Embedded newform data - 36.33.d.b.19.5

Formats: - HTML - YAML - JSON - 2024-05-16T11:38:18.376730

• 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': 39204, 'analytic_conductor': 233.5199585120948, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 4, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [36, 2, [19, 29], [1, 2]], 'cm_discs': [], 'conrey_index': 19, 'conrey_indexes': [19], 'dim': 14, 'field_disc': -174519546399527093546535563082281633320187654973339160372214939758443580835777829857238094862636562122675438550384519570380283957700802904213441610711110770980992673299428786763206275758807113864034375, 'field_disc_factorization': [[-1, 1], [3, 3], [5, 5], [7, 4], [11, 5], [13, 4], [47, 1], [4751, 2], [23909, 1], [110119, 2], [520361, 1], [1384087, 2], [54186089327487431, 2], [323569380597631881257, 2], [1409622221782053703777087196828551, 2]], 'field_poly': [1412553279760522403662278831384374862593416871748973473283212732072617708021143367724549193323116564646691593364247878015385748132738933779314492941420657045504000, -748136622941085299881986954907550052585975638698845524851040659174207772383986632947990765215720398283397111840494569827815481257242194462879461396633600, 106659529774879839046874897450256163097463871227896597630135686097797297816051233796716344513792743013061728191822414438633304079884586605034240, 95128576135542061922951273389005694868240523677280496503718751132181580640597603192233724288211402324629649228698495463742310120064, 14218633454594290381653882162061992351310214926866457046465831121598124876878342861858935466706714610876614837654091632784, 130568052823388987480787282317472440860477934857615337860200410718075575507010323142108374100462635255939232, 53211111349226757955236284041675612414616879072055733957779796413942354982120453658633802959840248, 26083342528284667843809328930901913280380991116670007441644373018174057471562657304, 66242167963727172731981497199893034024106297462627614478569459875355082433, -23967245486347359096340195260317848310298537718567913502866, 37405696613034355742044961924532536232196387188631, -8086811312184504416198453608163876, 9908582210366388423701407, -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': [[5, [194695030971705992795169005603188289602422978392661942832712707519531250000000, -8790602739051590164802042439957880994980502000925276806640625000000, 37726750193783531578663453906693952860056222539062500000, 1691497483111433499262778436348931058418750000, -3582839712286042804283048693025000, -81669251881758433411500, 69060745870, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503806339448868, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 6573484204976651826687567617157730827875159754154129229788729049088000000, 'hecke_ring_index_factorization': [[2, 182], [3, 29], [5, 6]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '36.33.d.b', 'level': 36, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '4.33.b.b', 'prim_orbit_index': 2, 'qexp_display': 'q+(1699-\\beta _{1})q^{2}+(-208774120+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 14, 'rm_discs': [], 'sato_tate_group': '32.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '36.33.d', 'trace_display': [23780, 0, -138121491740, 0], 'trace_hash': 1028196540171500909, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.163', 'prec': 17}, {'__RealLiteral__': 0, 'data': '12.225', 'prec': 20}, {'__RealLiteral__': 0, 'data': '7.700', 'prec': 17}, {'__RealLiteral__': 0, 'data': '885.831', 'prec': 24}, {'__RealLiteral__': 0, 'data': '150.165', 'prec': 24}, {'__RealLiteral__': 0, 'data': '100879.234', 'prec': 34}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.504', 'prec': 17}, 'traces': [14, 23780, 0, -2922848368, -138121491740, 0, 0, 191366550113600, 0, 31775605694457400, 0, 0, -1640418469677858020, -7731597686180285568, 0, -30570843123186593536, -31570967905797256220, 0, 0, -2022222335397731344160, 0, 5453282318362187158080, 0, 0, 10252879651857697291050, 100487287286439222842824, 0, 287406099989137745118720, 383350228001906510553316, 0, 0, 3049085458330908760601600, 0, 2968198158688225453161016, 0, 0, -10743727036349878681805540, 23674230631082905997232960, 0, 46284510399605997225174400, -36301708465641824663518748, 0, 0, 341183497187317069095824640, 0, -292611965791335032977170048, 0, 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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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-0.42112045728066866, -0.17888030923213066, 0.08030350458517138, 0.004219718169543941, -0.30923293337742364, -0.4835965792142598, -0.3438816116435746, -0.3953268188084424, 0.01433755853058057, -0.44178765115203417, -0.30830286923404443, -0.24995497396682728, -0.367407740514899, 0.09502693275077528, -0.4629396546782463, -0.4716075976270266, 0.04987875530852777, -0.25593351862654873, -0.25370538806539705, -0.12014236848806922, -0.49040392105856717, -0.18072560910759208, -0.4697528031342527, 0.017131082438949983, -0.2920427415772374, -0.49422087214939664, 0.029815718478601313, -0.2893486053901469], 'char_orbit_index': 4, 'conrey_index': 19, 'dual_conrey_index': 19, 'dual_embedding_index': 6, 'dual_embedding_m': 6, 'embedding_index': 5, 'embedding_m': 5, 'embedding_root_imag': -1382740365060.2856, 'embedding_root_real': -1701263951.7351553, 'hecke_orbit': 2, 'hecke_orbit_code': 4503806339448868, 'label': '36.33.d.b.19.5', 'level': 36, 'weight': 33}
• 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': 39204, 'analytic_conductor': 233.5199585120948, 'char_conductor': 4, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [36, 2, [19, 29], [1, 2]], 'conrey_index': 19, 'cusp_dim': 188, 'dim': 79, 'eis_dim': 8, 'eis_new_dim': 2, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 206712078372, 'hecke_orbit_dims': [1, 14, 32, 32], 'label': '36.33.d', 'level': 36, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 196, 'mf_new_dim': 81, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 79, 'sturm_bound': 198, 'trace_bound': 2, 'trace_display': [41758, 0, -58374617950, 0], 'traces': [79, 41758, 0, -7262277836, -58374617950, 0, 0, -487605891422816, 0, -21198711198625492, 0, 0, 332599795126857374, 3971328078438389448, 0, 1276945630806948496, 88641807015227258018, 0, 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: 34998230
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 14, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4503806339448868, 'source_is_minimal': False, 'source_label': '36.33.d.b.19.5', 'source_level': 36, 'target_conrey_index': 19, 'target_dim': 14, 'target_embedding_index': 5, 'target_hecke_orbit_code': 4503806339448868, 'target_is_minimal': False, 'target_label': '36.33.d.b.19.5', 'target_level': 36, 'twist_class_label': '4.33.b.b.3.9', 'twist_class_level': 4, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 33}
