Embedded newform data - 483.8.a.h.1.13

Formats: - HTML - YAML - JSON - 2024-06-15T18:15:51.047434

• mf_newforms •

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

  
  {'Nk2': 30912, 'analytic_conductor': 150.8819673088308, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [7, -1], [23, 1]], 'atkin_lehner_string': '--+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [483, 1, [323, 346, 442], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 20, 'field_poly': [-2276660808569002464, 10696825777367791356, 3800031563479945160, -11190813130219227259, 1106866539128328056, 769676768580639007, -96562220978595987, -17542703161820151, 2416325036841643, 194059760420751, -28809268305651, -1191766077909, 190725569395, 4248573317, -738401777, -8672053, 1659337, 9297, -2001, -4, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [2277723194016399360, -30615495952610000896, 35296318224949854208, -6720054984034015232, -3436830801446811648, 876355853816613376, 72260210887484928, -26964627137955840, -343187808202496, 379099630525248, -5027123683712, -2899213012248, 75170983144, 12785489290, -421560290, -32355245, 1203856, 43491, -1735, -24, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197525811683, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 15925248, 'hecke_ring_index_factorization': [[2, 16], [3, 5]], 'hecke_ring_index_proved': False, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '483.8.a.h', 'level': 483, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7, 23], 'level_radical': 483, 'minimal_twist': '483.8.a.h', 'prim_orbit_index': 1, 'qexp_display': 'q+(1+\\beta _{1})q^{2}+3^{3}q^{3}+(74+\\beta _{1}+\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 20, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '483.8.a', 'trace_display': [24, 540, 1069, 6860], 'trace_hash': 1640520076184978509, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.443', 'prec': 17}, {'__RealLiteral__': 0, 'data': '14.995', 'prec': 20}, {'__RealLiteral__': 0, 'data': '12.709', 'prec': 20}, {'__RealLiteral__': 0, 'data': '673.641', 'prec': 24}, {'__RealLiteral__': 0, 'data': '767.573', 'prec': 24}, {'__RealLiteral__': 0, 'data': '46852.087', 'prec': 30}], 'trace_zratio': 0, 'traces': [20, 24, 540, 1486, 1069, 648, 6860, 2127, 14580, -1949, 10073, 40122, 13391, 8232, 28863, 133122, 62626, 17496, 9895, 106064, 185220, 28599, -243340, 57429, 265365, 594400, 393660, 509698, 594658, -52623, 514862, 832720, 271971, 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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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0.0], [-0.3460234493014796, 0.0], [-0.1775943123405109, 0.0]], 'angles': [-0.18312450130093158, None, -0.12053159382175922, None, -0.23183723100507622, -0.14603052802771035, -0.2965067013364863, -0.15473513635934286, None, -0.2374967877064323, -0.21680580068745134, -0.42785087649624415, -0.14993505231094229, -0.2006665790827552, -0.27396670607826784, -0.2878704884263001, -0.02748437371777949, -0.26281728614177735, -0.29090747549383467, -0.23750760809983623, -0.1867595974224898, -0.18222194517181492, -0.29292165883044097, -0.2753687247722629, -0.30265954044185345, -0.1745297114499027, -0.2879369942694342, -0.23622285678627566, -0.3104644344537097, -0.20532989154901995, -0.08380341859070317, -0.3495445161737744, -0.24737690771052634, -0.19806047018023612, -0.14694060832355127, -0.08476847489933145, -0.27801096630278893, -0.17173662221873692, -0.27899871164600054, -0.14346648890392774, -0.09885697700421674, -0.1641449832574315, -0.3380098970650754, -0.21920107846175743, 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'level': 483, 'weight': 8}
• mf_newspaces •

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

  
  {'ALdims': [20, 18, 18, 20, 18, 20, 20, 18], 'Nk2': 30912, 'analytic_conductor': 150.8819673088308, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [483, 1, [323, 346, 442], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 444, 'dim': 152, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134218211, 'hecke_orbit_dims': [18, 18, 18, 18, 20, 20, 20, 20], 'label': '483.8.a', 'level': 483, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7, 23], 'level_radical': 483, 'mf_dim': 452, 'mf_new_dim': 152, 'num_forms': 8, 'plus_dim': 80, 'prim_orbit_index': 1, 'relative_dim': 152, 'sturm_bound': 512, 'trace_bound': 3, 'trace_display': [-32, 0, 1552, 0], 'traces': [152, -32, 0, 9472, 1552, 0, 0, -6144, 110808, 5296, 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

  
  {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 20, 'source_embedding_index': 13, 'source_hecke_orbit_code': 31525197525811683, 'source_is_minimal': True, 'source_label': '483.8.a.h.1.13', 'source_level': 483, 'target_conrey_index': 1, 'target_dim': 20, 'target_embedding_index': 13, 'target_hecke_orbit_code': 31525197525811683, 'target_is_minimal': True, 'target_label': '483.8.a.h.1.13', 'target_level': 483, 'twist_class_label': '483.8.a.h.1.13', 'twist_class_level': 483, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 951175
    {'charpoly_factorization': [[[2277723194016399360, -30615495952610000896, 35296318224949854208, -6720054984034015232, -3436830801446811648, 876355853816613376, 72260210887484928, -26964627137955840, -343187808202496, 379099630525248, -5027123683712, -2899213012248, 75170983144, 12785489290, -421560290, -32355245, 1203856, 43491, -1735, -24, 1], 1]], 'hecke_orbit_code': 31525197525811683, 'p': 2}
  • id: 951176
    {'charpoly_factorization': [[[-27, 1], 20]], 'hecke_orbit_code': 31525197525811683, 'p': 3}
  • id: 951177
    {'charpoly_factorization': [[[52939750184286215312453607049029840000000000000, -6048510143255476787854647941960020500000000000, 149542628490304668131405839231246900000000000, 35256945277780458323235521854094375000000, -20472840472670271654814513640654718750000, 54036053159062796870181257650900000000, 1141256583867257743272153076897500000, -3898056669475592923371919735625000, -33976962970224582063818623103125, 128187332670928345755150119375, 582148282018821127766457500, -2407888309215556019769275, -5697181584047637928630, 27362291162892743699, 27944155011554150, -185594292239297, -22996637802, 688633289, -342552, -1069, 1], 1]], 'hecke_orbit_code': 31525197525811683, 'p': 5}
  • id: 951178
    {'charpoly_factorization': [[[-343, 1], 20]], 'hecke_orbit_code': 31525197525811683, 'p': 7}
  • id: 951179
    {'charpoly_factorization': [[[-30258939723886084104772309746342353452234498807220469016201511533805568, -20789468498373964970782890442750971970153669014266723870307082829824, 138038101639911829106745005318211911994143368705590420352594812928, -52763742989445157500648660591292975443355770715541721286038016, -92449687240947470310516649348662260928034684162364580563712, 51111980202448328635018337042407212376208776699205841224, 23276570585588278418746320888757414345421426543716666, -15922636010058595712840015864563878726265156722033, -2533563523541799587615183894468545096498484827, 2302811320157669591472729353662274222033942, 100519683379448129180323876743335312704, -177417656776787465002597658288025895, 2761184362915270458470328886983, 7642939054288680452325912188, -390728390132271904257198, -181371665859835983791, 13442870226009459, 2168317518790, -193406124, -10073, 1], 1]], 'hecke_orbit_code': 31525197525811683, 'p': 11}
