Embedded newform data - 5.34.b.a.4.13

Formats: - HTML - YAML - JSON - 2024-04-30T05:47:53.528103

• 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': 5780, 'analytic_conductor': 34.49141444050374, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [5, 2, [2], [1]], 'cm_discs': [], 'conrey_index': 4, 'conrey_indexes': [4], 'dim': 16, 'field_poly': [163532475457876517394407745867705361011086521692855999713211555842344615936, 0, 1608229292592013531797229664939538769264311330074914543142623510528, 0, 5093319366938751307797338793282286802764384084972313509888, 0, 6785210496827316795155770011788917433647451078656, 0, 4376228902975645752284567792282218577920, 0, 1496006322727341104924267746816, 0, 277176279803774573548, 0, 26286285043, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 69289902085, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 140470825280417511694003892492697600000000000000000000000000000000000000000000000000000, 'hecke_ring_index_factorization': [[2, 83], [3, 26], [5, 53], [7, 4], [11, 8]], 'hecke_ring_index_proved': False, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '5.34.b.a', 'level': 5, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5], 'level_radical': 5, 'minimal_twist': '5.34.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{1}q^{2}+(-52\\beta _{1}+\\beta _{3})q^{3}+(-4553207930+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 16, 'rm_discs': [], 'sato_tate_group': '33.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '5.34.b', 'trace_display': [0, 0, -232168160280, 0], 'trace_hash': 1892280284987857291, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '13.771', 'prec': 20}, {'__RealLiteral__': 0, 'data': '3.841', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1072.949', 'prec': 27}, {'__RealLiteral__': 0, 'data': '1269.688', 'prec': 27}, {'__RealLiteral__': 0, 'data': '133723.622', 'prec': 34}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.507', 'prec': 17}, 'traces': [16, 0, 0, -72851326872, -232168160280, 11001777346872, 0, 0, -27535156574590368, -22271193818331880, 219974590742466912, 0, 0, -10416043581549356184, 9232415497377901440, 133171456389985196576, 0, 0, -2949217257058889591200, 5571772909456424216760, 20126160533851210892592, 0, 0, -236696360036140740492000, 269473151678676722148400, 23043234216449373353232, 0, 0, 2210824656972934579370400, -7438800885032297852420760, 4805180075928582021889472, 0, 0, -106706080442140703440064, 34840114703893102459924320, 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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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[0.1064517472944778, -0.4325669290768095, None, -0.34228912970356096, -0.2977284333985193, -0.42269548966494946, 0.07009515764665666, -0.436511065498301, 0.12080700837617091, -0.2652955475579026, -0.18820101571088188, 0.014366944562183154, -0.19749832794471298, -0.36118969896310105, 0.01216647881637162, 0.03318515475293208, -0.33892174325502933, -0.22991706271103268, -0.4927673389572988, -0.3417048715144057, -0.43139353971770544, -0.3012130880410759, 0.013393592924975446, -0.2916567516008155, -0.43629992897809905, -0.11616906439257504, -0.2885514317696285, 0.027260029247320787, -0.16927346449695177, -0.4900310310840691, -0.44028302471894165, -0.21272959764697907, -0.45235339500902116, -0.07408712649327079, -0.2834409969014083, -0.3330118934734167, 0.026379016605089744, 0.008366099074520251, 0.16615093707578413, -0.43710294801691024, -0.1946155662754994, -0.06079720382124775, -0.19882548434986985, 0.060521213448662896, -0.41833786906509, -0.3656483756275999, -0.21011615329840866, 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• mf_newspaces •

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

  