  • id: 34998231
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 14, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4503806339448868, 'source_is_minimal': False, 'source_label': '36.33.d.b.19.5', 'source_level': 36, 'target_conrey_index': 3, 'target_dim': 14, 'target_embedding_index': 10, 'target_hecke_orbit_code': 4503668900495364, 'target_is_minimal': True, 'target_label': '4.33.b.b.3.10', 'target_level': 4, 'twist_class_label': '4.33.b.b.3.9', 'twist_class_level': 4, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 33}
  • id: 34998232
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 14, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4503806339448868, 'source_is_minimal': False, 'source_label': '36.33.d.b.19.5', 'source_level': 36, 'target_conrey_index': 19, 'target_dim': 14, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4503806339448868, 'target_is_minimal': False, 'target_label': '36.33.d.b.19.6', 'target_level': 36, 'twist_class_label': '4.33.b.b.3.9', 'twist_class_level': 4, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 33}
  • id: 34998233
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 14, 'source_embedding_index': 5, 'source_hecke_orbit_code': 4503806339448868, 'source_is_minimal': False, 'source_label': '36.33.d.b.19.5', 'source_level': 36, 'target_conrey_index': 3, 'target_dim': 14, 'target_embedding_index': 9, 'target_hecke_orbit_code': 4503668900495364, 'target_is_minimal': True, 'target_label': '4.33.b.b.3.9', 'target_level': 4, 'twist_class_label': '4.33.b.b.3.9', 'twist_class_level': 4, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 33}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 132075
    {'charpoly_factorization': [[[26959946667150639794667015087019630673637144422540572481103610249216, -149269479267495268564015072483878307374914012469354740716666880, 2549104948996795016104205157524069684879928099495460470784, -34294588004857691313166281650806351359932474138296320, 844098682816395696735771642577610381808875077632, -17184104737864085953784741974618425450823680, 282855165407963980330895339152891445248, 2791780341764261466009689097502720, 65857350222758012900803084288, -931552184450534583828480, 10654023216358490112, -100782736158720, 1744168384, -23780, 1], 1]], 'hecke_orbit_code': 4503806339448868, 'p': 2}
  • id: 132076
    {'charpoly_factorization': [[[0, 1], 14]], 'hecke_orbit_code': 4503806339448868, 'p': 3}
  • id: 132077
    {'charpoly_factorization': [[[194695030971705992795169005603188289602422978392661942832712707519531250000000, -8790602739051590164802042439957880994980502000925276806640625000000, 37726750193783531578663453906693952860056222539062500000, 1691497483111433499262778436348931058418750000, -3582839712286042804283048693025000, -81669251881758433411500, 69060745870, 1], 2]], 'hecke_orbit_code': 4503806339448868, 'p': 5}
  • id: 132078
    {'charpoly_factorization': [[[124313337287170156121761748396391545634518402020794027295844734071950519084997894803290755520228473123052708793407923476907290093373986922576195568414997594048118536024358912000000000, 0, 123519140259172668302507629509584751817951562207560434570272073874127341837165506356501152165326902611392338808145415521878618672730665703783973022452416512000000, 0, 16011754177027427154376745975341800059498376689512739276598787251183288648504391142357340766102391022269460819952872513823901623517184000, 0, 58509843949464995489682153382292510059823409192085642873063657539468754781357324686065199730807527648002048000, 0, 71129506856794656962881723798785771764107904331358916799053308991666843214051016704, 0, 39223745684985106292839747715943683165834201316162797568, 0, 10146555609964619651927396352, 0, 1], 1]], 'hecke_orbit_code': 4503806339448868, 'p': 7}
  • id: 132079
    {'charpoly_factorization': [[[4767483162028238380235443070309541837291345331734529931488966299885694900656629517128117106578909488566266198999978865022634658769867010236202193556757839986461089173481689154780264890268601539670600754376469613034812211200000000000, 0, 55997910102652439867215385155530313155165384077498247315072555923028901033834869231716267758839446589600645983191656714872311180197854143746195622995831239270295448469782700031185007009721221120000000, 0, 224530604330662468578129460374231504582231521981622190450518020352974600435221781732555582587641963455327850748246336572015121712527834208007219530238856890679296000000, 0, 381521013466192826119077832164288755259519584214514416490415031194786220872579805966427573378762830524426619253651737861171915522048000, 0, 283933150444764325366622642145030235569606121511940126252023860965920048504350117170287253154430976000, 0, 99173546249840363077682116135032691712737753744013650120577221263360, 0, 16186283363947013083683685189555200, 0, 1], 1]], 'hecke_orbit_code': 4503806339448868, 'p': 11}
  • id: 132080
    {'charpoly_factorization': [[[1601345784070646965446107663689247066140533489960628289277148725848695040761000444016096279805681850994950339396377081520000, -24381369620019091735718652888696688347409707870583977783570967855310950307600683618826334749872706611764800, 66311543686587578207363356631798777782268274328790545925950558882749660365161273244423520, 182663595713708824848994983316977777903125844521003236089430765103149616, -486295026598681086240075895738620698967781229507566360, -678934952302510084742071757902720428, 820209234838929010, 1], 2]], 'hecke_orbit_code': 4503806339448868, 'p': 13}
  • id: 132081
    {'charpoly_factorization': [[[-127302600611896575215050041797325821059826854006563897455367961470722749538993658894123142413286932683145398051419860221712756895998640000, -19541714839848015299251006366697995056766999425496410314691956268563091124958205463203207448046852916100881939403931200, 226268286663980317533010588760148765063596622186356139935915999080019118767249368205862323891233440, 22753186668447043996571126610975822535155677289961094067698365920126092390711856, -108795983687344586557621584799805699391005555635768837334760, -8461652659686436632917919147649861404588, 15785483952898628110, 1], 2]], 'hecke_orbit_code': 4503806339448868, 'p': 17}
  • id: 132082