  • id: 951180
    {'charpoly_factorization': [[[54146214111573676457691708634016863668849225748041567380398309087118958336, -6734602065197114252971059619968643571559392322609099232879795636715520, -187284856182196518787157284678023925464912996608746121919319191326080, -121334559858849809416669950002514715072753369362861185543489955008, 50593256437887633874040246520590209505612430712907660073935488, 51775574788371918712689030151324029805216135086077394555088, 1052553913200783219368928816391440044187917967376916056, -5684539168511623175915107274543573347605831515520020, -374934132770926285018667324845759879598823449767, 325574475353747203816356625221551436245705567, 15492419718209208705829751794686855552240, -11068360574829467258682732774996158513, -101595443372591749469678831662596, 213328049116695090776502134695, -5521792449862256900863606, -2055785729775559460715, 99921773070486276, 8805243089557, -555471600, -13391, 1], 1]], 'hecke_orbit_code': 31525197525811683, 'p': 13}
  • id: 951181
    {'charpoly_factorization': [[[3716294902094938650245678392399432599656444067491796421361974646920198220710674432, -9755624536154190203695085891182804197965642369809764280772187858349065196404736, 5683573042864460496391525757317072521060545720066670739488309402427713155072, 1173491249683184275648901531527031593694400453648684921216276539152797696, -483406170707539154546365245662886914893533187201911048359673503171200, -16492790139194405920739704355817807945961486163593998839133018976, 11504772146307161941148914959100728909817498814306638186098992, -115958271416015226842575340130897069510244496433025174224, -124453910905478640294121948785979536091703682685063328, 3981715533687770988401792114426932048858761819154, 690180587076202500325980646488194433041773467, -32818385684302278046241105860203975026202, -1936542141444449976523341559390691563, 125161873626985348376972837555268, 2263906281649372079283554446, -236325908844784982640212, 243094368724252474, 205747402999018, -2239770249, -62626, 1], 1]], 'hecke_orbit_code': 31525197525811683, 'p': 17}
  • id: 951182
    {'charpoly_factorization': [[[-106483545927382804030756671275337579521370695186560263543975381088756850466207150637056, 35262412632497569890098050925960224069329913712361167457750020247273781459893616640, -29643443429402648765270633736247309011637458714435439163216463845657812008960, -1037970494760582473239502110116117470765459404506871681705141830466240111104, 69321185729318519544977152900414187604954171656217904525440144109719840, 10400905758383681296468486222498832559555209866089692382890877426288, -1012153331786628849462150004632556952225177556637686967813305002, -48442927041455390468107969177932467635991507037947682961063, 6294428718345563516454552930177317038036540972222653573, 115801080084216340990536530676788310347766542593514, -20885570009685079939432155126806701394439071604, -151274206251299163013312874964604214822409, 39773088863144468532570495990009633287, 126132279735541623743119958268476, -43845979483386366191594485562, -90260083024136140994569, 26872463176283451315, 47917889317578, -8292589064, -9895, 1], 1]], 'hecke_orbit_code': 31525197525811683, 'p': 19}
  • id: 951183
    {'charpoly_factorization': [[[12167, 1], 20]], 'hecke_orbit_code': 31525197525811683, 'p': 23}
  • id: 951184
    {'charpoly_factorization': [[[15416367847871614225891626965518687388004849670933028405104433803470943447217140136321064929112178944, -136964009274790243065065599858114756594411063557451482039609458185711070990425790242742679248640, -61699436291841014946817451902261315535852821898214516693375665049244434074137460059128586880, 1267408411532170450269831047138175723421049467902504109565105570796501002849406514247104, 33037311536234738539594140447486281298866739437009856675248524893243563227879651968, -952572699564005984498706144300772184527576286149209501410440722284312232377136, -3186336860114707716472506766237001987977016259258699595947620863875636632, 249779006099168980392844143970640625862112749482662257552021263325972, -940202430153243243772592567349696496412570495665517808068775097, -29007130297687881316598322484142842363770316106531279445122, 238942898284155326503898181422792853499762927559388996, 1361998754576125698533244773964477319262825905470, -20981569113559551477140190798790647500514389, 6634574338307495105547005481237243260, 814915302926109093408623798005256, -2665310366406421109886622224, -11698610333963970855795, 73753954433572886, -10820629556, -594658, 1], 1]], 'hecke_orbit_code': 31525197525811683, 'p': 29}
  • id: 951185
    {'charpoly_factorization': [[[1804419457513126316147221955149639343275837773888503731064195904428067896069502159416811623035063238656, -163878892286763485253972408364356535421533726763153600787668101217079698539094621247924596198473728, 3690255123268964234896012558333160634962926991474763250563097859653749810535583730408043397120, 18596627341231060174769694001943339064189402408362138232918598497002780124199891563581440, -1422421063921564293481278637614385816086585163867439087394381120651730638238161806976, 6269275429403178687246584420393473955825601979090653886125139211498833782094048, 214677616824752031729943393496413572000143319245213823884519504743138168304, -1706940675385135920062898946631259996185716897412313645720801796321808, -17192724594334462639630946397117274194713054140999744428821411280, 183514040610483230255346866007352095587742321613946646536206, 780328066779123762152916789018555969061160243714653883, -10993553860228938264484918705438544071779620075910, -18473571439325228195756287224258267617044523, 396011960077846308602391531961451173612, 94097757515233319567213893164078, -8535846459411586636406309276, 6007648065334022635306, 101613835525847174, -141603919753, -514862, 1], 1]], 'hecke_orbit_code': 31525197525811683, 'p': 31}
  • id: 951186
    {'charpoly_factorization': [[[2303209532418669838377651043228966977878053166170166003549799833566671971486707426694379053248823263721984, -257969184628400174567296277433632908759251478423434385476468560393008262193076710338024213150908479360, -3744286744045658658174160336373177911346504770555835449412550574590331478223283381485932275712576, 219711364965772902617044713207520118467966025062851277053308120614998170569718316741750422944, -542337326555943830790625841648400323050315585445228882212632852896605873952495427490000, -43178024039753465428424238519605130513036347958148946944165174974992639181753952968, 391366883742426784366277602258197954211135542966793633259307900249146415375348, 956546244318207935440992579587923263341312920854024894374059094169749486, -22355131037480276583924220757383586130404700480523350705770270212241, 31506403326321198549084499003115451056218106062717826784055714, 503272725261242116441068382425953545016397343687168934560, -1527869799336039837675124608955644826253746401098860, -5241327438341849682734511862655356258215422581, 24155077769595505167162688628748581598876, 20740597874296025046900394016437260, -183056971454451675259483454122, 41276276761209779804053, 662725627535957866, -529269155360, -891864, 1], 1]], 'hecke_orbit_code': 31525197525811683, 'p': 37}
