, 'target_dim': 20, 'target_embedding_index': 6, 'target_hecke_orbit_code': 137740943367, 'target_is_minimal': True, 'target_label': '7.18.c.a.2.6', 'target_level': 7, 'twist_class_label': '7.18.c.a.2.6', 'twist_class_level': 7, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 18}
  • id: 1679338
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 20, 'source_embedding_index': 6, 'source_hecke_orbit_code': 137740943367, 'source_is_minimal': True, 'source_label': '7.18.c.a.2.6', 'source_level': 7, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 5, 'target_hecke_orbit_code': 22517998438842417, 'target_is_minimal': False, 'target_label': '49.18.a.f.1.5', 'target_level': 49, 'twist_class_label': '7.18.c.a.2.6', 'twist_class_level': 7, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 18}
  • id: 1679339
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 20, 'source_embedding_index': 6, 'source_hecke_orbit_code': 137740943367, 'source_is_minimal': True, 'source_label': '7.18.c.a.2.6', 'source_level': 7, 'target_conrey_index': 4, 'target_dim': 20, 'target_embedding_index': 6, 'target_hecke_orbit_code': 137740943367, 'target_is_minimal': True, 'target_label': '7.18.c.a.4.6', 'target_level': 7, 'twist_class_label': '7.18.c.a.2.6', 'twist_class_level': 7, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 18}
  • id: 1679340
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 2, 'source_dim': 20, 'source_embedding_index': 6, 'source_hecke_orbit_code': 137740943367, 'source_is_minimal': True, 'source_label': '7.18.c.a.2.6', 'source_level': 7, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 5, 'target_hecke_orbit_code': 27021598066212913, 'target_is_minimal': False, 'target_label': '49.18.a.g.1.5', 'target_level': 49, 'twist_class_label': '7.18.c.a.2.6', 'twist_class_level': 7, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 29350
    {'charpoly_factorization': [[[26622097005392764580774091470254493146678296576, 9710882487940913270786428283255211124976517120, 3379801993059152087911110205710832989691183104, 58675583314111887054237921129525279216107520, 891984552959372294301986279894603777703936, 5187307527585862577166132893317532221440, 34263425778155905923555489548718833664, 39015949526111762439925152507494400, 668886014578591841161126638256128, 289621943950790278586766458880, 6970967004572093428545552384, -998321210669946377748480, 48730093486659874521088, -7950094728856888320, 202445084573488640, -59869390150080, 586258601328, -128241480, 967640, -270, 1], 1]], 'hecke_orbit_code': 137740943367, 'p': 2}
  • id: 29351
    {'charpoly_factorization': [[[56054558791451433663209048078466107800273080670502211307246133471097850787954721, -10696459370984556458301074043235801376907341222746904985692760279703960643400, 9276091102539077844953893274622504762692865530649552341532947671829666685, 1063757139669896884487145297066620948278423084545545340995573172689400, 765624489933110863747583870817144367165010762515631875592181286983, 57200609812969211210008223668689715068309170937350954681450160, 22700534492964365024329353564222998506019906592087942289110, 1386775069760346064632415483848803797469064544550857560, 459643412474512059928829159474562600255790223014653, 19212125113179255773377862213064754354114249440, 5056503457966650615055771015162548060746979, 122961121873910457437865515059012950360, 38873546158842938070446005001316573, 537233052221630338133482956360, 173801838891741630738073974, 81560442514154634720, 536475284742736071, -965276320080, 916659229, -6560, 1], 1]], 'hecke_orbit_code': 137740943367, 'p': 3}
  • id: 29352