    {'charpoly_factorization': [[[45898905462142202777468661219659943466233838607151256762885352617532301386240291561604502122286799597781412899772781710473490218480631354117971926223198347492996677641081666084922765603483923071044131923634152697945699497101029863616697367597565538953912236170910404234444800000000000, 0, 24981009616046375452447807457317787445421580632787185900964071019176914126965319454605666250238954786929289130964737066456773397081048105422735388555404665312050956250615310437836653995267259076329547656952265239263657321617320535046225920000000, 0, 4550340494160323350394026591023129727984559828280827586757153504703423282421493995233686647701801988658527835369446426886769512390500977716504346163041948023880031926771142061715723820759139208921088000000, 0, 342962992563373263102813721930153316471079520244038583364276602053046895689039961388691163455330288973856391992511418121296675910131022219669383232542444343001088000, 0, 10264252854641838642016799704344734147477964256134501446219229584621491815563652800922952785264140196048883704999211696128000, 0, 122228285457043453657376173374225397617174555827517562192591695813360787466584719360, 0, 594803850179194095680240376232393224483840, 0, 1], 1]], 'hecke_orbit_code': 4503806339448868, 'p': 19}
  • id: 132083
    {'charpoly_factorization': [[[4984867282770452564902067537492230871508867469409705239656151185833649639243250839186406696507864557266328855157159856758927208002942578156816530014206770056486880073012882306692229822757277786734628425208466224487579829692468061084075599332429439705067535839808279605329114124422969744427057152000, 0, 89537640453315004468827231256738347435152149498777670833343203232467239002451365554012163974187183921165805977914129812622258443851695573837672760335731647568102971825611244418909818300858216869719645905671592740212496539435996523424522948354534434406400000, 0, 367769550879511074434531816038763128938101929997963810851824455335964663344998445127158927165266919343409750428044877939833101669786277668236210274971242860105711484563988991764069845682805461133990383494954315939840, 0, 424289037825223123075728843180193083102195981655178697433037731255415943205832840523885788122393439947305159156711068279579611900635562599784022656178367127298950304681164800, 0, 75895843844988246406634085717832604259991422596792353057746549329905887134176607412776544419548777566320118516643265372625152507904, 0, 4990690921222404594870321917050404643070742098917503529671388128584178249379115232657408, 0, 129686972904452855579135154501433224240156672, 0, 1], 1]], 'hecke_orbit_code': 4503806339448868, 'p': 23}
  • id: 132084
    {'charpoly_factorization': [[[5772556005897021421115379190974986197986232683521165285149448191212882536704355632155697411290737894529531173829726144688755452716526628030319420224304639675981952, -16464369741995282896966883360934406467030254706150791920637285646886147118739768294281757196488199384684581508783098730141565863869335232064, -1066787626530914373165059472791935249251911751620630611529118644831750498924266101054175299941491239463966889470948704, 3816109468062563911270330791064893078073602491751266813576342491352819434830087160888550208048, 48802801890433142222292832292137131204104116489761815155999629759750936, -214421105116963447843685799049867171453183428012, -191675114000953255276658, 1], 2]], 'hecke_orbit_code': 4503806339448868, 'p': 29}
  • id: 132085
    {'charpoly_factorization': [[[4239264498469647687651897222816847268218325848900806129823854874334584774739894846188800465087404951070642151962566429294979083576854080753858531721798602464768568279429272603747853976748348296002954768939565063238311129841099740707753943415225206265478819845173172455675332985256421429675071582203032086906968634238487756800000000000, 0, 100151128200181479236987372283905762618625612419576880458778658571020744304455663184897533968445474109452008693771264378989679120216130457345848488114422683716146046214014440435423695183223616408500647356131217729260451074776102395929538013127173548431959912409012802961947513323520000000, 0, 898093933019659219421187672872315507157121486208764699669527898349312598900113744540350159966507231953301193939267892495866257341224876160394837780044830305651418600265395258298500065085154276674782029933421263290222161059793833295872000000, 0, 3847013784211499150007580714157168954257308176119078036283492889954427977726002137498414039334663618928048583849398802685862030521490386714460713999032725175565447844081262996008663062151168000, 0, 8281578275628431988187434365652969604869260822251800785159080179050441956213448613851051290345476414481459082147714320364824700455520135282688000, 0, 9150908538312582991089876279585084221227430648453811515867013948286994728506433640062329091522560, 0, 4908918705959960411268269154965959814988193136640, 0, 1], 1]], 'hecke_orbit_code': 4503806339448868, 'p': 31}
  • id: 132086
    {'charpoly_factorization': [[[12724393093748761583995314021220145958001206870438711446823452894496888490737402585603243794209635826665512177195881319064193584339907932788387564889211753961208797064880000, 43782788311603758145690541725786886977045953711964380685625122665961021677019696249793876425479532043182623196095951755204639604186351837035212235200, 41348932123961627515929117018098209376453605801432932831643854308521076836407815842728614266422366706563101213857340925437280, 9275543593572524443967449070513854723086557616457424688313759701152193719698480958894628984578052656, -894733607280467583998345050731667259726893468877325843275725387709733496600, -213939648605969333200122576508321532397875393597868, 5371863518174939340902770, 1], 2]], 'hecke_orbit_code': 4503806339448868, 'p': 37}
  • id: 132087
    {'charpoly_factorization': [[[-1365890886968893070773913497400908894408385000999574080950849518020719457724696405258227413530842699093303572994079164977385349807378137300192903200427753435099172332066238381952, 5143667423835293798832791997289645762271775436361396279355469852696423153844155798303115737087868213474062500710979755734287997179272377849888047978987968, -743219756380242355834716523726735993525268389269957833918502515954813347226343572894255193231883566326405195154990616068896255328, 30748695041825762555630390920590789300734531711582483060302458016113862200843712859951821504434199552560, -72694017421538380648380947616741381780041579636770504410593532906455315430120, -12374143845506024582162374395975932667044509248752556, 18150854232820912331759374, 1], 2]], 'hecke_orbit_code': 4503806339448868, 'p': 41}
  • id: 132088