  {'Nk2': 5780, 'analytic_conductor': 34.49141444050374, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [5, 2, [2], [1]], 'conrey_index': 4, 'cusp_dim': 16, 'dim': 16, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [], 'hecke_orbit_code': 69289902085, 'hecke_orbit_dims': [16], 'label': '5.34.b', 'level': 5, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 18, 'mf_new_dim': 18, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 16, 'sturm_bound': 17, 'trace_bound': 0, 'trace_display': [0, 0, -232168160280, 0], 'traces': [16, 0, 0, -72851326872, -232168160280, 11001777346872, 0, 0, -27535156574590368, -22271193818331880, 219974590742466912, 0, 0, -10416043581549356184, 9232415497377901440, 133171456389985196576, 0, 0, -2949217257058889591200, 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-124196836847014704383671798012828392469069918643808, 0, 0, 205737676700863411931616980973798446705857084828800, 120970312393906124815883820431441411833058845900000], 'weight': 34, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 781405
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 4, 'source_dim': 16, 'source_embedding_index': 13, 'source_hecke_orbit_code': 69289902085, 'source_is_minimal': True, 'source_label': '5.34.b.a.4.13', 'source_level': 5, 'target_conrey_index': 4, 'target_dim': 16, 'target_embedding_index': 13, 'target_hecke_orbit_code': 69289902085, 'target_is_minimal': True, 'target_label': '5.34.b.a.4.13', 'target_level': 5, 'twist_class_label': '5.34.b.a.4.4', 'twist_class_level': 5, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 34}
  • id: 781406
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 4, 'source_dim': 16, 'source_embedding_index': 13, 'source_hecke_orbit_code': 69289902085, 'source_is_minimal': True, 'source_label': '5.34.b.a.4.13', 'source_level': 5, 'target_conrey_index': 1, 'target_dim': 16, 'target_embedding_index': 4, 'target_hecke_orbit_code': 22517998707277849, 'target_is_minimal': False, 'target_label': '25.34.a.f.1.4', 'target_level': 25, 'twist_class_label': '5.34.b.a.4.4', 'twist_class_level': 5, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 34}
  • id: 781407
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 4, 'source_dim': 16, 'source_embedding_index': 13, 'source_hecke_orbit_code': 69289902085, 'source_is_minimal': True, 'source_label': '5.34.b.a.4.13', 'source_level': 5, 'target_conrey_index': 1, 'target_dim': 16, 'target_embedding_index': 13, 'target_hecke_orbit_code': 22517998707277849, 'target_is_minimal': False, 'target_label': '25.34.a.f.1.13', 'target_level': 25, 'twist_class_label': '5.34.b.a.4.4', 'twist_class_level': 5, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 34}
  • id: 781408
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 4, 'source_dim': 16, 'source_embedding_index': 13, 'source_hecke_orbit_code': 69289902085, 'source_is_minimal': True, 'source_label': '5.34.b.a.4.13', 'source_level': 5, 'target_conrey_index': 4, 'target_dim': 16, 'target_embedding_index': 4, 'target_hecke_orbit_code': 69289902085, 'target_is_minimal': True, 'target_label': '5.34.b.a.4.4', 'target_level': 5, 'twist_class_label': '5.34.b.a.4.4', 'twist_class_level': 5, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 34}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 19750
    {'charpoly_factorization': [[[10717264311607395443959906033185938539222566285663010797205032523683896749981696, 0, 26349228729827549704965810830369403195626476831947399874848743596490752, 0, 20862236126981125356737899697284246744122917212046596136501248, 0, 6948055548751172398239508492071851452054989904543744, 0, 1120314599161765312584849354824247955947520, 0, 95744404654549830715153135796224, 0, 4434820476860393176768, 0, 105145140172, 0, 1], 1]], 'hecke_orbit_code': 69289902085, 'p': 2}
  • id: 19751
    {'charpoly_factorization': [[[46003095292508240063753003412586597928286320079600896211316366068791608424417993024845568001771027435717163132744208905076736, 0, 290393745812001364538871578535776672594145525398740647744382209596544237758532345362160988040558931774294294528, 0, 444001156659479893380258893962579417844111795095698293766654872872493361370775543622704753369088, 0, 274680235756211210871287388005480964519008088799273727410151824923255349395142656, 0, 85473274259048413377929011304920727009705385292506420320739793920, 0, 14390632893907135345291230101294496341688371519616, 0, 1302328547735525832197128617222048, 0, 58240062819739368, 0, 1], 1]], 'hecke_orbit_code': 69289902085, 'p': 3}