    {'charpoly_factorization': [[[56950209301621716864461413246021801619015999889557174138696944670786040681871982435336299126591993868350982666015625, -551898625966080140677547468225249752506556323580881287284361501727131792158223208835811978878855705261230468750, 4519266122300783715322994517035294742992761958721488203372950454380439493308801284572075278759002685546875, -17078767649870113685283994650779193291405705055179709933436780336843831168141129628884696960449218750, 64278451343575615087687091520683210687876405927254919666690953019749218509712456539154052734375, -110604800613567222463431189646608118363154589268549797088965475405597628559014282226562500, 390811254760634294975134472573614824454010512769716812571641193230815640783691406250, -457916400940048420610479825912984087170052661722436954139143583808608398437500, 1683927345828648567315235325133835448750473894521104573848545945439453125, -980518909149020103745447185192446153269132928842123855438103906250, 4480521981206890927960671035381821788133028883407208208453125, -1767382618398172937455098519548524494885825748092731250, 8430111036324775738691256806275539617845051568125, -1856647683573296538278372458835367564127500, 10216330000847688969633478296638477450, -2506582046289829263335162465940, 8251824947818415745873951, -1647830989026189798, 4112864153243, -1089798, 1], 1]], 'hecke_orbit_code': 137740943367, 'p': 5}
  • id: 29353
    {'charpoly_factorization': [[[464159028453669055169897312305062222751067304218892880116132545878003444150891097267800059884078056364173061486722653195011287945197831493579249, -28722527398999155644069673386950363057449377526864045433909592526053487020098205712656915746379177980950474735716773751320355078764191520, 729204654380598032718378962728578629370319854501360616344981954019825829469160627860015818504121714494912834900656456878021386758, -360210829253642314425014006559108697740838473467880858339936258264676898097801053913264267323871155493607951514339350890080, 24921360863012777708212853641804784042338983023664890987660272140360305342663986183696980965322461413312089914846957, 48820322493522039239694963708230257115445441228767068855184112699447481781426243564628717933982746967797760, 80399522645501573428466322089131812232885484559677520046789600182374557295137298591583787180798636232, -9382493055991023705645465732729854350771440977785631797997058130363444116758625910393503752960, -197557207168049996787648358340651541451696006229564752415422820775634870799763894121486, 3732040380866307716020315761400546568800360704219806347053644525155105981032640, 2644630079060492273760992477575032363199825972284956544803744958462286820, 16042780961536039132257801356272292901141731334970581357275955520, -3650560224220732731230498103406033178357505460488579970414, -745277844757439883602126460587752106795093075006720, 27452806517984011914281799820524157185330632, 71658422401138090134972556352327680, 157243127217819640982371457693, -9769897411836359910560, 85018999533958, -14395360, 1], 1]], 'hecke_orbit_code': 137740943367, 'p': 7}
  • id: 29354
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  • id: 29373
    {'charpoly_factorization': [[[3758121431861701423852972214276846230953619333239615336708004772611663098596590892329860845909144964058354150297064712644109386056560289528851140216561379228304266765267388094990739278137691714586696145132161157125268875520727598895604790932459908188999463733314910721067552816264416996237740641000765068696676964635364410641, -2645828019318035522987271517984347320754552687540678804146605321074124251722637833850556070124160256958909802535842914121708407760976977874970976232494396545117829754470724510321959959440377537640486557656773575020130775509854060204316988872214322577808635829679395154586336604664286057404389514167707922271618, 