    {'charpoly_factorization': [[[4894178837215261727087391282216431705978512721388416670230799949782773950164015276409463586512741396415252063126637499071997567105042887679339090905246905279924927923615824033853657825210962787579105572146968524308663596438627581079664525789747004834341644935307125095056309389519531529516480593113461100848909710478183370225898968484252267267196895363072000000000, 0, 153285320457176773509610147530522284411426827689311159352374059123287632764099046244277162421460175220787149803047896766969069099548888409469171525879585149413362397440162832094453938725520810919620641999181973508923395181411294794828138858661531432161345876510015881588403449403075438936089292420815339388928000000, 0, 46217457842991217933176700362507243146408536172697290715964275191868938310618678163924109099046646935377654606953606802858611992349577814189968243938730741772465514672515034246522537280385863148777743125015578294307593660234373348922261005543800106712630820864000, 0, 5353026548798901425651047768467075489799756603303942741194788976804597138939074792858208856403689535358445970728519051275334051037202620470058091327222344656585517875537940298294020824953640297312449349445222400, 0, 311387201163022071184823472790501518433527845656365662068856446582807263076410117122295855950530786306741652852008204799957272140917418199652166829116462465024, 0, 9716427685764818997688443467346719091589160648433852541467231004844399009080243043964867466720211015958528, 0, 155394205508372460923417140712496242760688411743900672, 0, 1], 1]], 'hecke_orbit_code': 4503806339448868, 'p': 43}
  • id: 132089
    {'charpoly_factorization': [[[4108043141658216950764657850083141765170599487482077727699510079478711631402741471329172902228485515806644196005601325162821787632182007486090409287970232271192810730929059522156681914345911661452882650311637455430537501553874509672063039337458500312883388588857859030751398950662186755217078166947207225814445362024269118730466856776046057545694527266567136542195712000, 0, 2051605565245201256749274933920039203000119781615888123356716179397148898902566116423109697625370403744928156685109447522166749985569579991816091093554675395628890568636796302736157767160415863864641521571781640746479991097567842016986253489248519430547193961872202285028132380289521914953736771975482030480183787520000, 0, 309498676095086652351527871845690221219613265036547484893192540723259824584630868854566143501939084619664699809465009453496645508818589917807737703908533716925044945802159456433619744966296737557403196354288114199172942335664457574556886071282553050898097599718359040, 0, 13383786129235474290436761521285166326986321244530225903303961060345314605573054947772383321597840338638700755581977750616045268701958595947158929033339027088420854279609564367964840763242380815871654151997756538880, 0, 190420473411942637477137969797565077105314880410957283073600567942447774664535979306458739547856205640201922931615716891228043888615103348236068609866073137741824, 0, 942329362087292799508018376317736576560512915293941916749126021938140689192231451924189496852065905727766528, 0, 1698345464778213503609699616363725195875207529661284352, 0, 1], 1]], 'hecke_orbit_code': 4503806339448868, 'p': 47}
  • id: 132090
    {'charpoly_factorization': [[[2997847807238421890041361466658342439573442406158331947496681924966100104434187618292982053044902550782285572060001203542919944272073338952400104102386664068865613860777787490562942556340560000, 5449930556830041169718273986853494412307777348302124973364700719871239213063291565489261646999583331446550570851661455318222006660570999568769083259162094629066596800, 2390587161262266617830954172042991471010865088484398070712334948497190516747240370711759560816156769332837988358324741771937471365251873440, -446882051074521494752458424259323977646707444931196895307333712253610611243560795439016017983261307316757540304, -363516011994912659645777574536367994039862627324504310021620558784457023582355878120, -21880898584094774561664514304564668795928758387243878828, 9214447967390126373010818190, 1], 2]], 'hecke_orbit_code': 4503806339448868, 'p': 53}
  • id: 132091
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  • id: 132092
    {'charpoly_factorization': [[[-24326841184238070590861245385333063249455400661515077227505695826151148318519735070287478749521122613085079134475559174458214643090663146079619702649387962538096910599361820677774218582706054806691968, 5420278709270186938468875064769822892218178616394403393153129167381217357156946834240483264000070864850041984925491384880995082873467588381617206888575821917831339944878528, -323119789719854796908989598126715774599828101120387158136307163220891551730923138233036522103362189980238814026135029931710904991356663890791072, 1962983461973816017055824981063782503717464006076384370193549577793322932398212017714976319109644934199526732083760, 270639193518188040735625179809596714652354069965048754142797862098816421813077448076520, -4242421029393227201272821833291299719883000366846630663596, -53201019468063887842469946254, 1], 2]], 'hecke_orbit_code': 4503806339448868, 'p': 61}
  • id: 132093
    {'charpoly_factorization': [[[384382181661686968262164014995027243357250291874315114235732011186974429261485064440036146320166978625274856536728292913875079532247487149696732003004240059206224618034788898751045218408504653368076223747970884293093252230944664072845787518122805512048526177015995922911273842412376313093467443239855407952108631098231425309810787452143489147625941487566812963805591493948850556686351302740455756945948672000, 0, 270563818904420540108630604162684365237865662968689042798637280451164628428316754966058694457663686865820930202956038461674556121863777939951433293975596954999432500538265188918522356493387306151597069114122890694245655444423391945531408771675233895330568229288059758760083623017710597373134974267801567667480167986722413580709466464707181516161024000, 0, 70937139806646389298886587400372420475511203665353374927520403940887643700134490459517174042828864831545605876468235261486321017445070300537495100972027115271013130038274811812643934283283328495962290134705846872800474991600549711791544105551142325476736718684286353656024190412226601355837440, 0, 8688164489462544162961425939374427930022449807271551431335790416365040983287738676279072533469021023473066123565658288270139068348513813029434820548512469169898139819223865551995885443344753729996094696146668634879910908463330487173120, 0, 517660345113265356628121958292251045790483798778107402305558183109965662980909942896504237368936275744155198390187781933586675032572085143064004281189934403497029223661839581184, 0, 15045400950812342621522091890091825609280358252509072200838057391681469110856509739628656090120469634607699385198706688, 0, 202537703937911377246964781090416152042580586891594365064192, 0, 1], 1]], 'hecke_orbit_code': 4503806339448868, 'p': 67}
  • id: 132094
