Embedded newform data - 361.10.a.e.1.14

Formats: - HTML - YAML - JSON - 2025-09-23T23:34:05.475653

• 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': 36100, 'analytic_conductor': 185.9279368551582, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[19, 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': [361, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 14, 'field_disc': 724491305781433565527460562950289465059636633391102095662995669093596351700979122382545194481192718080, 'field_disc_factorization': [[2, 8], [3, 8], [5, 1], [31, 1], [89, 1], [787, 1], [39730747669848735425855165677426017467252575102788020008967715000799856951604436557402247, 1]], 'field_poly': [-1795361907615663744, 11736003542411028, 73615201302121104, 901465319435261, -853231603258457, -7191639085837, 4091858205557, 14987065714, -9054174058, -13799702, 9806858, 6049, -5069, -1, 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, [-1735226147299000320, 129437408914440192, 65924142680383488, -4161667424661504, -757050080530944, 30925229476608, 3736643013408, -85752851616, -8492171080, 110423124, 9407052, -66435, -4965, 15, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398677254505, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 6303744, 'hecke_ring_index_factorization': [[2, 12], [3, 4], [19, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '361.10.a.e', 'level': 361, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [19], 'level_radical': 19, 'minimal_twist': '19.10.c.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1-\\beta _{1})q^{2}+(5-\\beta _{3})q^{3}+(213+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 14, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '361.10.a', 'trace_display': [-15, 74, 285, -1338], 'trace_hash': 1922922885730775596, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.860', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '429.475', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '24879.246', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [14, -15, 74, 2987, 285, 535, -1338, -12135, 57928, -41180, -57405, 117729, -98671, 148290, -428251, 279203, -466251, 367482, 0, -1671810, -689090, 1689395, 3087747, 234183, 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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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[2.856658316442257, 0.0], [1.6280290276633416, 0.0], [-0.5073511485673314, 0.0]], 'angles': [-0.07799046549564971, -0.312277940728008, -0.23963550354817453, -0.16566775210486331, -0.2800615869591308, -0.30058831366756317, -0.1703057292061326, None, -0.36182523373253006, -0.3195225745854073, -0.35584645917256225, -0.11442461603583562, -0.21282731152113707, -0.37519436390716304, -0.15797273910997228, -0.32187910566743727, -0.2697208404708265, -0.14412248311515735, -0.2692541395261163, -0.4445805974416203, -0.13745023226226621, -0.24508276370813437, -0.3301574721101898, -0.37903404462401635, -0.33571072373414784, -0.22954999458481748, -0.2648054437294643, -0.30558541970317665, -0.1822338323999752, -0.2626448951798899, -0.10077613033766225, -0.17572913326653553, -0.14538627975293297, -0.4426761954883377, -0.357206353561147, -0.22605102166318058, -0.20889700971956238, -0.2367236005671448, -0.43945686183592036, -0.28424804378280166, -0.22292509154571408, -0.23278514309758977, 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18014398677254505, 'label': '361.10.a.e.1.14', 'level': 361, 'weight': 10}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	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': [121, 126], 'ALdims_eis_new': [8, 9], 'ALdims_eis_old': [2, 1], 'ALdims_old': [14, 14], 'Nk2': 36100, 'analytic_conductor': 