  • id: 951187
    {'charpoly_factorization': [[[215111048257240993459738188547640788164744863978507772161535659569945477101937011618634168351533906500835168, -32349648280107728148958801880925314324845961580161658954151208373693524707669764741432176642281355448048, 1469645626437521424541211498137141793465637634724329941972202825944868444494311167195262806715483904, -15899820277270956413106914361149801136435877184553390371266204221601453586630560497376118242312, -240882925403767991607394435358337014969266084121056749547775969034390082417022773532446762, 3937421039605643808834024357666596845186254262631282806321629684250203311667002461469, 3730730498264576433234221913124427580625509249925056401299974434382545306950025, -207246243474916662173968646064073385681172412317975132636223814277376832263, 250352337375204617131888864059187551115951490478391233720148169885485, 4396536808714005113320230985486419377855862761172564610564671257, -8431304159124128631713071676249968451916463507709713252075, -45156112350857967172101402424900321000355193129744315, 101172256348792472837022030689053061075269906293, 234208458332705167479256565735512957931527, -572608587617713554572208861215310261, -592533434490571947592686776325, 1574935784803937429551719, 692694532631857267, -2040531130409, -296689, 1], 1]], 'hecke_orbit_code': 31525197525811683, 'p': 41}
  • id: 951188
    {'charpoly_factorization': [[[1520493014602098125841596564152564496670199139901616965150928820161116422213774873544273566488389444735074304, 2569252605399811526248854207090125170287738132635573068995759185074813129007320559953802761999607379689472, -44534755474280423789319552858816466103008676813120364685360293986932837765412890235741860870928699392, -444406609351756852816757364968787682190584873769315967501344924714023233351443484492610695543296, 9271562812586691745407844989123264546239543949141129171483344157943044787872667460056114944, 704971836235622980836499494167101389294850789580011521014869392183738906086668496704, -442732385523583694802098791537488866961676364563792278176137614186782879624033648, 576811569277852059636444604788601198007345916596778616981771555470958691678, 8998702729520508171634389841185621497835579660848078633716625545666945, -13224130578916302008425589501011730474712032312373601926267961175, -91647809493989872035293661026213685663422482415966700249988, 121253829389019860808180329760644729206119742840921189, 504447606238290708074119125278364809499040072956, -554225397765753571597953501389264237323459, -1565957907794673176527988846619268866, 1315799649449619461861877307351, 2758041006200745495094020, -1543686292791660501, -2582395112668, 704949, 1], 1]], 'hecke_orbit_code': 31525197525811683, 'p': 43}
  • id: 951189
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  • id: 951190
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  • id: 951191
    {'charpoly_factorization': [[[26717269541578096031861621691025284611378977694425580747846479116561740014758032240911179446361884662314424029259606081536, 330227252495977618654368422004551709737344823123493308158393097899420462659639050026289022945477444387250609691311104, 1073562092906440612831668466947108091754538233423082034233541076805864660727700865578793402637544708718185697792, -967258635076029474807051898852282186704229106165400602710109075327822987915481819689041846906620782426112, -8251054515271812890016561275070501369399350628196766620886611643401602261987645795521856059081319264, -654466937914276217874721404639876229673077908314026179780421497787935959627107014763280252780, 25048229369845532508520399745220974275751880547956925340920194843901885666216497811472096, 1948181477394484755917980049089144405763591011878442120790846092389188553628950567, -38356920866124918819552962275744303024251837897321858189953506033451719860990, 4727236064869556365890875887951821963152390907062415873604377434866331, 28952215804054645183129046880880933688089701699670067965109512557, -8188148697738139600563146282528318772066871003335208014485, -11106082292344249566041587907042428154418114056831963, 4584033303681458064377563350848531994628823049, 2086425554303633302845605527944829137921, -1194919715447422119253847248814663, -139425278628671867879770281, 148013425846456123845, -7245711393809, -7015980, 1], 1]], 'hecke_orbit_code': 31525197525811683, 'p': 59}
  • id: 951192
    {'charpoly_factorization': [[[-2041779774875768173822748760345552444720348498623790806259950642332499747199886335810285635587386804310285958798620673280, -9252236998517993917762606301221170345956660659184287566399292583959005294859194942879182214859838295694328455195968, 524323563670022812490738999244127959211943693745408878547178813493119094078435192107343563177544940288589286464, 4581585145289597334473634969227827151470396099068480810247212160840684356691956708555231180324773501841072, 11983557609315573607394565266235846179814425888948521660797722176200521004003293586911755538139630448, 2192429108017997477901606053581923314319412375513411750416072113699749015634854738863713866196, -30665796355288287752436401714450043161611478956912400756777418345033927353928802214458724, -21470641799743419736166215501221800831238736573682544667490363226687550853923309287, 34139792269037456990546987292508164643225666964950222922398625463339977468242, 26657391771623823381059436274781165652032993519392660824162534764734227, -22554734870243678741080087420034251002936181789796875362875103915, -15087245467399755575326742344523421328075532800047569571797, 9331246480761059552145744866801616240198310747805541, 4607799704669853008576924652479651935015636101, -2390141795372897435450912953093929529407, -782023381564740798395540359825135, 363283232165285857391304255, 69175347125978410005, -29725510825325, -2474138, 1], 1]], 'hecke_orbit_code': 31525197525811683, 'p': 61}
  • id: 951193