  • id: 19752
    {'charpoly_factorization': [[[33735033418337674317915436964064060824671876423579224160248841680346061731103230695201201185438625885002137866977147123425762105261062291772082046004133104588618152774870395660400390625, 67278091258153053161130095100431257140248592352181371934082737922177920927910880277122000914911130890764461132997584078692016626259408962340557991410605609416961669921875000, -268300446057686775687220188172614060914307401505050229392374123765366228674283475035156583424068551629201261137671707772411888726082906941883265972137451171875000, -1516874927619406829786413519193398211762628669689107778342282021197807401465008988005644111206264894469472430393874873288950766436755657196044921875000, 1324873737767173671535296369698648475560829727054239217462522380823889462563855562221541542261473572983376811862399335950613021850585937500, -3409863712038701994312261655701642240903152038618633994138720165726847714613380779975770895617870337446220219135284423828125000, -30044104027518036383688758336430943582266802539999399172868708311867733291855575572526504402048885822296142578125000, 30634113862280238973690147156609271488317356522541143285941374341252441126925987191498279571533203125000, 709771513984355565635456030535884854852436745851823260422541750358504941686987876892089843750, 263145034360867748758127572950128422585416584666972994455136358737945556640625000, -2216863591678126436501625951617920012074502301402390003204345703125000, -2161257890631159480247527377925751106321811676025390625000, 7213298741740873574803461155913168334960937500, -70941286090942653913634836734375000, -107785548515438476235000, 232168160280, 1], 1]], 'hecke_orbit_code': 69289902085, 'p': 5}
  • id: 19753
    {'charpoly_factorization': [[[633106711883984368824861901448822131203924969904692676444451977557721193779044726036492386773747084950572633354241452339677029252058688261742815190011305803967456949274577060057732039797894827231625425880447628828303097856, 0, 2744957112370233975516608778196859550037157486100037553274891847772752069135678975446415471057781165567213660568194027619907933581283699050526324992187348035485488314991161945594158929100845842432, 0, 3653811385341569692489658607808349517108259561057408638741699402870672565873465740069764722026535378838598778552923412024893535753379636894936086612742386336664551415808, 0, 1920495205532358963515174960690365828403090146327614231422273958492498094467048882819889702186296442488898609280657719843313156002645561350144, 0, 439930762632637526988213313922829644708438483959610020827641534357899746703465934962367881727048708740640207877120, 0, 49832726893389214987422363739178433242013155605558475421552134271133018169902672308864, 0, 2936019803481684064726989909270821762823111851570912141088, 0, 86299449728366466271024482312, 0, 1], 1]], 'hecke_orbit_code': 69289902085, 'p': 7}
  • id: 19754
    {'charpoly_factorization': [[[26386992216228380197785816565469856620074890457361038420761823759471061205479447447879810541693856629574280612379091660650135199215845376, -143935992753294929107521008999891401942608438865214082701832747554134690494712461801963361072554265763831901444605804544, -15953811089510002825959136949487099963804896352535992180297869188824403303425339722662116749446850838528, -4862210861813544548515042313082430305818706592153999636960297812311327517610788360192, 2401504680652126073480393930036877832896947727448687893797566957816320, 5191139855145438355042603410611211346714845589032192, -94348061153866697584546144044534528, -109987295371233456, 1], 2]], 'hecke_orbit_code': 69289902085, 'p': 11}
  • id: 19755