    {'charpoly_factorization': [[[2617613500173719767390492497361671825075939650874592344638948258582214188700354156372671620869710671086897535433144604106336687933359882138058643982034694066913041395583875190847298464621709245526449433404416776657344617147099257080858084237149163673488540998680565575429510855291858681735082802233588677315946964753901203855139552219729842608633833697034514702627552453404788222092322508411760789998796800000000000, 0, 148779249458748862688326517266375569858684896133480575460902341351464409287167014797613995427858863599626750424098211922261898899201228527411595684807125582076695727352977563321518636431058223044005962757248712068929442897723932649993855579071781036087713694532032843049995670158513132507004461205802532041482320847598193399578721602147790748144107520000000, 0, 3343699231770666385110164444558531991704649906210464185560922990606444513117212009029506685222560709159679227580241955728804619689578250448766558096291990320038788191181428426185231401847474181573169126300384974770397963269410151264129539296974982293665905832384231620607969697052341234040832000000, 0, 38348833015507688398728195167845838193698486041206861718905224208708519823306690377358580204607481773698120740148375349252048361264825206816610145984263718438106987120151458225654546775301139612611316978519218175769640960533845107539968000, 0, 242236114047319949666176189312246927579008887467953661696685656877655762134766069182570757947231077672521224782832748370423144290980870412419835818996338742271735331279979151360000, 0, 840333492749594024883885748783555227938491297109361986625440174604439812998487560786270119198575113495086917510034882560, 0, 1473620445629196621639131189211834028578191403875684335964160, 0, 1], 1]], 'hecke_orbit_code': 4503806339448868, 'p': 71}
  • id: 132095
    {'charpoly_factorization': [[[124792743515949125229976106525818278359562709972783259486790059736713144290753164109933576843101268188287768519803104083617109571660899290629579604653944730290773955434378559256611289682034573916847676080000, 26219278188417020864010189978831811789159593159322059537175423374336917868402400849093400006566936195634903107325771752000200509435903338704677292051278208843992078259408841163200, -172731222572426416319583103894137442298120394203393039589616518674205510623306682536021243505588418143677641593078978291772790454560855001298724917920, 167432761386922141332447732869982613839507170589912399231483353493604679817996022293838102373989925088743074466452955696, 711199095212484101978169863623235209731211609318546827917279679327713685088737964407536360, -1024383381539377814340843950125719173104641906200083089656748, -716353562596169491460425449230, 1], 2]], 'hecke_orbit_code': 4503806339448868, 'p': 73}
  • id: 132096
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  • id: 132097
    {'charpoly_factorization': [[[91076956737782735113749957379701286965356122527841264516759823726578878570287269794424434431546337252661066730635663407751825498085496680066317743819414663121138746629578480240796630461774855186840093287862776763932592708995811678201536281955409116581591705404995589810175243481275763435844874744369935583032350637367838618164232052000297531574984109647149760340683600071487726110735765766637708426867249820304000503775232000, 0, 1287827861885969749775360732269024533219775701079959333820394374969659231921844139232613151276799229647989351927488461854686672058844191893518336626981636948095762447493163242895296744871525284801910622028347448345365547885566699640604777979207680095734373053227857109580848512931018552778841179954125932609897484072512147056652363136253392350926904261668610506752000, 0, 4750355218826741368875293006610889595090469351636587227785351500585866782157193556714502309047136628507671293597061532122991053966599847325335310349808589960443318351945061704934907202273188878464743176348381936935720880481639082261342814439234978448637651438925166704346424695100861350122616724554556375040, 0, 1571786002565360486843467187300069163339625933681088019314884321641685573980454846511088892487708598785158226552813857025230839844338113247046406611768428392433090416448627443600236549108652937550610100866057757917739295709461917151195293548544000, 0, 162887002945479459603701142355202546411573893645072424144913132962184948875350916164151646350930399905728114284680471483153775346086314543993807981253084391435343709651296211546652278784, 0, 7133126502689215892749273049527513195634277136512432666329204183679446301927248226205488901449834374749537937475718802178048, 0, 139265920436617486513330919092063469844973024774623988322890752, 0, 1], 1]], 'hecke_orbit_code': 4503806339448868, 'p': 83}
  • id: 132098
    {'charpoly_factorization': [[[-153169241851037018781180079244953686832804627219617298428406978377327790861899541763265777396643036214357329934012587938111751150860173153773428554096719103696374448954841810884013239710249418703547561662522624911916928, -22475931253469199314944613076023142232452972990526740045601994720814727657811148117342921728819374249434257749067963809356910038458295147748901083804285271576105345986235447029330469076544, 1317330327520343443706680025497546565819810542842870349836116952027553093411632956126800068149612248087803390220410128517684120425976065629029564191797162656, 290145575492460295227482510085827556343592282161850395422978297837777159599868279752811101161498400263003221886772293663203888, 1140967694636494927564673834900215553895551512358944298272774630832648735725756908242462575896, -943890819377660709180816155606112037670908972475488343244235692, -9236906105818351591711724253938, 1], 2]], 'hecke_orbit_code': 4503806339448868, 'p': 89}
  • id: 132099
    {'charpoly_factorization': [[[1217005367478527488662178527739786542971879680767861995081888178270970249637309442318355422546626625840266373341788770988131475925383510286792774236056560737390286597805763006270851774768576371517134810883284806890160000, -1077533570954683075811452459083052864777614199587799196774150969030573371340789208179259658151339013880341368901215912364723020152963341007060302676791726717626035168984132941656326522011200, 284366672006627714725711433059892586817979058783259698914897708001209710515855469193206925361240546315949209374634199002348483681502442579946419662579121651040, -16368240379617024984005051751914133381346054691749023472867401926766311202312376784449229504243084906280329242694988179473956304, -1166406952191392592543663747046564738575112190520930219425115228530966115228217022943464744386840, -9550262126107814986009881985039877956346328764025185437756587948, 100897569757974186609399979597810, 1], 2]], 'hecke_orbit_code': 4503806339448868, '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': 4, 'hecke_orbit': 2, 'label': '36.33.d.b', 'level': 36, 'portrait': 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', 'weight': 33}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 84905000