    {'charpoly_factorization': [[[-2179585142974265268163692878894715899094375347932124363668281934638396756195429189958906093486172379926822810828831465668608, -50229824527879965539776846030198110236902781032641890207076200633925645659397587747990395532526667728938470592200310784, -425709660235797844329539875708428633368733660919061026798427231601496084601991185404566746921284533020879158247424, -1682859727609800059349257734813855679048765916995077410782935546456518886222344547662251968521291433258385408, -3217259270890747730510541061738546165342095499169653740797825887428705395396070546225376893777675296768, -2299603037750735370224638717279473109878736558790770569413748340178621629528788281897306291832832, 1334249664329532108011237757488420067653724975858731639108613995557983507058007347108288128, 2999238253919255589729637846510358264411232323770599567026828829178946222676352564000, 883440659681506397937235805668431514023270691562034498384805736666868404453448, -1002416898536123229585259670460658825087751889074102263169489662299552834, -617391445286676267940885518296475717672383177703146795833613766043, 126940456452077581975846390271536157276245772205586578196733, 150779759395731395292086934148120687789474030625846751, -1840876290311566941795223668616525140216172208, -19371212489456846213288905200595176490415, -1013009271146685698789142779834765, 1423096106369006006320098373, 88603340760609047876, -57482110180533, -2305855, 1], 1]], 'hecke_orbit_code': 31525197525811683, 'p': 67}
  • id: 951194
    {'charpoly_factorization': [[[-9639215387005225525679216488517846800507501493954715028223772095916835959166307543657312242058380614619591404789766438256640, 36996892074983799531615516360090360890632829993002569554567679288193285868714397053093869403999990157369909538543632384, 84219693840696460515876773022765638553558077105132540288215839418664393481745722843639135103942793102827223908352, -303788345031749262347644525285087070208203442966500593290705673333203559956935584086290335775212286878728192, -334614389336037079801868952836106180040050291681604621085338666727963165323765299228486521804340336640, 908872011109875257829830742604713978271718568558065991412032836309583953384449015408633382892288, 740306235663383753444954638711633305252673570030701304753057010067425563333388560357875904, -1253779997204793566857538159696532033284193277234636344575347586310171680049969098960, -866755172192018562744204469563021418035159266107201528201588101017519622764188, 856558654926673240994212303367679816641280107732214653112933308186755944, 495078097496771738281919790727488914012529154398378329629945652359, -309982793854876182259366896278387610879231272622222228714397, -132317884170158946946710205302740507331761511343247937, 64517480159282456525170920104555341087793546194, 16660839062727991679294516730897537131311, -7705361562107093605977639273066299, -842851336082580954016772355, 484227092316078546330, -1463020839963, -12287349, 1], 1]], 'hecke_orbit_code': 31525197525811683, 'p': 71}
  • id: 951195
    {'charpoly_factorization': [[[1310148125062675384613611262327460191356499937986166002242106042749706018366389776165086517715600596272142708116194639275753472, 51259108330253401942868409029264879960864846320609435428503445342412969876894234892594000678885590801243342629249381548032, -182143355056534151049229379278822791284457067464530270882975862195100483302765327386185676485494786962177598954315776, 110484608719977241123177875829032817963094491913845421632678227848630957201489097620700399023025111326837477888, 260216923948582767045546620484968976117259172109361089457436955747725775846446476727645707590092760764416, -365631320098202801248069615097878500984515025850242098836033763877209245604051594082462896012059168, 18945395471919680063652803337534845310233136499121611967917990362998750545934152484119875504, 210416284135355039437958783039791666738331053472738650586645614877376918195266132521008, -110912179110820616894888170832156291379354144678984623967852760242505103029771608, -13418336682705518662627276485414702770602984602770736779439212257680803626, 24622635337001425066294090486849012917917318246122923008133741814215, -3628274456410695278178507130696666714936009217621069615043074, -2001728817591171516536677725663636932152821813038830923, 596923439091530886988681030469657410191912327804, 56411217672249918883039107252966035756566, -35333960645315285377073221361610420, 865247139426673036432232114, 934159856509248553486, -73726784117149, -9140922, 1], 1]], 'hecke_orbit_code': 31525197525811683, 'p': 73}
  • id: 951196
    {'charpoly_factorization': [[[1028844930572192104753216213522146482938054307947384082421709177591264432966039166976957916533274863190532389443883545626473922560, 64832469463453815744401320490137415384412256326140208521140800275084029379962081600789403405530891164977819258387419809972224, -266649670608794184091288756782952095785873912598810199880457932504142987073160397353477877489340182338732963686178619392, 33713675030235825161663709729350692180236112217641727529642694996141471412773392729588842399168360929310579572736, 190502906487239360966555066331356330806601481088750913580442639294026663923086354027511258149855165735049216, -19882328556065404211488527603802467816979801704275834605352068996099439912864521087049417648477748992, -53112943083472783258024030679002876885087358966530785473449708159686612709720898198349761556448, 3592280039953498676249886618622282709470927481079320270992205927594575201824124926662040, 7798272436320257448824375909278543787633633156430875342315619920209686250473684748, -332696198759141757444240532154824388909405048671571073601609120510713639142, -674001628867342552656104100557425005636931467069774511619374746911349, 18454848811984306911318497984787302431935084092104910225447690, 35789812116606297062561665971310154419599317688257311901, -667182376866793952626020364504258939309316242172, -1169269419768384671041681853707311464977842, 16111192383806318234379636647802124, 22624931008352107521856698086, -234452374899473691870, -234754557552777, 1444882, 1], 1]], 'hecke_orbit_code': 31525197525811683, 'p': 79}
  • id: 951197
    {'charpoly_factorization': [[[-2405984102785585154551427506361399443848713096253124103696158024215726396037231378084092035542605774246717240773510385548389718949888, 3064961987646922954751114272123159319450709982488164494184200860487229216204128001273894228985880967835802535369635627500109824, 3222448225829535195770679161318321920512917817432514155775065672908279120901627240576494071326151348889143859833976483840, -4459240366367037707517493582191443438195784931091183610893408113901867871852134285899083902190029517984017467011072, -763490209504529188722953858086070682553613622598265379247916785830114272206962420856274881111054638981204480, 1525154691797654955445097848298308781775503002609775512985958013453169050306537452813040620260057854976, -2931721039888505290960824162543197986710043339631470773297992790009028800154138414561301715600, -225475651927667703974633441389885601854580734833613854302880760460819426848572891770825984, 17486823325045623092740288551635377645145213612266994286303667006324675927525461032, 16983914412971228875642576921187847609408127162630500835370714758429337528048, -2022424800224495653159638009446931150557034443497090144721765114942117, -703838999882395408910815273810441911329099908786011354131585416, 102818475338507120254916821480072138608805427784740153765, 16605371582427957103523602523958246345345772289440, -2776750581409303927271273601341277279405490, -220917564823342622383463194702224400, 41306895935102060172286916258, 1533126194776447203504, -319252761166729, -4284072, 1], 1]], 'hecke_orbit_code': 31525197525811683, 'p': 83}