    {'charpoly_factorization': [[[13232663014703576385013048134907737935072838226380835128646456849661085319895969423918484435195768256820579339836486510133704753436101927394144306392309173019109093727557213863735728969292505364690896350699789868379459747182851595265553640033234334072066064101948189855004308677987814044860416, 0, 263784117510409093671944621698408877323377157467927985613840894165536376609349714160161746312080128425883349366689943262428573308257633121533607273684678066091427752358531806704377878519610793864779930965462277880348672555664803166687241821518742017055653888, 0, 362077465655041642374657619743037438604623399261462214835283109606582893431407565435975621230940972631387355631596074465403474077094751609787327555147336717196682075732728372217358180332784231691389100649982352284836691968, 0, 205402988590271591326170601947681731058548888896752948134445087605508382849039788601890272936291041143945239756966491527446455845476316930104031070151239802445952449702299145159579795456, 0, 61668056678091855958365288813371412791269177120144025552535731849628150573068472179042856754860802945099290091185550995423378335748667547720680734720, 0, 10557201352917997819260006324722587895940855160516269052568091318779843476044616735702236299759966086765696720896, 0, 1024441149266938062299492598208457939837680713813718159980325228601493969408, 0, 51451890674823545836461445376773695648, 0, 1], 1]], 'hecke_orbit_code': 69289902085, 'p': 13}
  • id: 19756
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  • id: 19757
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  • id: 19759
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  • id: 19760
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  • id: 19761
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  • id: 19762
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  • id: 19763
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  • id: 19764
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  • id: 19767
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  • id: 19768
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  • id: 19769
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  • id: 19770
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  • id: 19771
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  • id: 19772
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  • id: 19773
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  • id: 19774
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• mf_newform_portraits •

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

  
  {'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '5.34.b.a', 'level': 5, 'portrait': 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', 'weight': 34}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 20653000
    {'hecke_orbit_code': 69289902085, 'n': 1, 'trace_an': 16}
  • id: 20653001
    {'hecke_orbit_code': 69289902085, 'n': 2, 'trace_an': 0}
  • id: 20653002
    {'hecke_orbit_code': 69289902085, 'n': 3, 'trace_an': 0}
  • id: 20653003
    {'hecke_orbit_code': 69289902085, 'n': 4, 'trace_an': -72851326872}
  • id: 20653004
    {'hecke_orbit_code': 69289902085, 'n': 5, 'trace_an': -232168160280}
  • id: 20653005
    {'hecke_orbit_code': 69289902085, 'n': 6, 'trace_an': 11001777346872}
  • id: 20653006
    {'hecke_orbit_code': 69289902085, 'n': 7, 'trace_an': 0}
  • id: 20653007
    {'hecke_orbit_code': 69289902085, 'n': 8, 'trace_an': 0}
  • id: 20653008
    {'hecke_orbit_code': 69289902085, 'n': 9, 'trace_an': -27535156574590368}
  • id: 20653009
    {'hecke_orbit_code': 69289902085, 'n': 10, 'trace_an': -22271193818331880}
  • id: 20653010
    {'hecke_orbit_code': 69289902085, 'n': 11, 'trace_an': 219974590742466912}
  • id: 20653011
    {'hecke_orbit_code': 69289902085, 'n': 12, 'trace_an': 0}
  • id: 20653012
    {'hecke_orbit_code': 69289902085, 'n': 13, 'trace_an': 0}
  • id: 20653013
    {'hecke_orbit_code': 69289902085, 'n': 14, 'trace_an': -10416043581549356184}
  • id: 20653014
    {'hecke_orbit_code': 69289902085, 'n': 15, 'trace_an': 9232415497377901440}
  • id: 20653015
    {'hecke_orbit_code': 69289902085, 'n': 16, 'trace_an': 133171456389985196576}
  • id: 20653016
    {'hecke_orbit_code': 69289902085, 'n': 17, 'trace_an': 0}
  • id: 20653017
    {'hecke_orbit_code': 69289902085, 'n': 18, 'trace_an': 0}
  • id: 20653018
    {'hecke_orbit_code': 69289902085, 'n': 19, 'trace_an': -2949217257058889591200}
  • id: 20653019