    {'hecke_orbit_code': 4503806339448868, 'n': 1, 'trace_an': 14}
  • id: 84905001
    {'hecke_orbit_code': 4503806339448868, 'n': 2, 'trace_an': 23780}
  • id: 84905002
    {'hecke_orbit_code': 4503806339448868, 'n': 3, 'trace_an': 0}
  • id: 84905003
    {'hecke_orbit_code': 4503806339448868, 'n': 4, 'trace_an': -2922848368}
  • id: 84905004
    {'hecke_orbit_code': 4503806339448868, 'n': 5, 'trace_an': -138121491740}
  • id: 84905005
    {'hecke_orbit_code': 4503806339448868, 'n': 6, 'trace_an': 0}
  • id: 84905006
    {'hecke_orbit_code': 4503806339448868, 'n': 7, 'trace_an': 0}
  • id: 84905007
    {'hecke_orbit_code': 4503806339448868, 'n': 8, 'trace_an': 191366550113600}
  • id: 84905008
    {'hecke_orbit_code': 4503806339448868, 'n': 9, 'trace_an': 0}
  • id: 84905009
    {'hecke_orbit_code': 4503806339448868, 'n': 10, 'trace_an': 31775605694457400}
  • id: 84905010
    {'hecke_orbit_code': 4503806339448868, 'n': 11, 'trace_an': 0}
  • id: 84905011
    {'hecke_orbit_code': 4503806339448868, 'n': 12, 'trace_an': 0}
  • id: 84905012
    {'hecke_orbit_code': 4503806339448868, 'n': 13, 'trace_an': -1640418469677858020}
  • id: 84905013
    {'hecke_orbit_code': 4503806339448868, 'n': 14, 'trace_an': -7731597686180285568}
  • id: 84905014
    {'hecke_orbit_code': 4503806339448868, 'n': 15, 'trace_an': 0}
  • id: 84905015
    {'hecke_orbit_code': 4503806339448868, 'n': 16, 'trace_an': -30570843123186593536}
  • id: 84905016
    {'hecke_orbit_code': 4503806339448868, 'n': 17, 'trace_an': -31570967905797256220}
  • id: 84905017
    {'hecke_orbit_code': 4503806339448868, 'n': 18, 'trace_an': 0}
  • id: 84905018
    {'hecke_orbit_code': 4503806339448868, 'n': 19, 'trace_an': 0}
  • id: 84905019
    {'hecke_orbit_code': 4503806339448868, 'n': 20, 'trace_an': -2022222335397731344160}
  • id: 84905020
    {'hecke_orbit_code': 4503806339448868, 'n': 21, 'trace_an': 0}
  • id: 84905021
    {'hecke_orbit_code': 4503806339448868, 'n': 22, 'trace_an': 5453282318362187158080}
  • id: 84905022
    {'hecke_orbit_code': 4503806339448868, 'n': 23, 'trace_an': 0}
  • id: 84905023
    {'hecke_orbit_code': 4503806339448868, 'n': 24, 'trace_an': 0}
  • id: 84905024
    {'hecke_orbit_code': 4503806339448868, 'n': 25, 'trace_an': 10252879651857697291050}
  • id: 84905025
    {'hecke_orbit_code': 4503806339448868, 'n': 26, 'trace_an': 100487287286439222842824}
  • id: 84905026
    {'hecke_orbit_code': 4503806339448868, 'n': 27, 'trace_an': 0}
  • id: 84905027
    {'hecke_orbit_code': 4503806339448868, 'n': 28, 'trace_an': 287406099989137745118720}
  • id: 84905028
    {'hecke_orbit_code': 4503806339448868, 'n': 29, 'trace_an': 383350228001906510553316}
  • id: 84905029
    {'hecke_orbit_code': 4503806339448868, 'n': 30, 'trace_an': 0}
  • id: 84905030
    {'hecke_orbit_code': 4503806339448868, 'n': 31, 'trace_an': 0}
  • id: 84905031
    {'hecke_orbit_code': 4503806339448868, 'n': 32, 'trace_an': 3049085458330908760601600}
  • id: 84905032
    {'hecke_orbit_code': 4503806339448868, 'n': 33, 'trace_an': 0}
  • id: 84905033
    {'hecke_orbit_code': 4503806339448868, 'n': 34, 'trace_an': 2968198158688225453161016}
  • id: 84905034
    {'hecke_orbit_code': 4503806339448868, 'n': 35, 'trace_an': 0}
  • id: 84905035
    {'hecke_orbit_code': 4503806339448868, 'n': 36, 'trace_an': 0}
  • id: 84905036
    {'hecke_orbit_code': 4503806339448868, 'n': 37, 'trace_an': -10743727036349878681805540}
  • id: 84905037
    {'hecke_orbit_code': 4503806339448868, 'n': 38, 'trace_an': 23674230631082905997232960}
  • id: 84905038
    {'hecke_orbit_code': 4503806339448868, 'n': 39, 'trace_an': 0}
  • id: 84905039
    {'hecke_orbit_code': 4503806339448868, 'n': 40, 'trace_an': 46284510399605997225174400}
  • id: 84905040
    {'hecke_orbit_code': 4503806339448868, 'n': 41, 'trace_an': -36301708465641824663518748}
  • id: 84905041
    {'hecke_orbit_code': 4503806339448868, 'n': 42, 'trace_an': 0}
  • id: 84905042
    {'hecke_orbit_code': 4503806339448868, 'n': 43, 'trace_an': 0}
  • id: 84905043
    {'hecke_orbit_code': 4503806339448868, 'n': 44, 'trace_an': 341183497187317069095824640}
  • id: 84905044
    {'hecke_orbit_code': 4503806339448868, 'n': 45, 'trace_an': 0}
  • id: 84905045
    {'hecke_orbit_code': 4503806339448868, 'n': 46, 'trace_an': -292611965791335032977170048}
  • id: 84905046
    {'hecke_orbit_code': 4503806339448868, 'n': 47, 'trace_an': 0}
  • id: 84905047
    {'hecke_orbit_code': 4503806339448868, 'n': 48, 'trace_an': 0}
  • id: 84905048
    {'hecke_orbit_code': 4503806339448868, 'n': 49, 'trace_an': -4831123780514350255580603890}
  • id: 84905049
    {'hecke_orbit_code': 4503806339448868, 'n': 50, 'trace_an': 510591072029103065039587500}
  • id: 84905050
    {'hecke_orbit_code': 4503806339448868, 'n': 51, 'trace_an': 0}
  • id: 84905051
    {'hecke_orbit_code': 4503806339448868, 'n': 52, 'trace_an': -9698318635805895955111735520}
  • id: 84905052
    {'hecke_orbit_code': 4503806339448868, 'n': 53, 'trace_an': -18428895934780252746021636380}
  • id: 84905053
    {'hecke_orbit_code': 4503806339448868, 'n': 54, 'trace_an': 0}
  • id: 84905054
    {'hecke_orbit_code': 4503806339448868, 'n': 55, 'trace_an': 0}
  • id: 84905055
    {'hecke_orbit_code': 4503806339448868, 'n': 56, 'trace_an': -6374003242890184756165527552}
  • id: 84905056
    {'hecke_orbit_code': 4503806339448868, 'n': 57, 'trace_an': 0}
  • id: 84905057
    {'hecke_orbit_code': 4503806339448868, 'n': 58, 'trace_an': -38529567312130296955877295560}
  • id: 84905058
    {'hecke_orbit_code': 4503806339448868, 'n': 59, 'trace_an': 0}
  • id: 84905059
    {'hecke_orbit_code': 4503806339448868, 'n': 60, 'trace_an': 0}
  • id: 84905060
    {'hecke_orbit_code': 4503806339448868, 'n': 61, 'trace_an': 106402038936127775684939892508}
  • id: 84905061
    {'hecke_orbit_code': 4503806339448868, 'n': 62, 'trace_an': -21568431972603200921875622400}
  • id: 84905062
    {'hecke_orbit_code': 4503806339448868, 'n': 63, 'trace_an': 0}
  • id: 84905063
    {'hecke_orbit_code': 4503806339448868, 'n': 64, 'trace_an': -196737301243248539525687308288}
  • id: 84905064
    {'hecke_orbit_code': 4503806339448868, 'n': 65, 'trace_an': -113178238686492542374351007800}
  • id: 84905065
    {'hecke_orbit_code': 4503806339448868, 'n': 66, 'trace_an': 0}
  • id: 84905066
    {'hecke_orbit_code': 4503806339448868, 'n': 67, 'trace_an': 0}
  • id: 84905067
    {'hecke_orbit_code': 4503806339448868, 'n': 68, 'trace_an': -354271480525935415641826176800}
  • id: 84905068
    {'hecke_orbit_code': 4503806339448868, 'n': 69, 'trace_an': 0}
  • id: 84905069