185.9279368551582, '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': [361, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 275, 'dim': 247, 'eis_dim': 20, 'eis_new_dim': 17, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772521, 'hecke_orbit_dims': [1, 6, 8, 12, 14, 14, 28, 28, 42, 42, 52], 'label': '361.10.a', 'level': 361, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [19], 'level_radical': 19, 'mf_dim': 295, 'mf_new_dim': 264, 'num_forms': 11, 'plus_dim': 121, 'prim_orbit_index': 1, 'relative_dim': 247, 'sturm_bound': 316, 'trace_bound': 2, 'trace_display': [18, 148, -566, 4954], 'traces': [247, 18, 148, 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• mf_twists_cc •

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

  
  
  • id: 44143436
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 14, 'source_embedding_index': 14, 'source_hecke_orbit_code': 18014398677254505, 'source_is_minimal': False, 'source_label': '361.10.a.e.1.14', 'source_level': 361, 'target_conrey_index': 1, 'target_dim': 14, 'target_embedding_index': 14, 'target_hecke_orbit_code': 18014398677254505, 'target_is_minimal': False, 'target_label': '361.10.a.e.1.14', 'target_level': 361, 'twist_class_label': '19.10.c.a.7.1', 'twist_class_level': 19, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 44143437
    {'conductor': 19, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 14, 'source_embedding_index': 14, 'source_hecke_orbit_code': 18014398677254505, 'source_is_minimal': False, 'source_label': '361.10.a.e.1.14', 'source_level': 361, 'target_conrey_index': 11, 'target_dim': 28, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137606725651, 'target_is_minimal': True, 'target_label': '19.10.c.a.11.1', 'target_level': 19, 'twist_class_label': '19.10.c.a.7.1', 'twist_class_level': 19, 'twisting_char_label': '19.7', 'twisting_conrey_index': 7, 'weight': 10}
  • id: 44143438
    {'conductor': 19, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 14, 'source_embedding_index': 14, 'source_hecke_orbit_code': 18014398677254505, 'source_is_minimal': False, 'source_label': '361.10.a.e.1.14', 'source_level': 361, 'target_conrey_index': 7, 'target_dim': 28, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137606725651, 'target_is_minimal': True, 'target_label': '19.10.c.a.7.1', 'target_level': 19, 'twist_class_label': '19.10.c.a.7.1', 'twist_class_level': 19, 'twisting_char_label': '19.11', 'twisting_conrey_index': 11, 'weight': 10}
  • id: 44143439
    {'conductor': 19, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 14, 'source_embedding_index': 14, 'source_hecke_orbit_code': 18014398677254505, 'source_is_minimal': False, 'source_label': '361.10.a.e.1.14', 'source_level': 361, 'target_conrey_index': 1, 'target_dim': 14, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998304625001, 'target_is_minimal': False, 'target_label': '361.10.a.f.1.1', 'target_level': 361, 'twist_class_label': '19.10.c.a.7.1', 'twist_class_level': 19, 'twisting_char_label': '19.18', 'twisting_conrey_index': 18, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 775000
    {'charpoly_factorization': [[[-1735226147299000320, 129437408914440192, 65924142680383488, -4161667424661504, -757050080530944, 30925229476608, 3736643013408, -85752851616, -8492171080, 110423124, 9407052, -66435, -4965, 15, 1], 1]], 'hecke_orbit_code': 18014398677254505, 'p': 2}
  • id: 775001
    {'charpoly_factorization': [[[111662940484695264595216218135, -8459489015813942718830997750, 76801587676660400237490879, 2804739149763711210758832, -35195104284059352338901, -343925920802149565022, 4904213996515694211, 20270629669060512, -315738792238491, -636350141538, 10311147197, 10597808, -164007, -74, 1], 1]], 'hecke_orbit_code': 18014398677254505, 'p': 3}