    {'hecke_orbit_code': 69289902085, 'n': 20, 'trace_an': 5571772909456424216760}
  • id: 20653020
    {'hecke_orbit_code': 69289902085, 'n': 21, 'trace_an': 20126160533851210892592}
  • id: 20653021
    {'hecke_orbit_code': 69289902085, 'n': 22, 'trace_an': 0}
  • id: 20653022
    {'hecke_orbit_code': 69289902085, 'n': 23, 'trace_an': 0}
  • id: 20653023
    {'hecke_orbit_code': 69289902085, 'n': 24, 'trace_an': -236696360036140740492000}
  • id: 20653024
    {'hecke_orbit_code': 69289902085, 'n': 25, 'trace_an': 269473151678676722148400}
  • id: 20653025
    {'hecke_orbit_code': 69289902085, 'n': 26, 'trace_an': 23043234216449373353232}
  • id: 20653026
    {'hecke_orbit_code': 69289902085, 'n': 27, 'trace_an': 0}
  • id: 20653027
    {'hecke_orbit_code': 69289902085, 'n': 28, 'trace_an': 0}
  • id: 20653028
    {'hecke_orbit_code': 69289902085, 'n': 29, 'trace_an': 2210824656972934579370400}
  • id: 20653029
    {'hecke_orbit_code': 69289902085, 'n': 30, 'trace_an': -7438800885032297852420760}
  • id: 20653030
    {'hecke_orbit_code': 69289902085, 'n': 31, 'trace_an': 4805180075928582021889472}
  • id: 20653031
    {'hecke_orbit_code': 69289902085, 'n': 32, 'trace_an': 0}
  • id: 20653032
    {'hecke_orbit_code': 69289902085, 'n': 33, 'trace_an': 0}
  • id: 20653033
    {'hecke_orbit_code': 69289902085, 'n': 34, 'trace_an': -106706080442140703440064}
  • id: 20653034
    {'hecke_orbit_code': 69289902085, 'n': 35, 'trace_an': 34840114703893102459924320}
  • id: 20653035
    {'hecke_orbit_code': 69289902085, 'n': 36, 'trace_an': 150609707516636111776170456}
  • id: 20653036
    {'hecke_orbit_code': 69289902085, 'n': 37, 'trace_an': 0}
  • id: 20653037
    {'hecke_orbit_code': 69289902085, 'n': 38, 'trace_an': 0}
  • id: 20653038
    {'hecke_orbit_code': 69289902085, 'n': 39, 'trace_an': -950668737676648885834065216}
  • id: 20653039
    {'hecke_orbit_code': 69289902085, 'n': 40, 'trace_an': 967967034953888345833396000}
  • id: 20653040
    {'hecke_orbit_code': 69289902085, 'n': 41, 'trace_an': 960625982433026021733974352}
  • id: 20653041
    {'hecke_orbit_code': 69289902085, 'n': 42, 'trace_an': 0}
  • id: 20653042
    {'hecke_orbit_code': 69289902085, 'n': 43, 'trace_an': 0}
  • id: 20653043
    {'hecke_orbit_code': 69289902085, 'n': 44, 'trace_an': -4300041994750366563328828704}
  • id: 20653044
    {'hecke_orbit_code': 69289902085, 'n': 45, 'trace_an': 5959973976670208219568382440}
  • id: 20653045
    {'hecke_orbit_code': 69289902085, 'n': 46, 'trace_an': 4030532465737707969346868392}
  • id: 20653046
    {'hecke_orbit_code': 69289902085, 'n': 47, 'trace_an': 0}
  • id: 20653047
    {'hecke_orbit_code': 69289902085, 'n': 48, 'trace_an': 0}
  • id: 20653048
    {'hecke_orbit_code': 69289902085, 'n': 49, 'trace_an': -48902999941413820155855454112}
  • id: 20653049
    {'hecke_orbit_code': 69289902085, 'n': 50, 'trace_an': 64132734499011351066825776400}
  • id: 20653050
    {'hecke_orbit_code': 69289902085, 'n': 51, 'trace_an': 37677263492556888574173469632}
  • id: 20653051
    {'hecke_orbit_code': 69289902085, 'n': 52, 'trace_an': 0}
  • id: 20653052
    {'hecke_orbit_code': 69289902085, 'n': 53, 'trace_an': 0}
  • id: 20653053
    {'hecke_orbit_code': 69289902085, 'n': 54, 'trace_an': -416785644990759180210455480400}
  • id: 20653054
    {'hecke_orbit_code': 69289902085, 'n': 55, 'trace_an': 208827421951347317583761567040}
  • id: 20653055
    {'hecke_orbit_code': 69289902085, 'n': 56, 'trace_an': 209868986171565551575474447200}
  • id: 20653056
    {'hecke_orbit_code': 69289902085, 'n': 57, 'trace_an': 0}
  • id: 20653057
    {'hecke_orbit_code': 69289902085, 'n': 58, 'trace_an': 0}
  • id: 20653058
    {'hecke_orbit_code': 69289902085, 'n': 59, 'trace_an': -204679212804521237512362904800}
  • id: 20653059
    {'hecke_orbit_code': 69289902085, 'n': 60, 'trace_an': -320542648209593925139588560480}
  • id: 20653060
    {'hecke_orbit_code': 69289902085, 'n': 61, 'trace_an': -62902839261738400132019069488}
  • id: 20653061
    {'hecke_orbit_code': 69289902085, 'n': 62, 'trace_an': 0}
  • id: 20653062
    {'hecke_orbit_code': 69289902085, 'n': 63, 'trace_an': 0}