  • id: 951198
    {'charpoly_factorization': [[[32025001792310736501579611449720450824323108721817972823512479810645208741941847906984822285991893540459220608329260410832229768164352, -2651687518877339461935556213117242328198831415300261166345377160855264340675545494370666978722219076195520664236867952857344000, -32520898546147148844815898047135938955282385446001731283966111902371244593167432512481561124564916063464662380929941295872, 4318808047621191465459726245059635852093855900595299039031374775688589404206524383378545324437261077342957228027136, 11405740039709192411198862864889009387195350566089176369646321332312606682489202653372284945856835520255605120, -2511566735779615482115026429743645023361098324924098009982983243176022418894657641525776018943061243904, -1714174291073986876686795103706080499448158543392329140954955366554237747848043502184863033994208, 560357806839530195207590705553074991455086068872746663117153282862457029576427329339235552, 93398880024601184507997450479338417046652965755810312549998784105197329499676782020, -52291447439949977071327797703447496223195049068005547826851014936205561045592, 682767400042725124895110925343062185279195346799781677515369739343169, 2178626436251671482540921061036570819462049032564932367711699821, -230652009038202034777515812433063241926097167605897904245, -36153494482544396557699574746937060901775064175570, 7490036637437923338327592976964246696811541, 13593602319653373589973960286813531, -88728938012275180492523596695, 5249548123277318447222, 269082496462799, -36265659, 1], 1]], 'hecke_orbit_code': 31525197525811683, 'p': 89}
  • id: 951199
    {'charpoly_factorization': [[[5873440871092205554997834839033232648981300098271374182019260240233926914476973279402096395694355228398157732791601869182754607504128, -40024517714144453567316468194179676972844971812028718885837710307228827629461931782797170061461919394081289093759184707423862016, -236579310627941708652950523225807484078982560527278456509921433546362216964508144785042368222405385002381835213622767709568, -371937929383640797575028494862021096202849711528832122817743138113545511808084902411776444688929974126587437943887424, -254889234696081015702122770897765288109569922265694332290861685429372707389690861727855630492568279726992173440, -67019291530103877360501590001967238202491589279410211388221435136814627938611638071047880310414598467312, 11089015909927411864720457302523969165521979964998425824594578473380284062383012567331728039888504, 10783248203368849943340973049756567888521621008030403183150361671814085779535751264679779892, 1731743827154477749358452898009901256151530189331755410481423267538816984594957649613, -273429965791116556266604716289691287571417044152433128910963864208110319935480, -101486655138839568534253459518637687116280225707402659919363697293398730, -886159159388938206491257145166765488469955382702907241785498804, 2226445032337736295360443277114671767095268427905414024519, 110347185690743652342054325167026055722666195703104, -25602153488603782076477675377106659546032164, -1484373343530473373201161323398114996, 169190919882387253367998027851, 7993932106143054165160, -623380445129706, -15575692, 1], 1]], 'hecke_orbit_code': 31525197525811683, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 8, 'label': '483.8.a.h', 'level': 483, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 49592995
    {'hecke_orbit_code': 31525197525811683, 'n': 1, 'trace_an': 20}
  • id: 49592996
    {'hecke_orbit_code': 31525197525811683, 'n': 2, 'trace_an': 24}
  • id: 49592997
    {'hecke_orbit_code': 31525197525811683, 'n': 3, 'trace_an': 540}
  • id: 49592998
    {'hecke_orbit_code': 31525197525811683, 'n': 4, 'trace_an': 1486}
  • id: 49592999
    {'hecke_orbit_code': 31525197525811683, 'n': 5, 'trace_an': 1069}
  • id: 49593000
    {'hecke_orbit_code': 31525197525811683, 'n': 6, 'trace_an': 648}
  • id: 49593001
    {'hecke_orbit_code': 31525197525811683, 'n': 7, 'trace_an': 6860}
  • id: 49593002
    {'hecke_orbit_code': 31525197525811683, 'n': 8, 'trace_an': 2127}
  • id: 49593003
    {'hecke_orbit_code': 31525197525811683, 'n': 9, 'trace_an': 14580}
  • id: 49593004
    {'hecke_orbit_code': 31525197525811683, 'n': 10, 'trace_an': -1949}
  • id: 49593005
    {'hecke_orbit_code': 31525197525811683, 'n': 11, 'trace_an': 10073}
  • id: 49593006
    {'hecke_orbit_code': 31525197525811683, 'n': 12, 'trace_an': 40122}
  • id: 49593007
    {'hecke_orbit_code': 31525197525811683, 'n': 13, 'trace_an': 13391}
  • id: 49593008
    {'hecke_orbit_code': 31525197525811683, 'n': 14, 'trace_an': 8232}
  • id: 49593009
    {'hecke_orbit_code': 31525197525811683, 'n': 15, 'trace_an': 28863}
  • id: 49593010
    {'hecke_orbit_code': 31525197525811683, 'n': 16, 'trace_an': 133122}
  • id: 49593011
    {'hecke_orbit_code': 31525197525811683, 'n': 17, 'trace_an': 62626}
  • id: 49593012
    {'hecke_orbit_code': 31525197525811683, 'n': 18, 'trace_an': 17496}
  • id: 49593013
    {'hecke_orbit_code': 31525197525811683, 'n': 19, 'trace_an': 9895}
  • id: 49593014
    {'hecke_orbit_code': 31525197525811683, 'n': 20, 'trace_an': 106064}
  • id: 49593015
    {'hecke_orbit_code': 31525197525811683, 'n': 21, 'trace_an': 185220}
  • id: 49593016
    {'hecke_orbit_code': 31525197525811683, 'n': 22, 'trace_an': 28599}
  • id: 49593017
    {'hecke_orbit_code': 31525197525811683, 'n': 23, 'trace_an': -243340}
  • id: 49593018
    {'hecke_orbit_code': 31525197525811683, 'n': 24, 'trace_an': 57429}
  • id: 49593019
    {'hecke_orbit_code': 31525197525811683, 'n': 25, 'trace_an': 265365}
  • id: 49593020
    {'hecke_orbit_code': 31525197525811683, 'n': 26, 'trace_an': 594400}
  • id: 49593021
    {'hecke_orbit_code': 31525197525811683, 'n': 27, 'trace_an': 393660}
  • id: 49593022
    {'hecke_orbit_code': 31525197525811683, 'n': 28, 'trace_an': 509698}
  • id: 49593023
    {'hecke_orbit_code': 31525197525811683, 'n': 29, 'trace_an': 594658}
  • id: 49593024
    {'hecke_orbit_code': 31525197525811683, 'n': 30, 'trace_an': -52623}
  • id: 49593025
    {'hecke_orbit_code': 31525197525811683, 'n': 31, 'trace_an': 514862}
  • id: 49593026
    {'hecke_orbit_code': 31525197525811683, 'n': 32, 'trace_an': 832720}
  • id: 49593027
    {'hecke_orbit_code': 31525197525811683, 'n': 33, 'trace_an': 271971}
  • id: 49593028
    {'hecke_orbit_code': 31525197525811683, 'n': 34, 'trace_an': -106257}
  • id: 49593029
    {'hecke_orbit_code': 31525197525811683, 'n': 35, 'trace_an': 366667}
  • id: 49593030
    {'hecke_orbit_code': 31525197525811683, 'n': 36, 'trace_an': 1083294}
  • id: 49593031