1201641792684632133734141637720079504478679743874143859285839046850824873429166603876234185876355041927557931139440427175512880211123024976672326562224233122962535200733807290455104136625402000485757558423156843149463287006220946596299506543632032026339036778087668744785944088646586929928348847, -337709977351015628282047082527413511526344621586354676204878158243744942920446225524566852159332911019361567620435411765217716073864738238626911868049083617917342642823596193686200798826882894881974458388231044985790823925944106202736582607686561940037311591270911855430618202714, 70860267948825194098876726436035875013979418148246005459806064698243802414412903196973955596893496925720073797223966651824631276772378033161916006066720033155125427631865545929338429795894021073129505859497668164973928065028976137725178136513948636425798379510695, -10320956855142891769550753755595710860354929874389527725436329927170378571720877284266599444005067447253636166898920232210995099688621188248230183080003830165994480725533934301413093994193423996265476192275003371230376801557594365515934138778338300, 1158359136624037291242838052129273583088314800414936637214965663890079529079833744733520980161012042014762177897936492724718072307272571832585613266810377805892020433537866938572127015630486674245873278183000280177894345587422092434, -88891683182279658996805408243906029945997374442990984286013573829174080499088037104443857431331411356478182668520743292960699385702775874403552050810154602942467564223728718770921217645878419983998441858571803127508, 5910055881356232830926789335953958148410711121314325437612230149034969724620242005828928169466365388876022575982054286961518905006683568213135845097023240233319873068471566979485975121691705262739229, -280909533009381881866854650980674050621110963165779746465554350646547941501190366778474660135004464684220393132135683151556115651569791475167839401745972726376126221937843091724261702, 15822652984273213808741322234875987439049489792079349137014274141048429551302523939648891507118738938441101492798710929946367459661826124838964097041299331912327007201, -575480262634239739968893016382857380288864434738341564307085883373696845664020371582695146536304758241022306356086353975813319040248792175735156930582, 28410688848411277373113223379226804538227849255716664973738104835999259459449159258393992972309660558703516657186248176704754303950221, -479693462992298301579979196671351931084775585025461830433795041990127159887204987388918307355100828616593809372872692, 25024466828840159463770862945267427384049390806387444728871967598931180745718392440189913305199527250, -331486506089729089788944202336389497968440796253363616364461256741919867010355072156, 14987054279914063309924828201252927905530274623430981571215556377495, -110704103584303010499161197806281611575594700987434, 4893901954294632496300360673454575, -31115179936936434, 1], 1]], 'hecke_orbit_code': 137740943367, 'p': 89}
  • id: 29374
    {'charpoly_factorization': [[[210512017302320604699875526286706098182429955558041681195517249205620616079530275274613480494881774402185349212779003644727060701006263428983845788937553255476176569344, 2808773492266064958258642646005920406860011247624622309723953486648950109806915154730073802091602505157235568950781992561908603526660055183001579883520, -1267277571443550411814466612686699841549242939303524658333069770251578616849257920719054229115676112517888722491605488035845265519973120, 7541668439950429770879872826015300525014699218218168063828836170878459199293011871488955281937080759552879874617011200, 978381842391055445466882295253553369722069293441600838105391386188342675214815792016383197448592503936, -1104874851389493422653938694473608067082817306430819917012583408547658145000424007040, -306166494039465972338263194726506229586207764110866677825087062344416, -1499882881395596903812048723413137165855623554095680, 31902673985951515724392922618988660, 351400168251882540, 1], 2]], 'hecke_orbit_code': 137740943367, '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': 3, 'hecke_orbit': 1, 'label': '7.18.c.a', 'level': 7, 'portrait': 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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 24297000