  • id: 775002
    {'charpoly_factorization': [[[873108433070191122896335286173525632000000, -10300005358326789660135396747560844000000, 23890566084321190080444459253537500000, 69884241973182172809162196740261000, -179623088722936412895278448795600, -130256479884547052981423935380, 320506608761119423537824396, 98552840382226979510850, -240673055462922937164, -34721742635238345, 87765472940041, 5484512160, -15261674, -285, 1], 1]], 'hecke_orbit_code': 18014398677254505, 'p': 5}
  • id: 775003
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  • id: 775004
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  • id: 775005
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  • id: 775006
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  • id: 775007
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  • id: 775008
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  • id: 775009
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  • id: 775010
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  • id: 775011
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  • id: 775012
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  • id: 775013
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  • id: 775014
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  • id: 775015
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  • id: 775016
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  • id: 775017
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  • id: 775018
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  • id: 775019
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  • id: 775020
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  • id: 775021
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  • id: 775022
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  • id: 775023
    {'charpoly_factorization': [[[3832609014930729788977754535766665224362807036499223994448038753373988259250700416256823529541373355803569404254804078755840, 12729026890630171867614030848684200611752579582727611092446096803465215497231867377503309413692899562137242814119936, -52781058720069705441290597605119224836176292487853035322406300986472635163493707142794244199671331883548672, -210356709123280585557948922955229190163278378644103276493943599828353160981621811761477846805811200, 211999994694534428774504163624806029219820962603459679066001752045218853464004910091452672, 1282077404941593400316987527562276439166304481128677378669620326976062438617525824, -67810467724975808325635655755920040827317274672940972661450162423844152, -3732652324710712682756265498618445253062396812428498337486456684, -1364207045078746904608818010668210123853702149017589294, 5618487077679224647924946921519311366567142859, 3290817049345053975817140482336720545, -4225970052267813446919684654, -3020940841383792428, 1256827551, 1], 1]], 'hecke_orbit_code': 18014398677254505, 'p': 89}
  • id: 775024
    {'charpoly_factorization': [[[3733292693222230392998743391534545368225651877859699796579874061761060473337654837517424525013356491901770987028490302609751, 6205148462273620067965934000007848390995307002116950154527611840548703353189941005164848875120990678397676571387596, -98154036393333550487095441501715347020368793941295682727586372353490339041395847073978092394839088950956225, -245176991342369971858782954731780805203778712608614076067477599515534735873142334043049143698143280, 569616561099808743613517474972953977900998870517534407176007283775369604090464898437384683, 1828222975224287745556064500710807764858313478289262216963010447200373085133752764, -1208850324218066665117465714293131277412972103710618984233335623884641517, -5821864426963169460176144914982687597009696764631937524461253376, 428603661797995063358847273147137780534913307268669109, 9220285381185061019651778566267569783838481028, 1958816821323980098610611477022725485, -7112892140196982366102786768, -2668400566443651511, 2109813492, 1], 1]], 'hecke_orbit_code': 18014398677254505, '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': 5, 'label': '361.10.a.e', 'level': 361, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40304479