  • id: 20653063
    {'hecke_orbit_code': 69289902085, 'n': 64, 'trace_an': 3273202940251902417009873735808}
  • id: 20653064
    {'hecke_orbit_code': 69289902085, 'n': 65, 'trace_an': -1155813780125630532662955267360}
  • id: 20653065
    {'hecke_orbit_code': 69289902085, 'n': 66, 'trace_an': -2991219624550267460630717491296}
  • id: 20653066
    {'hecke_orbit_code': 69289902085, 'n': 67, 'trace_an': 0}
  • id: 20653067
    {'hecke_orbit_code': 69289902085, 'n': 68, 'trace_an': 0}
  • id: 20653068
    {'hecke_orbit_code': 69289902085, 'n': 69, 'trace_an': 6899695112224183044828868241904}
  • id: 20653069
    {'hecke_orbit_code': 69289902085, 'n': 70, 'trace_an': -5880904834264312779374002982280}
  • id: 20653070
    {'hecke_orbit_code': 69289902085, 'n': 71, 'trace_an': -87525095316001019795902439808}
  • id: 20653071
    {'hecke_orbit_code': 69289902085, 'n': 72, 'trace_an': 0}
  • id: 20653072
    {'hecke_orbit_code': 69289902085, 'n': 73, 'trace_an': 0}
  • id: 20653073
    {'hecke_orbit_code': 69289902085, 'n': 74, 'trace_an': 43140282179597200538055251968176}
  • id: 20653074
    {'hecke_orbit_code': 69289902085, 'n': 75, 'trace_an': -27726088944293536006405507003200}
  • id: 20653075
    {'hecke_orbit_code': 69289902085, 'n': 76, 'trace_an': -38605994956626944020944749752800}
  • id: 20653076
    {'hecke_orbit_code': 69289902085, 'n': 77, 'trace_an': 0}
  • id: 20653077
    {'hecke_orbit_code': 69289902085, 'n': 78, 'trace_an': 0}
  • id: 20653078
    {'hecke_orbit_code': 69289902085, 'n': 79, 'trace_an': -10590745643822309766800662264000}
  • id: 20653079
    {'hecke_orbit_code': 69289902085, 'n': 80, 'trace_an': 24913342429758171577982759437920}
  • id: 20653080
    {'hecke_orbit_code': 69289902085, 'n': 81, 'trace_an': 126385893984816788804508532470336}
  • id: 20653081
    {'hecke_orbit_code': 69289902085, 'n': 82, 'trace_an': 0}
  • id: 20653082
    {'hecke_orbit_code': 69289902085, 'n': 83, 'trace_an': 0}
  • id: 20653083
    {'hecke_orbit_code': 69289902085, 'n': 84, 'trace_an': -401968339664232685914350670917664}
  • id: 20653084
    {'hecke_orbit_code': 69289902085, 'n': 85, 'trace_an': 174616747052458036927895334806720}
  • id: 20653085
    {'hecke_orbit_code': 69289902085, 'n': 86, 'trace_an': -18805496634715830052189508032488}
  • id: 20653086
    {'hecke_orbit_code': 69289902085, 'n': 87, 'trace_an': 0}
  • id: 20653087
    {'hecke_orbit_code': 69289902085, 'n': 88, 'trace_an': 0}
  • id: 20653088
    {'hecke_orbit_code': 69289902085, 'n': 89, 'trace_an': -816457769414638729740610145056800}
  • id: 20653089
    {'hecke_orbit_code': 69289902085, 'n': 90, 'trace_an': 814730708455223899676092744179240}
  • id: 20653090
    {'hecke_orbit_code': 69289902085, 'n': 91, 'trace_an': 572310345418666359618454810906752}
  • id: 20653091
    {'hecke_orbit_code': 69289902085, 'n': 92, 'trace_an': 0}
  • id: 20653092
    {'hecke_orbit_code': 69289902085, 'n': 93, 'trace_an': 0}
  • id: 20653093
    {'hecke_orbit_code': 69289902085, 'n': 94, 'trace_an': 1084618018208246129370832376900296}
  • id: 20653094
    {'hecke_orbit_code': 69289902085, 'n': 95, 'trace_an': -960346549067575215463879922304000}
  • id: 20653095
    {'hecke_orbit_code': 69289902085, 'n': 96, 'trace_an': -1376269400022374885061468958478208}
  • id: 20653096
    {'hecke_orbit_code': 69289902085, 'n': 97, 'trace_an': 0}
  • id: 20653097
    {'hecke_orbit_code': 69289902085, 'n': 98, 'trace_an': 0}
  • id: 20653098
    {'hecke_orbit_code': 69289902085, 'n': 99, 'trace_an': 3432482025669259323040953857901024}
  • id: 20653099
    {'hecke_orbit_code': 69289902085, 'n': 100, 'trace_an': -1917995341975148917621260513007800}
  • id: 20653100
    {'hecke_orbit_code': 69289902085, 'n': 101, 'trace_an': 456258464430860913823386504726432}
  • id: 20653101
    {'hecke_orbit_code': 69289902085, 'n': 102, 'trace_an': 0}
  • id: 20653102
    {'hecke_orbit_code': 69289902085, 'n': 103, 'trace_an': 0}
  • id: 20653103
    {'hecke_orbit_code': 69289902085, 'n': 104, 'trace_an': 2946403093242495448308200940753600}
  • id: 20653104