    {'hecke_orbit_code': 137740943367, 'n': 1, 'trace_an': 20}
  • id: 24297001
    {'hecke_orbit_code': 137740943367, 'n': 2, 'trace_an': 270}
  • id: 24297002
    {'hecke_orbit_code': 137740943367, 'n': 3, 'trace_an': 6560}
  • id: 24297003
    {'hecke_orbit_code': 137740943367, 'n': 4, 'trace_an': -551660}
  • id: 24297004
    {'hecke_orbit_code': 137740943367, 'n': 5, 'trace_an': 1089798}
  • id: 24297005
    {'hecke_orbit_code': 137740943367, 'n': 6, 'trace_an': -1687556}
  • id: 24297006
    {'hecke_orbit_code': 137740943367, 'n': 7, 'trace_an': 14395360}
  • id: 24297007
    {'hecke_orbit_code': 137740943367, 'n': 8, 'trace_an': -237823200}
  • id: 24297008
    {'hecke_orbit_code': 137740943367, 'n': 9, 'trace_an': -498883228}
  • id: 24297009
    {'hecke_orbit_code': 137740943367, 'n': 10, 'trace_an': 222553738}
  • id: 24297010
    {'hecke_orbit_code': 137740943367, 'n': 11, 'trace_an': -148256184}
  • id: 24297011
    {'hecke_orbit_code': 137740943367, 'n': 12, 'trace_an': 2808533140}
  • id: 24297012
    {'hecke_orbit_code': 137740943367, 'n': 13, 'trace_an': 3578734040}
  • id: 24297013
    {'hecke_orbit_code': 137740943367, 'n': 14, 'trace_an': 25683984606}
  • id: 24297014
    {'hecke_orbit_code': 137740943367, 'n': 15, 'trace_an': -26900793736}
  • id: 24297015
    {'hecke_orbit_code': 137740943367, 'n': 16, 'trace_an': -50209759472}
  • id: 24297016
    {'hecke_orbit_code': 137740943367, 'n': 17, 'trace_an': 15259176570}
  • id: 24297017
    {'hecke_orbit_code': 137740943367, 'n': 18, 'trace_an': 81764237020}
  • id: 24297018
    {'hecke_orbit_code': 137740943367, 'n': 19, 'trace_an': -71656970872}
  • id: 24297019
    {'hecke_orbit_code': 137740943367, 'n': 20, 'trace_an': -180641544216}
  • id: 24297020
    {'hecke_orbit_code': 137740943367, 'n': 21, 'trace_an': -669146889614}
  • id: 24297021
    {'hecke_orbit_code': 137740943367, 'n': 22, 'trace_an': 1499692748380}
  • id: 24297022
    {'hecke_orbit_code': 137740943367, 'n': 23, 'trace_an': -316306503180}
  • id: 24297023
    {'hecke_orbit_code': 137740943367, 'n': 24, 'trace_an': 694489934496}
  • id: 24297024
    {'hecke_orbit_code': 137740943367, 'n': 25, 'trace_an': 591325905568}
  • id: 24297025
    {'hecke_orbit_code': 137740943367, 'n': 26, 'trace_an': 4488505674324}
  • id: 24297026
    {'hecke_orbit_code': 137740943367, 'n': 27, 'trace_an': -11473086373360}
  • id: 24297027
    {'hecke_orbit_code': 137740943367, 'n': 28, 'trace_an': 2858273469380}
  • id: 24297028
    {'hecke_orbit_code': 137740943367, 'n': 29, 'trace_an': 284876854680}
  • id: 24297029
    {'hecke_orbit_code': 137740943367, 'n': 30, 'trace_an': -9357829097258}
  • id: 24297030
    {'hecke_orbit_code': 137740943367, 'n': 31, 'trace_an': -1607821082076}
  • id: 24297031
    {'hecke_orbit_code': 137740943367, 'n': 32, 'trace_an': 18893460602400}
  • id: 24297032
    {'hecke_orbit_code': 137740943367, 'n': 33, 'trace_an': 9589772011550}
  • id: 24297033
    {'hecke_orbit_code': 137740943367, 'n': 34, 'trace_an': -32628298247940}
  • id: 24297034
    {'hecke_orbit_code': 137740943367, 'n': 35, 'trace_an': -103506510744}
  • id: 24297035
    {'hecke_orbit_code': 137740943367, 'n': 36, 'trace_an': 76724663114416}
  • id: 24297036
    {'hecke_orbit_code': 137740943367, 'n': 37, 'trace_an': 5528585266950}
  • id: 24297037
    {'hecke_orbit_code': 137740943367, 'n': 38, 'trace_an': -15690283928010}
  • id: 24297038
    {'hecke_orbit_code': 137740943367, 'n': 39, 'trace_an': 28451541414128}
  • id: 24297039
    {'hecke_orbit_code': 137740943367, 'n': 40, 'trace_an': -91022360866896}