    {'hecke_orbit_code': 31525197525811683, 'n': 37, 'trace_an': 891864}
  • id: 49593032
    {'hecke_orbit_code': 31525197525811683, 'n': 38, 'trace_an': 680125}
  • id: 49593033
    {'hecke_orbit_code': 31525197525811683, 'n': 39, 'trace_an': 361557}
  • id: 49593034
    {'hecke_orbit_code': 31525197525811683, 'n': 40, 'trace_an': 44594}
  • id: 49593035
    {'hecke_orbit_code': 31525197525811683, 'n': 41, 'trace_an': 296689}
  • id: 49593036
    {'hecke_orbit_code': 31525197525811683, 'n': 42, 'trace_an': 222264}
  • id: 49593037
    {'hecke_orbit_code': 31525197525811683, 'n': 43, 'trace_an': -704949}
  • id: 49593038
    {'hecke_orbit_code': 31525197525811683, 'n': 44, 'trace_an': 2001503}
  • id: 49593039
    {'hecke_orbit_code': 31525197525811683, 'n': 45, 'trace_an': 779301}
  • id: 49593040
    {'hecke_orbit_code': 31525197525811683, 'n': 46, 'trace_an': -292008}
  • id: 49593041
    {'hecke_orbit_code': 31525197525811683, 'n': 47, 'trace_an': 2102453}
  • id: 49593042
    {'hecke_orbit_code': 31525197525811683, 'n': 48, 'trace_an': 3594294}
  • id: 49593043
    {'hecke_orbit_code': 31525197525811683, 'n': 49, 'trace_an': 2352980}
  • id: 49593044
    {'hecke_orbit_code': 31525197525811683, 'n': 50, 'trace_an': 4129604}
  • id: 49593045
    {'hecke_orbit_code': 31525197525811683, 'n': 51, 'trace_an': 1690902}
  • id: 49593046
    {'hecke_orbit_code': 31525197525811683, 'n': 52, 'trace_an': 4416739}
  • id: 49593047
    {'hecke_orbit_code': 31525197525811683, 'n': 53, 'trace_an': 5841486}
  • id: 49593048
    {'hecke_orbit_code': 31525197525811683, 'n': 54, 'trace_an': 472392}
  • id: 49593049
    {'hecke_orbit_code': 31525197525811683, 'n': 55, 'trace_an': 4290005}
  • id: 49593050
    {'hecke_orbit_code': 31525197525811683, 'n': 56, 'trace_an': 729561}
  • id: 49593051
    {'hecke_orbit_code': 31525197525811683, 'n': 57, 'trace_an': 267165}
  • id: 49593052
    {'hecke_orbit_code': 31525197525811683, 'n': 58, 'trace_an': 7165650}
  • id: 49593053
    {'hecke_orbit_code': 31525197525811683, 'n': 59, 'trace_an': 7015980}
  • id: 49593054
    {'hecke_orbit_code': 31525197525811683, 'n': 60, 'trace_an': 2863728}
  • id: 49593055
    {'hecke_orbit_code': 31525197525811683, 'n': 61, 'trace_an': 2474138}
  • id: 49593056
    {'hecke_orbit_code': 31525197525811683, 'n': 62, 'trace_an': 4418145}
  • id: 49593057
    {'hecke_orbit_code': 31525197525811683, 'n': 63, 'trace_an': 5000940}
  • id: 49593058
    {'hecke_orbit_code': 31525197525811683, 'n': 64, 'trace_an': 12695973}
  • id: 49593059
    {'hecke_orbit_code': 31525197525811683, 'n': 65, 'trace_an': 6582462}
  • id: 49593060
    {'hecke_orbit_code': 31525197525811683, 'n': 66, 'trace_an': 772173}
  • id: 49593061
    {'hecke_orbit_code': 31525197525811683, 'n': 67, 'trace_an': 2305855}
  • id: 49593062
    {'hecke_orbit_code': 31525197525811683, 'n': 68, 'trace_an': 10253157}
  • id: 49593063
    {'hecke_orbit_code': 31525197525811683, 'n': 69, 'trace_an': -6570180}
  • id: 49593064
    {'hecke_orbit_code': 31525197525811683, 'n': 70, 'trace_an': -668507}
  • id: 49593065
    {'hecke_orbit_code': 31525197525811683, 'n': 71, 'trace_an': 12287349}
  • id: 49593066
    {'hecke_orbit_code': 31525197525811683, 'n': 72, 'trace_an': 1550583}
  • id: 49593067
    {'hecke_orbit_code': 31525197525811683, 'n': 73, 'trace_an': 9140922}
  • id: 49593068
    {'hecke_orbit_code': 31525197525811683, 'n': 74, 'trace_an': -832604}
  • id: 49593069
    {'hecke_orbit_code': 31525197525811683, 'n': 75, 'trace_an': 7164855}
  • id: 49593070
    {'hecke_orbit_code': 31525197525811683, 'n': 76, 'trace_an': 290029}
  • id: 49593071
    {'hecke_orbit_code': 31525197525811683, 'n': 77, 'trace_an': 3455039}
  • id: 49593072
    {'hecke_orbit_code': 31525197525811683, 'n': 78, 'trace_an': 16048800}
  • id: 49593073
    {'hecke_orbit_code': 31525197525811683, 'n': 79, 'trace_an': -1444882}
  • id: 49593074
    {'hecke_orbit_code': 31525197525811683, 'n': 80, 'trace_an': 2254323}
  • id: 49593075
    {'hecke_orbit_code': 31525197525811683, 'n': 81, 'trace_an': 10628820}
  • id: 49593076
    {'hecke_orbit_code': 31525197525811683, 'n': 82, 'trace_an': 6031922}
  • id: 49593077
    {'hecke_orbit_code': 31525197525811683, 'n': 83, 'trace_an': 4284072}
  • id: 49593078
    {'hecke_orbit_code': 31525197525811683, 'n': 84, 'trace_an': 13761846}
  • id: 49593079
    {'hecke_orbit_code': 31525197525811683, 'n': 85, 'trace_an': 15450581}
  • id: 49593080
    {'hecke_orbit_code': 31525197525811683, 'n': 86, 'trace_an': 19710382}
  • id: 49593081
    {'hecke_orbit_code': 31525197525811683, 'n': 87, 'trace_an': 16055766}
  • id: 49593082
    {'hecke_orbit_code': 31525197525811683, 'n': 88, 'trace_an': -4553328}
  • id: 49593083
    {'hecke_orbit_code': 31525197525811683, 'n': 89, 'trace_an': 36265659}
  • id: 49593084
    {'hecke_orbit_code': 31525197525811683, 'n': 90, 'trace_an': -1420821}
  • id: 49593085
    {'hecke_orbit_code': 31525197525811683, 'n': 91, 'trace_an': 4593113}
  • id: 49593086
    {'hecke_orbit_code': 31525197525811683, 'n': 92, 'trace_an': -18080162}
  • id: 49593087
    {'hecke_orbit_code': 31525197525811683, 'n': 93, 'trace_an': 13901274}
  • id: 49593088
    {'hecke_orbit_code': 31525197525811683, 'n': 94, 'trace_an': 11807737}
  • id: 49593089
    {'hecke_orbit_code': 31525197525811683, 'n': 95, 'trace_an': 35752199}
  • id: 49593090
    {'hecke_orbit_code': 31525197525811683, 'n': 96, 'trace_an': 22483440}
  • id: 49593091
    {'hecke_orbit_code': 31525197525811683, 'n': 97, 'trace_an': 15575692}
  • id: 49593092
    {'hecke_orbit_code': 31525197525811683, 'n': 98, 'trace_an': 2823576}
  • id: 49593093
    {'hecke_orbit_code': 31525197525811683, 'n': 99, 'trace_an': 7343217}
  • id: 49593094
    {'hecke_orbit_code': 31525197525811683, 'n': 100, 'trace_an': 40829713}
  • id: 49593095
    {'hecke_orbit_code': 31525197525811683, 'n': 101, 'trace_an': 34681268}
  • id: 49593096
    {'hecke_orbit_code': 31525197525811683, 'n': 103, 'trace_an': -5079667}
  • id: 49593097
    {'hecke_orbit_code': 31525197525811683, 'n': 107, 'trace_an': 38890445}
  • id: 49593098
    {'hecke_orbit_code': 31525197525811683, 'n': 109, 'trace_an': 31936411}
  • id: 49593099
    {'hecke_orbit_code': 31525197525811683, 'n': 113, 'trace_an': 52882143}
  • id: 49593100
    {'hecke_orbit_code': 31525197525811683, 'n': 121, 'trace_an': 98534157}
  • id: 49593101
    {'hecke_orbit_code': 31525197525811683, 'n': 125, 'trace_an': 87244656}
  • id: 49593102
    {'hecke_orbit_code': 31525197525811683, 'n': 127, 'trace_an': -84570798}
  • id: 49593103
    {'hecke_orbit_code': 31525197525811683, 'n': 128, 'trace_an': 17183890}
  • id: 49593104
    {'hecke_orbit_code': 31525197525811683, 'n': 131, 'trace_an': 95873733}
  • id: 49593105
    {'hecke_orbit_code': 31525197525811683, 'n': 137, 'trace_an': 99035325}
  • id: 49593106
    {'hecke_orbit_code': 31525197525811683, 'n': 139, 'trace_an': -35216617}
  • id: 49593107