    {'hecke_orbit_code': 69289902085, 'n': 105, 'trace_an': -6974651323537586470759195085913360}
  • id: 20653105
    {'hecke_orbit_code': 69289902085, 'n': 106, 'trace_an': -571924033378860928799515459520528}
  • id: 20653106
    {'hecke_orbit_code': 69289902085, 'n': 107, 'trace_an': 0}
  • id: 20653107
    {'hecke_orbit_code': 69289902085, 'n': 108, 'trace_an': 0}
  • id: 20653108
    {'hecke_orbit_code': 69289902085, 'n': 109, 'trace_an': 8387757646378753451628945740378000}
  • id: 20653109
    {'hecke_orbit_code': 69289902085, 'n': 110, 'trace_an': -2558741018976484789141905290504160}
  • id: 20653110
    {'hecke_orbit_code': 69289902085, 'n': 111, 'trace_an': -12013555676946147598607290658556288}
  • id: 20653111
    {'hecke_orbit_code': 69289902085, 'n': 112, 'trace_an': 0}
  • id: 20653112
    {'hecke_orbit_code': 69289902085, 'n': 113, 'trace_an': 0}
  • id: 20653113
    {'hecke_orbit_code': 69289902085, 'n': 114, 'trace_an': -4812358550531520277411899652375200}
  • id: 20653114
    {'hecke_orbit_code': 69289902085, 'n': 115, 'trace_an': 9467037552231358962952000660823840}
  • id: 20653115
    {'hecke_orbit_code': 69289902085, 'n': 116, 'trace_an': 27311922978323533190698108925156400}
  • id: 20653116
    {'hecke_orbit_code': 69289902085, 'n': 117, 'trace_an': 0}
  • id: 20653117
    {'hecke_orbit_code': 69289902085, 'n': 118, 'trace_an': 0}
  • id: 20653118
    {'hecke_orbit_code': 69289902085, 'n': 119, 'trace_an': -84041005991331423345920721165568704}
  • id: 20653119
    {'hecke_orbit_code': 69289902085, 'n': 120, 'trace_an': 46787861637464358815188296680412000}
  • id: 20653120
    {'hecke_orbit_code': 69289902085, 'n': 121, 'trace_an': 29984184183419764913550929144599888}
  • id: 20653121
    {'hecke_orbit_code': 69289902085, 'n': 122, 'trace_an': 0}
  • id: 20653122
    {'hecke_orbit_code': 69289902085, 'n': 123, 'trace_an': 0}
  • id: 20653123
    {'hecke_orbit_code': 69289902085, 'n': 124, 'trace_an': -222730127319799611925231887918868224}
  • id: 20653124
    {'hecke_orbit_code': 69289902085, 'n': 125, 'trace_an': 125236399899136157249843302111773000}
  • id: 20653125
    {'hecke_orbit_code': 69289902085, 'n': 126, 'trace_an': 231824212760905098443104673143737432}
  • id: 20653126
    {'hecke_orbit_code': 69289902085, 'n': 127, 'trace_an': 0}
  • id: 20653127
    {'hecke_orbit_code': 69289902085, 'n': 128, 'trace_an': 0}
  • id: 20653128
    {'hecke_orbit_code': 69289902085, 'n': 129, 'trace_an': 158577669266574381316694147365005744}
  • id: 20653129
    {'hecke_orbit_code': 69289902085, 'n': 130, 'trace_an': -245576678533005887109556030001140560}
  • id: 20653130
    {'hecke_orbit_code': 69289902085, 'n': 131, 'trace_an': -124618352695554301819059944626823328}
  • id: 20653131
    {'hecke_orbit_code': 69289902085, 'n': 132, 'trace_an': 0}
  • id: 20653132
    {'hecke_orbit_code': 69289902085, 'n': 133, 'trace_an': 0}
  • id: 20653133
    {'hecke_orbit_code': 69289902085, 'n': 134, 'trace_an': 472620061172852770505175278644996536}
  • id: 20653134
    {'hecke_orbit_code': 69289902085, 'n': 135, 'trace_an': -731821359628162983073966672309128000}
  • id: 20653135
    {'hecke_orbit_code': 69289902085, 'n': 136, 'trace_an': 233944648403100991418149291812512000}
  • id: 20653136
    {'hecke_orbit_code': 69289902085, 'n': 137, 'trace_an': 0}
  • id: 20653137
    {'hecke_orbit_code': 69289902085, 'n': 138, 'trace_an': 0}
  • id: 20653138
    {'hecke_orbit_code': 69289902085, 'n': 139, 'trace_an': 662109024094275050630224535809148000}
  • id: 20653139
    {'hecke_orbit_code': 69289902085, 'n': 140, 'trace_an': -863512211241167498985787352403121440}
  • id: 20653140
    {'hecke_orbit_code': 69289902085, 'n': 141, 'trace_an': 87586451062004651294101499182480752}
  • id: 20653141
    {'hecke_orbit_code': 69289902085, 'n': 142, 'trace_an': 0}
  • id: 20653142
    {'hecke_orbit_code': 69289902085, 'n': 143, 'trace_an': 0}
  • id: 20653143
    {'hecke_orbit_code': 69289902085, 'n': 144, 'trace_an': -925101299167349355043041000251382048}
  • id: 20653144
    {'hecke_orbit_code': 69289902085, 'n': 145, 'trace_an': -457351668196803348752281875444090000}
  • id: 20653145