  • id: 24297040
    {'hecke_orbit_code': 137740943367, 'n': 41, 'trace_an': -66727631114424}
  • id: 24297041
    {'hecke_orbit_code': 137740943367, 'n': 42, 'trace_an': -74393390286880}
  • id: 24297042
    {'hecke_orbit_code': 137740943367, 'n': 43, 'trace_an': -93028396916240}
  • id: 24297043
    {'hecke_orbit_code': 137740943367, 'n': 44, 'trace_an': 162849953080692}
  • id: 24297044
    {'hecke_orbit_code': 137740943367, 'n': 45, 'trace_an': 8592264491540}
  • id: 24297045
    {'hecke_orbit_code': 137740943367, 'n': 46, 'trace_an': -563088234018354}
  • id: 24297046
    {'hecke_orbit_code': 137740943367, 'n': 47, 'trace_an': 162460135616460}
  • id: 24297047
    {'hecke_orbit_code': 137740943367, 'n': 48, 'trace_an': 1626223055746720}
  • id: 24297048
    {'hecke_orbit_code': 137740943367, 'n': 49, 'trace_an': 37188390461684}
  • id: 24297049
    {'hecke_orbit_code': 137740943367, 'n': 50, 'trace_an': -156105592028976}
  • id: 24297050
    {'hecke_orbit_code': 137740943367, 'n': 51, 'trace_an': -41571323179104}
  • id: 24297051
    {'hecke_orbit_code': 137740943367, 'n': 52, 'trace_an': -664578572037800}
  • id: 24297052
    {'hecke_orbit_code': 137740943367, 'n': 53, 'trace_an': 349838159677350}
  • id: 24297053
    {'hecke_orbit_code': 137740943367, 'n': 54, 'trace_an': -2197621449925058}
  • id: 24297054
    {'hecke_orbit_code': 137740943367, 'n': 55, 'trace_an': -630210277345912}
  • id: 24297055
    {'hecke_orbit_code': 137740943367, 'n': 56, 'trace_an': -3391192609585536}
  • id: 24297056
    {'hecke_orbit_code': 137740943367, 'n': 57, 'trace_an': 3387478208982380}
  • id: 24297057
    {'hecke_orbit_code': 137740943367, 'n': 58, 'trace_an': 1117009291618900}
  • id: 24297058
    {'hecke_orbit_code': 137740943367, 'n': 59, 'trace_an': 2898325666051656}
  • id: 24297059
    {'hecke_orbit_code': 137740943367, 'n': 60, 'trace_an': 1851302466771436}
  • id: 24297060
    {'hecke_orbit_code': 137740943367, 'n': 61, 'trace_an': 4829263771794542}
  • id: 24297061
    {'hecke_orbit_code': 137740943367, 'n': 62, 'trace_an': -12440234322280740}
  • id: 24297062
    {'hecke_orbit_code': 137740943367, 'n': 63, 'trace_an': 1252577979478000}
  • id: 24297063
    {'hecke_orbit_code': 137740943367, 'n': 64, 'trace_an': 2254847316158720}
  • id: 24297064
    {'hecke_orbit_code': 137740943367, 'n': 65, 'trace_an': 2323606775562324}
  • id: 24297065
    {'hecke_orbit_code': 137740943367, 'n': 66, 'trace_an': 7963993945620406}
  • id: 24297066
    {'hecke_orbit_code': 137740943367, 'n': 67, 'trace_an': 1327703510619200}
  • id: 24297067
    {'hecke_orbit_code': 137740943367, 'n': 68, 'trace_an': 570001815036780}
  • id: 24297068
    {'hecke_orbit_code': 137740943367, 'n': 69, 'trace_an': -19909363410939516}
  • id: 24297069
    {'hecke_orbit_code': 137740943367, 'n': 70, 'trace_an': -17777971289904490}
  • id: 24297070
    {'hecke_orbit_code': 137740943367, 'n': 71, 'trace_an': 15480661755189216}
  • id: 24297071
    {'hecke_orbit_code': 137740943367, 'n': 72, 'trace_an': 16233423509033760}
  • id: 24297072
    {'hecke_orbit_code': 137740943367, 'n': 73, 'trace_an': -3163858704730590}
  • id: 24297073
    {'hecke_orbit_code': 137740943367, 'n': 74, 'trace_an': -4018632851551110}
  • id: 24297074
    {'hecke_orbit_code': 137740943367, 'n': 75, 'trace_an': -8119026314209112}
  • id: 24297075
    {'hecke_orbit_code': 137740943367, 'n': 76, 'trace_an': -14641245177256376}
  • id: 24297076
    {'hecke_orbit_code': 137740943367, 'n': 77, 'trace_an': -46825571816043510}
  • id: 24297077
    {'hecke_orbit_code': 137740943367, 'n': 78, 'trace_an': 48702643123708840}
  • id: 24297078
    {'hecke_orbit_code': 137740943367, 'n': 79, 'trace_an': 40826108816616316}
  • id: 24297079
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