    {'hecke_orbit_code': 18014398677254505, 'n': 1, 'trace_an': 14}
  • id: 40304480
    {'hecke_orbit_code': 18014398677254505, 'n': 2, 'trace_an': -15}
  • id: 40304481
    {'hecke_orbit_code': 18014398677254505, 'n': 3, 'trace_an': 74}
  • id: 40304482
    {'hecke_orbit_code': 18014398677254505, 'n': 4, 'trace_an': 2987}
  • id: 40304483
    {'hecke_orbit_code': 18014398677254505, 'n': 5, 'trace_an': 285}
  • id: 40304484
    {'hecke_orbit_code': 18014398677254505, 'n': 6, 'trace_an': 535}
  • id: 40304485
    {'hecke_orbit_code': 18014398677254505, 'n': 7, 'trace_an': -1338}
  • id: 40304486
    {'hecke_orbit_code': 18014398677254505, 'n': 8, 'trace_an': -12135}
  • id: 40304487
    {'hecke_orbit_code': 18014398677254505, 'n': 9, 'trace_an': 57928}
  • id: 40304488
    {'hecke_orbit_code': 18014398677254505, 'n': 10, 'trace_an': -41180}
  • id: 40304489
    {'hecke_orbit_code': 18014398677254505, 'n': 11, 'trace_an': -57405}
  • id: 40304490
    {'hecke_orbit_code': 18014398677254505, 'n': 12, 'trace_an': 117729}
  • id: 40304491
    {'hecke_orbit_code': 18014398677254505, 'n': 13, 'trace_an': -98671}
  • id: 40304492
    {'hecke_orbit_code': 18014398677254505, 'n': 14, 'trace_an': 148290}
  • id: 40304493
    {'hecke_orbit_code': 18014398677254505, 'n': 15, 'trace_an': -428251}
  • id: 40304494
    {'hecke_orbit_code': 18014398677254505, 'n': 16, 'trace_an': 279203}
  • id: 40304495
    {'hecke_orbit_code': 18014398677254505, 'n': 17, 'trace_an': -466251}
  • id: 40304496
    {'hecke_orbit_code': 18014398677254505, 'n': 18, 'trace_an': 367482}
  • id: 40304497
    {'hecke_orbit_code': 18014398677254505, 'n': 19, 'trace_an': 0}
  • id: 40304498
    {'hecke_orbit_code': 18014398677254505, 'n': 20, 'trace_an': -1671810}
  • id: 40304499
    {'hecke_orbit_code': 18014398677254505, 'n': 21, 'trace_an': -689090}
  • id: 40304500
    {'hecke_orbit_code': 18014398677254505, 'n': 22, 'trace_an': 1689395}
  • id: 40304501
    {'hecke_orbit_code': 18014398677254505, 'n': 23, 'trace_an': 3087747}
  • id: 40304502
    {'hecke_orbit_code': 18014398677254505, 'n': 24, 'trace_an': 234183}
  • id: 40304503
    {'hecke_orbit_code': 18014398677254505, 'n': 25, 'trace_an': 3260823}
  • id: 40304504
    {'hecke_orbit_code': 18014398677254505, 'n': 26, 'trace_an': 4516572}
  • id: 40304505
    {'hecke_orbit_code': 18014398677254505, 'n': 27, 'trace_an': 2108270}
  • id: 40304506
    {'hecke_orbit_code': 18014398677254505, 'n': 28, 'trace_an': 703814}
  • id: 40304507
    {'hecke_orbit_code': 18014398677254505, 'n': 29, 'trace_an': -7831383}
  • id: 40304508
    {'hecke_orbit_code': 18014398677254505, 'n': 30, 'trace_an': -5929612}
  • id: 40304509
    {'hecke_orbit_code': 18014398677254505, 'n': 31, 'trace_an': -4632816}
  • id: 40304510
    {'hecke_orbit_code': 18014398677254505, 'n': 32, 'trace_an': -11470815}
  • id: 40304511
    {'hecke_orbit_code': 18014398677254505, 'n': 33, 'trace_an': -22791973}
  • id: 40304512
    {'hecke_orbit_code': 18014398677254505, 'n': 34, 'trace_an': -13457096}
  • id: 40304513
    {'hecke_orbit_code': 18014398677254505, 'n': 35, 'trace_an': 13222428}
  • id: 40304514
    {'hecke_orbit_code': 18014398677254505, 'n': 36, 'trace_an': -7355018}