    {'hecke_orbit_code': 69289902085, 'n': 146, 'trace_an': 1560516313432371301481191373257677792}
  • id: 20653146
    {'hecke_orbit_code': 69289902085, 'n': 147, 'trace_an': 0}
  • id: 20653147
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  • id: 20653148
    {'hecke_orbit_code': 69289902085, 'n': 149, 'trace_an': -2023234068104629512999976007253394800}
  • id: 20653149
    {'hecke_orbit_code': 69289902085, 'n': 150, 'trace_an': -521999660479439313534744178789372200}
  • id: 20653150
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  • id: 20653151
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  • id: 20653152
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  • id: 20653153
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  • id: 20653154
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  • id: 20653155
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  • id: 20653156
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  • id: 20653157
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  • id: 20653158
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  • id: 20653159
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  • id: 20653160
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  • id: 20653161
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  • id: 20653162
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  • id: 20653163
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  • id: 20653164
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  • id: 20653165
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  • id: 20653166
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  • id: 20653167
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  • id: 20653168
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  • id: 20653169
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  • id: 20653170
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  • id: 20653171
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  • id: 20653172
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  • id: 20653173
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  • id: 20653174
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  • id: 20653175
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  • id: 20653176
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  • id: 20653976
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  • id: 20653977
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  • id: 20653978
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  • id: 20653979
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  • id: 20653980
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  • id: 20653981
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  • id: 20653982
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  • id: 20653983
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  • id: 20653984
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  • id: 20653985
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  • id: 20653986
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  • id: 20653987
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  • id: 20653988
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  • id: 20653989
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  • id: 20653990
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  • id: 20653991
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  • id: 20653992
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  • id: 20653993
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  • id: 20653994
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  • id: 20653995
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  • id: 20653996
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  • id: 20653997
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  • id: 20653998
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  • id: 20653999
    {'hecke_orbit_code': 69289902085, 'n': 1000, 'trace_an': 120970312393906124815883820431441411833058845900000}