    {'hecke_orbit_code': 4503806339448868, 'n': 70, 'trace_an': -514873634674652910315035354880}
  • id: 84905070
    {'hecke_orbit_code': 4503806339448868, 'n': 71, 'trace_an': 0}
  • id: 84905071
    {'hecke_orbit_code': 4503806339448868, 'n': 72, 'trace_an': 0}
  • id: 84905072
    {'hecke_orbit_code': 4503806339448868, 'n': 73, 'trace_an': 1432707125192338982920850898460}
  • id: 84905073
    {'hecke_orbit_code': 4503806339448868, 'n': 74, 'trace_an': 984194129445064624850959434184}
  • id: 84905074
    {'hecke_orbit_code': 4503806339448868, 'n': 75, 'trace_an': 0}
  • id: 84905075
    {'hecke_orbit_code': 4503806339448868, 'n': 76, 'trace_an': -782627770945775078204519980800}
  • id: 84905076
    {'hecke_orbit_code': 4503806339448868, 'n': 77, 'trace_an': 3080015547766001613074070589440}
  • id: 84905077
    {'hecke_orbit_code': 4503806339448868, 'n': 78, 'trace_an': 0}
  • id: 84905078
    {'hecke_orbit_code': 4503806339448868, 'n': 79, 'trace_an': 0}
  • id: 84905079
    {'hecke_orbit_code': 4503806339448868, 'n': 80, 'trace_an': -6279147555674556254006737379840}
  • id: 84905080
    {'hecke_orbit_code': 4503806339448868, 'n': 81, 'trace_an': 0}
  • id: 84905081
    {'hecke_orbit_code': 4503806339448868, 'n': 82, 'trace_an': -4557892929168088074284564686280}
  • id: 84905082
    {'hecke_orbit_code': 4503806339448868, 'n': 83, 'trace_an': 0}
  • id: 84905083
    {'hecke_orbit_code': 4503806339448868, 'n': 84, 'trace_an': 0}
  • id: 84905084
    {'hecke_orbit_code': 4503806339448868, 'n': 85, 'trace_an': 6758108895547933966316548575800}
  • id: 84905085
    {'hecke_orbit_code': 4503806339448868, 'n': 86, 'trace_an': 23458263349697798020331664550848}
  • id: 84905086
    {'hecke_orbit_code': 4503806339448868, 'n': 87, 'trace_an': 0}
  • id: 84905087
    {'hecke_orbit_code': 4503806339448868, 'n': 88, 'trace_an': 11102138256776653733497151431680}
  • id: 84905088
    {'hecke_orbit_code': 4503806339448868, 'n': 89, 'trace_an': 18473812211636703183423448507876}
  • id: 84905089
    {'hecke_orbit_code': 4503806339448868, 'n': 90, 'trace_an': 0}
  • id: 84905090
    {'hecke_orbit_code': 4503806339448868, 'n': 91, 'trace_an': 0}
  • id: 84905091
    {'hecke_orbit_code': 4503806339448868, 'n': 92, 'trace_an': -60798444498044060215697222361600}
  • id: 84905092
    {'hecke_orbit_code': 4503806339448868, 'n': 93, 'trace_an': 0}
  • id: 84905093
    {'hecke_orbit_code': 4503806339448868, 'n': 94, 'trace_an': -130643574777689548682138472237312}
  • id: 84905094
    {'hecke_orbit_code': 4503806339448868, 'n': 95, 'trace_an': 0}
  • id: 84905095
    {'hecke_orbit_code': 4503806339448868, 'n': 96, 'trace_an': 0}
  • id: 84905096
    {'hecke_orbit_code': 4503806339448868, 'n': 97, 'trace_an': -201795139515948373218799959195620}
  • id: 84905097
    {'hecke_orbit_code': 4503806339448868, 'n': 98, 'trace_an': 460006462884606019803763245136100}
  • id: 84905098
    {'hecke_orbit_code': 4503806339448868, 'n': 99, 'trace_an': 0}
  • id: 84905099
    {'hecke_orbit_code': 4503806339448868, 'n': 100, 'trace_an': 483140911609117297972522959169200}
  • id: 84905100
    {'hecke_orbit_code': 4503806339448868, 'n': 101, 'trace_an': -344641645660538408521435553148188}
  • id: 84905101
    {'hecke_orbit_code': 4503806339448868, 'n': 102, 'trace_an': 0}
  • id: 84905102
    {'hecke_orbit_code': 4503806339448868, 'n': 103, 'trace_an': 0}
  • id: 84905103
    {'hecke_orbit_code': 4503806339448868, 'n': 104, 'trace_an': -507942882497076631675914051003776}
  • id: 84905104
    {'hecke_orbit_code': 4503806339448868, 'n': 105, 'trace_an': 0}
  • id: 84905105
    {'hecke_orbit_code': 4503806339448868, 'n': 106, 'trace_an': -1012401678235277905620284816366024}
  • id: 84905106
    {'hecke_orbit_code': 4503806339448868, 'n': 107, 'trace_an': 0}
  • id: 84905107
    {'hecke_orbit_code': 4503806339448868, 'n': 108, 'trace_an': 0}
  • id: 84905108
    {'hecke_orbit_code': 4503806339448868, 'n': 109, 'trace_an': -538264199098659361260526363378916}
  • id: 84905109
    {'hecke_orbit_code': 4503806339448868, 'n': 110, 'trace_an': 4033764356227322438748927218736000}
  • id: 84905110
    {'hecke_orbit_code': 4503806339448868, 'n': 111, 'trace_an': 0}
  • id: 84905111
    {'hecke_orbit_code': 4503806339448868, 'n': 112, 'trace_an': 5735273143591139874485832173445120}
  • id: 84905112
    {'hecke_orbit_code': 4503806339448868, 'n': 113, 'trace_an': -2621789204854944802761728423928860}
  • id: 84905113
    {'hecke_orbit_code': 4503806339448868, 'n': 114, 'trace_an': 0}
  • id: 84905114
    {'hecke_orbit_code': 4503806339448868, 'n': 115, 'trace_an': 0}
  • id: 84905115
    {'hecke_orbit_code': 4503806339448868, 'n': 116, 'trace_an': -5792914007580114546945648980610848}
  • id: 84905116
    {'hecke_orbit_code': 4503806339448868, 'n': 117, 'trace_an': 0}
  • id: 84905117
    {'hecke_orbit_code': 4503806339448868, 'n': 118, 'trace_an': -9747966908347210361425146722308800}
  • id: 84905118
    {'hecke_orbit_code': 4503806339448868, 'n': 119, 'trace_an': 0}
  • id: 84905119
    {'hecke_orbit_code': 4503806339448868, 'n': 120, 'trace_an': 0}
  • id: 84905120
    {'hecke_orbit_code': 4503806339448868, 'n': 121, 'trace_an': -2813279284400452169728756820171506}
  • id: 84905121
    {'hecke_orbit_code': 4503806339448868, 'n': 122, 'trace_an': 17647538595620530619163913567243720}
  • id: 84905122
    {'hecke_orbit_code': 4503806339448868, 'n': 123, 'trace_an': 0}
  • id: 84905123
    {'hecke_orbit_code': 4503806339448868, 'n': 124, 'trace_an': 27968329507120965430151107692902400}
  • id: 84905124
    {'hecke_orbit_code': 4503806339448868, 'n': 125, 'trace_an': -6570770053683077281449873893011000}
  • id: 84905125
    {'hecke_orbit_code': 4503806339448868, 'n': 126, 'trace_an': 0}
  • id: 84905126
    {'hecke_orbit_code': 4503806339448868, 'n': 127, 'trace_an': 0}
  • id: 84905127
    {'hecke_orbit_code': 4503806339448868, 'n': 128, 'trace_an': -38947704327152925542981381416468480}
  • id: 84905128
    {'hecke_orbit_code': 4503806339448868, 'n': 129, 'trace_an': 0}
  • id: 84905129
    {'hecke_orbit_code': 4503806339448868, 'n': 130, 'trace_an': -40919109857771630512592357112998800}
  • id: 84905130
    {'hecke_orbit_code': 4503806339448868, 'n': 131, 'trace_an': 0}
  • id: 84905131
    {'hecke_orbit_code': 4503806339448868, 'n': 132, 'trace_an': 0}
  • id: 84905132
    {'hecke_orbit_code': 4503806339448868, 'n': 133, 'trace_an': 13775322402268121936057332818677760}
  • id: 84905133
    {'hecke_orbit_code': 4503806339448868, 'n': 134, 'trace_an': 51878528323095187983449297824790592}
  • id: 84905134
    {'hecke_orbit_code': 4503806339448868, 'n': 135, 'trace_an': 0}
  • id: 84905135