    {'hecke_orbit_code': 31525197525811683, 'n': 149, 'trace_an': 102845561}
  • id: 49593108
    {'hecke_orbit_code': 31525197525811683, 'n': 151, 'trace_an': -156355111}
  • id: 49593109
    {'hecke_orbit_code': 31525197525811683, 'n': 157, 'trace_an': 157792787}
  • id: 49593110
    {'hecke_orbit_code': 31525197525811683, 'n': 163, 'trace_an': -54488488}
  • id: 49593111
    {'hecke_orbit_code': 31525197525811683, 'n': 167, 'trace_an': 101749017}
  • id: 49593112
    {'hecke_orbit_code': 31525197525811683, 'n': 169, 'trace_an': 35291741}
  • id: 49593113
    {'hecke_orbit_code': 31525197525811683, 'n': 173, 'trace_an': 186007572}
  • id: 49593114
    {'hecke_orbit_code': 31525197525811683, 'n': 179, 'trace_an': 18769855}
  • id: 49593115
    {'hecke_orbit_code': 31525197525811683, 'n': 181, 'trace_an': -69881562}
  • id: 49593116
    {'hecke_orbit_code': 31525197525811683, 'n': 191, 'trace_an': 40769187}
  • id: 49593117
    {'hecke_orbit_code': 31525197525811683, 'n': 193, 'trace_an': -47832671}
  • id: 49593118
    {'hecke_orbit_code': 31525197525811683, 'n': 197, 'trace_an': 676214393}
  • id: 49593119
    {'hecke_orbit_code': 31525197525811683, 'n': 199, 'trace_an': 335691312}
  • id: 49593120
    {'hecke_orbit_code': 31525197525811683, 'n': 211, 'trace_an': 294880857}
  • id: 49593121
    {'hecke_orbit_code': 31525197525811683, 'n': 223, 'trace_an': 276910167}
  • id: 49593122
    {'hecke_orbit_code': 31525197525811683, 'n': 227, 'trace_an': 812239071}
  • id: 49593123
    {'hecke_orbit_code': 31525197525811683, 'n': 229, 'trace_an': 638575462}
  • id: 49593124
    {'hecke_orbit_code': 31525197525811683, 'n': 233, 'trace_an': 838881851}
  • id: 49593125
    {'hecke_orbit_code': 31525197525811683, 'n': 239, 'trace_an': 867847675}
  • id: 49593126
    {'hecke_orbit_code': 31525197525811683, 'n': 241, 'trace_an': 930354481}
  • id: 49593127
    {'hecke_orbit_code': 31525197525811683, 'n': 243, 'trace_an': 286978140}
  • id: 49593128
    {'hecke_orbit_code': 31525197525811683, 'n': 251, 'trace_an': 305440822}
  • id: 49593129
    {'hecke_orbit_code': 31525197525811683, 'n': 256, 'trace_an': 609369330}
  • id: 49593130
    {'hecke_orbit_code': 31525197525811683, 'n': 257, 'trace_an': 361898101}
  • id: 49593131
    {'hecke_orbit_code': 31525197525811683, 'n': 263, 'trace_an': 107643519}
  • id: 49593132
    {'hecke_orbit_code': 31525197525811683, 'n': 269, 'trace_an': -29118861}
  • id: 49593133
    {'hecke_orbit_code': 31525197525811683, 'n': 271, 'trace_an': 452958370}
  • id: 49593134
    {'hecke_orbit_code': 31525197525811683, 'n': 277, 'trace_an': 927725562}
  • id: 49593135
    {'hecke_orbit_code': 31525197525811683, 'n': 281, 'trace_an': 1390529834}
  • id: 49593136
    {'hecke_orbit_code': 31525197525811683, 'n': 283, 'trace_an': 795074731}
  • id: 49593137
    {'hecke_orbit_code': 31525197525811683, 'n': 289, 'trace_an': 194782914}
  • id: 49593138
    {'hecke_orbit_code': 31525197525811683, 'n': 293, 'trace_an': 1273616068}
  • id: 49593139
    {'hecke_orbit_code': 31525197525811683, 'n': 307, 'trace_an': 606141766}
  • id: 49593140
    {'hecke_orbit_code': 31525197525811683, 'n': 311, 'trace_an': 603569128}
  • id: 49593141
    {'hecke_orbit_code': 31525197525811683, 'n': 313, 'trace_an': 1154716695}
  • id: 49593142
    {'hecke_orbit_code': 31525197525811683, 'n': 317, 'trace_an': 2075265891}
  • id: 49593143
    {'hecke_orbit_code': 31525197525811683, 'n': 331, 'trace_an': 640405739}
  • id: 49593144
    {'hecke_orbit_code': 31525197525811683, 'n': 337, 'trace_an': 2348242505}
  • id: 49593145
    {'hecke_orbit_code': 31525197525811683, 'n': 343, 'trace_an': 807072140}
  • id: 49593146
    {'hecke_orbit_code': 31525197525811683, 'n': 347, 'trace_an': 3079622374}
  • id: 49593147
    {'hecke_orbit_code': 31525197525811683, 'n': 349, 'trace_an': 743669753}
  • id: 49593148
    {'hecke_orbit_code': 31525197525811683, 'n': 353, 'trace_an': 3289980310}
  • id: 49593149
    {'hecke_orbit_code': 31525197525811683, 'n': 359, 'trace_an': 516610669}
  • id: 49593150
    {'hecke_orbit_code': 31525197525811683, 'n': 361, 'trace_an': -1194345627}
  • id: 49593151
    {'hecke_orbit_code': 31525197525811683, 'n': 367, 'trace_an': 3216736486}
  • id: 49593152
    {'hecke_orbit_code': 31525197525811683, 'n': 373, 'trace_an': -2072678150}
  • id: 49593153
    {'hecke_orbit_code': 31525197525811683, 'n': 379, 'trace_an': 1010738488}
  • id: 49593154
    {'hecke_orbit_code': 31525197525811683, 'n': 383, 'trace_an': 566192918}
  • id: 49593155
    {'hecke_orbit_code': 31525197525811683, 'n': 389, 'trace_an': -888794782}
  • id: 49593156
    {'hecke_orbit_code': 31525197525811683, 'n': 397, 'trace_an': -3628202078}
  • id: 49593157
    {'hecke_orbit_code': 31525197525811683, 'n': 401, 'trace_an': -3393909419}
  • id: 49593158
    {'hecke_orbit_code': 31525197525811683, 'n': 409, 'trace_an': -2670844754}
  • id: 49593159
    {'hecke_orbit_code': 31525197525811683, 'n': 419, 'trace_an': -1389160611}
  • id: 49593160
    {'hecke_orbit_code': 31525197525811683, 'n': 421, 'trace_an': -1752007623}
  • id: 49593161
    {'hecke_orbit_code': 31525197525811683, 'n': 431, 'trace_an': -1335562690}
  • id: 49593162
    {'hecke_orbit_code': 31525197525811683, 'n': 433, 'trace_an': -5540519573}
  • id: 49593163
    {'hecke_orbit_code': 31525197525811683, 'n': 439, 'trace_an': -2022679776}
  • id: 49593164
    {'hecke_orbit_code': 31525197525811683, 'n': 443, 'trace_an': 638452606}
  • id: 49593165
    {'hecke_orbit_code': 31525197525811683, 'n': 449, 'trace_an': 8060254543}
  • id: 49593166
    {'hecke_orbit_code': 31525197525811683, 'n': 457, 'trace_an': -4922758741}
  • id: 49593167
    {'hecke_orbit_code': 31525197525811683, 'n': 461, 'trace_an': 5487389057}
  • id: 49593168
    {'hecke_orbit_code': 31525197525811683, 'n': 463, 'trace_an': 5889133831}
  • id: 49593169
    {'hecke_orbit_code': 31525197525811683, 'n': 467, 'trace_an': -2221892084}
  • id: 49593170
    {'hecke_orbit_code': 31525197525811683, 'n': 479, 'trace_an': 5448341562}
  • id: 49593171
    {'hecke_orbit_code': 31525197525811683, 'n': 487, 'trace_an': -6177843024}
  • id: 49593172
    {'hecke_orbit_code': 31525197525811683, 'n': 491, 'trace_an': -3973001813}
  • id: 49593173
    {'hecke_orbit_code': 31525197525811683, 'n': 499, 'trace_an': -15295951923}
  • id: 49593174
    {'hecke_orbit_code': 31525197525811683, 'n': 503, 'trace_an': -6050690693}
  • id: 49593175
    {'hecke_orbit_code': 31525197525811683, 'n': 509, 'trace_an': -10852131687}
  • id: 49593176
    {'hecke_orbit_code': 31525197525811683, 'n': 512, 'trace_an': 1720019459}
  • id: 49593177
    {'hecke_orbit_code': 31525197525811683, 'n': 521, 'trace_an': -9067838488}
  • id: 49593178
    {'hecke_orbit_code': 31525197525811683, 'n': 523, 'trace_an': -10091014529}
  • id: 49593179
    {'hecke_orbit_code': 31525197525811683, 'n': 529, 'trace_an': 2960717780}
  • id: 49593180
    {'hecke_orbit_code': 31525197525811683, 'n': 541, 'trace_an': -16979043415}
  • id: 49593181
    {'hecke_orbit_code': 31525197525811683, 'n': 547, 'trace_an': 1974381653}
  • id: 49593182
    {'hecke_orbit_code': 31525197525811683, 'n': 557, 'trace_an': -1349843908}
  • id: 49593183
    {'hecke_orbit_code': 31525197525811683, 'n': 563, 'trace_an': 5757367559}
  • id: 49593184
    {'hecke_orbit_code': 31525197525811683, 'n': 569, 'trace_an': 5994177381}
  • id: 49593185
    {'hecke_orbit_code': 31525197525811683, 'n': 571, 'trace_an': -24969172146}
  • id: 49593186
    {'hecke_orbit_code': 31525197525811683, 'n': 577, 'trace_an': -16464297848}
  • id: 49593187
    {'hecke_orbit_code': 31525197525811683, 'n': 587, 'trace_an': 9949247530}
  • id: 49593188
    {'hecke_orbit_code': 31525197525811683, 'n': 593, 'trace_an': -6823099716}
  • id: 49593189
    {'hecke_orbit_code': 31525197525811683, 'n': 599, 'trace_an': 3606330695}
  • id: 49593190
    {'hecke_orbit_code': 31525197525811683, 'n': 601, 'trace_an': 20525360565}
  • id: 49593191
    {'hecke_orbit_code': 31525197525811683, 'n': 607, 'trace_an': -5059491761}
  • id: 49593192
    {'hecke_orbit_code': 31525197525811683, 'n': 613, 'trace_an': 1565805158}
  • id: 49593193
    {'hecke_orbit_code': 31525197525811683, 'n': 617, 'trace_an': 16290218235}
  • id: 49593194
    {'hecke_orbit_code': 31525197525811683, 'n': 619, 'trace_an': -25763830275}
  • id: 49593195
    {'hecke_orbit_code': 31525197525811683, 'n': 625, 'trace_an': -52538226614}
  • id: 49593196
    {'hecke_orbit_code': 31525197525811683, 'n': 631, 'trace_an': 7297043432}
  • id: 49593197
    {'hecke_orbit_code': 31525197525811683, 'n': 641, 'trace_an': 29532604324}
  • id: 49593198
    {'hecke_orbit_code': 31525197525811683, 'n': 643, 'trace_an': 22179233396}
  • id: 49593199
    {'hecke_orbit_code': 31525197525811683, 'n': 647, 'trace_an': 1199144071}
  • id: 49593200
    {'hecke_orbit_code': 31525197525811683, 'n': 653, 'trace_an': 8693840111}
  • id: 49593201
    {'hecke_orbit_code': 31525197525811683, 'n': 659, 'trace_an': -32510117102}
  • id: 49593202
    {'hecke_orbit_code': 31525197525811683, 'n': 661, 'trace_an': -33509368707}
  • id: 49593203
    {'hecke_orbit_code': 31525197525811683, 'n': 673, 'trace_an': -21840377263}
  • id: 49593204
    {'hecke_orbit_code': 31525197525811683, 'n': 677, 'trace_an': 2151176017}
  • id: 49593205
    {'hecke_orbit_code': 31525197525811683, 'n': 683, 'trace_an': 18093154702}
  • id: 49593206
    {'hecke_orbit_code': 31525197525811683, 'n': 691, 'trace_an': -13348912905}
  • id: 49593207
    {'hecke_orbit_code': 31525197525811683, 'n': 701, 'trace_an': -3120668620}
  • id: 49593208
    {'hecke_orbit_code': 31525197525811683, 'n': 709, 'trace_an': -45678713109}
  • id: 49593209
    {'hecke_orbit_code': 31525197525811683, 'n': 719, 'trace_an': 20876513736}
  • id: 49593210
    {'hecke_orbit_code': 31525197525811683, 'n': 727, 'trace_an': 19420309451}
  • id: 49593211
    {'hecke_orbit_code': 31525197525811683, 'n': 729, 'trace_an': 7748409780}
  • id: 49593212
    {'hecke_orbit_code': 31525197525811683, 'n': 733, 'trace_an': 18111244140}
  • id: 49593213
    {'hecke_orbit_code': 31525197525811683, 'n': 739, 'trace_an': -22052089218}
  • id: 49593214
    {'hecke_orbit_code': 31525197525811683, 'n': 743, 'trace_an': 8764580418}
  • id: 49593215
    {'hecke_orbit_code': 31525197525811683, 'n': 751, 'trace_an': -30844909213}
  • id: 49593216
    {'hecke_orbit_code': 31525197525811683, 'n': 757, 'trace_an': -5521236616}
  • id: 49593217
    {'hecke_orbit_code': 31525197525811683, 'n': 761, 'trace_an': 53614629725}
  • id: 49593218
    {'hecke_orbit_code': 31525197525811683, 'n': 769, 'trace_an': -788224642}
  • id: 49593219
    {'hecke_orbit_code': 31525197525811683, 'n': 773, 'trace_an': 69736836692}
  • id: 49593220
    {'hecke_orbit_code': 31525197525811683, 'n': 787, 'trace_an': -27651211278}
  • id: 49593221
    {'hecke_orbit_code': 31525197525811683, 'n': 797, 'trace_an': 32564682822}
  • id: 49593222
    {'hecke_orbit_code': 31525197525811683, 'n': 809, 'trace_an': 105172778471}
  • id: 49593223
    {'hecke_orbit_code': 31525197525811683, 'n': 811, 'trace_an': 36651783642}
  • id: 49593224
    {'hecke_orbit_code': 31525197525811683, 'n': 821, 'trace_an': 46570322844}
  • id: 49593225
    {'hecke_orbit_code': 31525197525811683, 'n': 823, 'trace_an': 109888883620}
  • id: 49593226
    {'hecke_orbit_code': 31525197525811683, 'n': 827, 'trace_an': 38053588872}
  • id: 49593227
    {'hecke_orbit_code': 31525197525811683, 'n': 829, 'trace_an': -6811056346}
  • id: 49593228
    {'hecke_orbit_code': 31525197525811683, 'n': 839, 'trace_an': 90866939951}
  • id: 49593229
    {'hecke_orbit_code': 31525197525811683, 'n': 841, 'trace_an': 30261869896}
  • id: 49593230
    {'hecke_orbit_code': 31525197525811683, 'n': 853, 'trace_an': 49857596300}
  • id: 49593231
    {'hecke_orbit_code': 31525197525811683, 'n': 857, 'trace_an': 44056011555}
  • id: 49593232
    {'hecke_orbit_code': 31525197525811683, 'n': 859, 'trace_an': 48672420014}
  • id: 49593233
    {'hecke_orbit_code': 31525197525811683, 'n': 863, 'trace_an': 91326291064}
  • id: 49593234
    {'hecke_orbit_code': 31525197525811683, 'n': 877, 'trace_an': -51502833177}
  • id: 49593235
    {'hecke_orbit_code': 31525197525811683, 'n': 881, 'trace_an': -71354922946}
  • id: 49593236
    {'hecke_orbit_code': 31525197525811683, 'n': 883, 'trace_an': 87889187105}
  • id: 49593237
    {'hecke_orbit_code': 31525197525811683, 'n': 887, 'trace_an': 34878790459}
  • id: 49593238
    {'hecke_orbit_code': 31525197525811683, 'n': 907, 'trace_an': 120778893529}
  • id: 49593239
    {'hecke_orbit_code': 31525197525811683, 'n': 911, 'trace_an': 136644909872}
  • id: 49593240
    {'hecke_orbit_code': 31525197525811683, 'n': 919, 'trace_an': -15813312192}
  • id: 49593241
    {'hecke_orbit_code': 31525197525811683, 'n': 929, 'trace_an': 76912441905}
  • id: 49593242
    {'hecke_orbit_code': 31525197525811683, 'n': 937, 'trace_an': -103922884653}
  • id: 49593243
    {'hecke_orbit_code': 31525197525811683, 'n': 941, 'trace_an': 49138732898}
  • id: 49593244
    {'hecke_orbit_code': 31525197525811683, 'n': 947, 'trace_an': 22478122890}
  • id: 49593245
    {'hecke_orbit_code': 31525197525811683, 'n': 953, 'trace_an': 130561533214}
  • id: 49593246
    {'hecke_orbit_code': 31525197525811683, 'n': 961, 'trace_an': -1961563670}
  • id: 49593247
    {'hecke_orbit_code': 31525197525811683, 'n': 967, 'trace_an': 69999668772}
  • id: 49593248
    {'hecke_orbit_code': 31525197525811683, 'n': 971, 'trace_an': 150717429199}
  • id: 49593249
    {'hecke_orbit_code': 31525197525811683, 'n': 977, 'trace_an': 88680251066}
  • id: 49593250
    {'hecke_orbit_code': 31525197525811683, 'n': 983, 'trace_an': 238130634314}
  • id: 49593251
    {'hecke_orbit_code': 31525197525811683, 'n': 991, 'trace_an': 47665221228}
  • id: 49593252
    {'hecke_orbit_code': 31525197525811683, 'n': 997, 'trace_an': 169545581432}