    {'hecke_orbit_code': 4503806339448868, 'n': 136, 'trace_an': 61774121270057758297840733617104256}
  • id: 84905136
    {'hecke_orbit_code': 4503806339448868, 'n': 137, 'trace_an': 31807289481395830475767880536037860}
  • id: 84905137
    {'hecke_orbit_code': 4503806339448868, 'n': 138, 'trace_an': 0}
  • id: 84905138
    {'hecke_orbit_code': 4503806339448868, 'n': 139, 'trace_an': 0}
  • id: 84905139
    {'hecke_orbit_code': 4503806339448868, 'n': 140, 'trace_an': -116103950605023108447419214872448000}
  • id: 84905140
    {'hecke_orbit_code': 4503806339448868, 'n': 141, 'trace_an': 0}
  • id: 84905141
    {'hecke_orbit_code': 4503806339448868, 'n': 142, 'trace_an': -123533274151733160044933482313105280}
  • id: 84905142
    {'hecke_orbit_code': 4503806339448868, 'n': 143, 'trace_an': 0}
  • id: 84905143
    {'hecke_orbit_code': 4503806339448868, 'n': 144, 'trace_an': 0}
  • id: 84905144
    {'hecke_orbit_code': 4503806339448868, 'n': 145, 'trace_an': 144091718250753203840596188496472120}
  • id: 84905145
    {'hecke_orbit_code': 4503806339448868, 'n': 146, 'trace_an': 76748978714435066895789394714268104}
  • id: 84905146
    {'hecke_orbit_code': 4503806339448868, 'n': 147, 'trace_an': 0}
  • id: 84905147
    {'hecke_orbit_code': 4503806339448868, 'n': 148, 'trace_an': -81461528769971633731263934124015840}
  • id: 84905148
    {'hecke_orbit_code': 4503806339448868, 'n': 149, 'trace_an': 208556036161552275974367516986572516}
  • id: 84905149
    {'hecke_orbit_code': 4503806339448868, 'n': 150, 'trace_an': 0}
  • id: 84905150
    {'hecke_orbit_code': 4503806339448868, 'n': 151, 'trace_an': 0}
  • id: 84905151
    {'hecke_orbit_code': 4503806339448868, 'n': 152, 'trace_an': 159351140387614643461528173400273920}
  • id: 84905152
    {'hecke_orbit_code': 4503806339448868, 'n': 153, 'trace_an': 0}
  • id: 84905153
    {'hecke_orbit_code': 4503806339448868, 'n': 154, 'trace_an': 380810165757962942883513100503767040}
  • id: 84905154
    {'hecke_orbit_code': 4503806339448868, 'n': 155, 'trace_an': 0}
  • id: 84905155
    {'hecke_orbit_code': 4503806339448868, 'n': 156, 'trace_an': 0}
  • id: 84905156
    {'hecke_orbit_code': 4503806339448868, 'n': 157, 'trace_an': 27016179756247978628033228887748380}
  • id: 84905157
    {'hecke_orbit_code': 4503806339448868, 'n': 158, 'trace_an': -555242275713060205724501135272853760}
  • id: 84905158
    {'hecke_orbit_code': 4503806339448868, 'n': 159, 'trace_an': 0}
  • id: 84905159
    {'hecke_orbit_code': 4503806339448868, 'n': 160, 'trace_an': -589132266860724149885150389181081600}
  • id: 84905160
    {'hecke_orbit_code': 4503806339448868, 'n': 161, 'trace_an': -29862317496787323703661415527030784}
  • id: 84905161
    {'hecke_orbit_code': 4503806339448868, 'n': 162, 'trace_an': 0}
  • id: 84905162
    {'hecke_orbit_code': 4503806339448868, 'n': 163, 'trace_an': 0}
  • id: 84905163
    {'hecke_orbit_code': 4503806339448868, 'n': 164, 'trace_an': 1345558751229350374134206375624118496}
  • id: 84905164
    {'hecke_orbit_code': 4503806339448868, 'n': 165, 'trace_an': 0}
  • id: 84905165
    {'hecke_orbit_code': 4503806339448868, 'n': 166, 'trace_an': 2381956583029954809466894408795084992}
  • id: 84905166
    {'hecke_orbit_code': 4503806339448868, 'n': 167, 'trace_an': 0}
  • id: 84905167
    {'hecke_orbit_code': 4503806339448868, 'n': 168, 'trace_an': 0}
  • id: 84905168
    {'hecke_orbit_code': 4503806339448868, 'n': 169, 'trace_an': -2137683505835606641194580530832952022}
  • id: 84905169
    {'hecke_orbit_code': 4503806339448868, 'n': 170, 'trace_an': -3871946966073086998125082049800025200}
  • id: 84905170
    {'hecke_orbit_code': 4503806339448868, 'n': 171, 'trace_an': 0}
  • id: 84905171
    {'hecke_orbit_code': 4503806339448868, 'n': 172, 'trace_an': -3751516930407462793027027224379987200}
  • id: 84905172
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    {'hecke_orbit_code': 4503806339448868, 'n': 975, 'trace_an': 0}
  • id: 84905975
    {'hecke_orbit_code': 4503806339448868, 'n': 976, 'trace_an': 1760481328890132956931159010433854891264491463168}
  • id: 84905976
    {'hecke_orbit_code': 4503806339448868, 'n': 977, 'trace_an': 2068918473145696768312766548261033822575210380260}
  • id: 84905977
    {'hecke_orbit_code': 4503806339448868, 'n': 978, 'trace_an': 0}
  • id: 84905978
    {'hecke_orbit_code': 4503806339448868, 'n': 979, 'trace_an': 0}
  • id: 84905979
    {'hecke_orbit_code': 4503806339448868, 'n': 980, 'trace_an': 5603602979927882903193477980370734535448050630880}
  • id: 84905980
    {'hecke_orbit_code': 4503806339448868, 'n': 981, 'trace_an': 0}
  • id: 84905981
    {'hecke_orbit_code': 4503806339448868, 'n': 982, 'trace_an': -836515581526674289099371574275766869832301891520}
  • id: 84905982
    {'hecke_orbit_code': 4503806339448868, 'n': 983, 'trace_an': 0}
  • id: 84905983
    {'hecke_orbit_code': 4503806339448868, 'n': 984, 'trace_an': 0}
  • id: 84905984
    {'hecke_orbit_code': 4503806339448868, 'n': 985, 'trace_an': -6252214184338298720871343854261645331955629280200}
  • id: 84905985
    {'hecke_orbit_code': 4503806339448868, 'n': 986, 'trace_an': -6214738685210150417693749963016765029300264688752}
  • id: 84905986
    {'hecke_orbit_code': 4503806339448868, 'n': 987, 'trace_an': 0}
  • id: 84905987
    {'hecke_orbit_code': 4503806339448868, 'n': 988, 'trace_an': -799311117018105499793333731122879456843520949760}
  • id: 84905988
    {'hecke_orbit_code': 4503806339448868, 'n': 989, 'trace_an': -3943636708525692636300145605160724689945978146816}
  • id: 84905989
    {'hecke_orbit_code': 4503806339448868, 'n': 990, 'trace_an': 0}
  • id: 84905990
    {'hecke_orbit_code': 4503806339448868, 'n': 991, 'trace_an': 0}
  • id: 84905991
    {'hecke_orbit_code': 4503806339448868, 'n': 992, 'trace_an': 7648425304758464951932615632750382628827514142720}
  • id: 84905992
    {'hecke_orbit_code': 4503806339448868, 'n': 993, 'trace_an': 0}
  • id: 84905993
    {'hecke_orbit_code': 4503806339448868, 'n': 994, 'trace_an': 346242190771039703498945115334651615017516871680}
  • id: 84905994
    {'hecke_orbit_code': 4503806339448868, 'n': 995, 'trace_an': 0}
  • id: 84905995
    {'hecke_orbit_code': 4503806339448868, 'n': 996, 'trace_an': 0}
  • id: 84905996
    {'hecke_orbit_code': 4503806339448868, 'n': 997, 'trace_an': 3536047766210011701526678426934434046728263658780}
  • id: 84905997
    {'hecke_orbit_code': 4503806339448868, 'n': 998, 'trace_an': -7368745159351126842934513214400455574018914861760}
  • id: 84905998
    {'hecke_orbit_code': 4503806339448868, 'n': 999, 'trace_an': 0}
  • id: 84905999
    {'hecke_orbit_code': 4503806339448868, 'n': 1000, 'trace_an': -93777401204511446321538564990054882123469600000}