  • id: 40304515
    {'hecke_orbit_code': 18014398677254505, 'n': 37, 'trace_an': 13602510}
  • id: 40304516
    {'hecke_orbit_code': 18014398677254505, 'n': 38, 'trace_an': 0}
  • id: 40304517
    {'hecke_orbit_code': 18014398677254505, 'n': 39, 'trace_an': -10387851}
  • id: 40304518
    {'hecke_orbit_code': 18014398677254505, 'n': 40, 'trace_an': 16500258}
  • id: 40304519
    {'hecke_orbit_code': 18014398677254505, 'n': 41, 'trace_an': -20419440}
  • id: 40304520
    {'hecke_orbit_code': 18014398677254505, 'n': 42, 'trace_an': 10220798}
  • id: 40304521
    {'hecke_orbit_code': 18014398677254505, 'n': 43, 'trace_an': -27415427}
  • id: 40304522
    {'hecke_orbit_code': 18014398677254505, 'n': 44, 'trace_an': -41775405}
  • id: 40304523
    {'hecke_orbit_code': 18014398677254505, 'n': 45, 'trace_an': -42991294}
  • id: 40304524
    {'hecke_orbit_code': 18014398677254505, 'n': 46, 'trace_an': -68617354}
  • id: 40304525
    {'hecke_orbit_code': 18014398677254505, 'n': 47, 'trace_an': 90906681}
  • id: 40304526
    {'hecke_orbit_code': 18014398677254505, 'n': 48, 'trace_an': -33057375}
  • id: 40304527
    {'hecke_orbit_code': 18014398677254505, 'n': 49, 'trace_an': 114912446}
  • id: 40304528
    {'hecke_orbit_code': 18014398677254505, 'n': 50, 'trace_an': 22203357}
  • id: 40304529
    {'hecke_orbit_code': 18014398677254505, 'n': 51, 'trace_an': -134429123}
  • id: 40304530
    {'hecke_orbit_code': 18014398677254505, 'n': 52, 'trace_an': -66195006}
  • id: 40304531
    {'hecke_orbit_code': 18014398677254505, 'n': 53, 'trace_an': -47827863}
  • id: 40304532
    {'hecke_orbit_code': 18014398677254505, 'n': 54, 'trace_an': 130507669}
  • id: 40304533
    {'hecke_orbit_code': 18014398677254505, 'n': 55, 'trace_an': 157712310}
  • id: 40304534
    {'hecke_orbit_code': 18014398677254505, 'n': 56, 'trace_an': 191229558}
  • id: 40304535
    {'hecke_orbit_code': 18014398677254505, 'n': 57, 'trace_an': 0}
  • id: 40304536
    {'hecke_orbit_code': 18014398677254505, 'n': 58, 'trace_an': -172013024}
  • id: 40304537
    {'hecke_orbit_code': 18014398677254505, 'n': 59, 'trace_an': -255540}
  • id: 40304538
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    {'hecke_orbit_code': 18014398677254505, 'n': 887, 'trace_an': -69748476226821}
  • id: 40304722
    {'hecke_orbit_code': 18014398677254505, 'n': 907, 'trace_an': -135039901706042}
  • id: 40304723
    {'hecke_orbit_code': 18014398677254505, 'n': 911, 'trace_an': -87070388495088}
  • id: 40304724
    {'hecke_orbit_code': 18014398677254505, 'n': 919, 'trace_an': -22756545346298}
  • id: 40304725
    {'hecke_orbit_code': 18014398677254505, 'n': 929, 'trace_an': -4699194285792}
  • id: 40304726
    {'hecke_orbit_code': 18014398677254505, 'n': 937, 'trace_an': 19891228616334}
  • id: 40304727
    {'hecke_orbit_code': 18014398677254505, 'n': 941, 'trace_an': -68957767376415}
  • id: 40304728
    {'hecke_orbit_code': 18014398677254505, 'n': 947, 'trace_an': -37713960105399}
  • id: 40304729
    {'hecke_orbit_code': 18014398677254505, 'n': 953, 'trace_an': 145117859185980}
  • id: 40304730
    {'hecke_orbit_code': 18014398677254505, 'n': 961, 'trace_an': 105221083654474}
  • id: 40304731
    {'hecke_orbit_code': 18014398677254505, 'n': 967, 'trace_an': -46486074859433}
  • id: 40304732
    {'hecke_orbit_code': 18014398677254505, 'n': 971, 'trace_an': 9707849142690}
  • id: 40304733
    {'hecke_orbit_code': 18014398677254505, 'n': 977, 'trace_an': -66682990976517}
  • id: 40304734
    {'hecke_orbit_code': 18014398677254505, 'n': 983, 'trace_an': -110895777714159}
  • id: 40304735
    {'hecke_orbit_code': 18014398677254505, 'n': 991, 'trace_an': 103983997176441}
  • id: 40304736
    {'hecke_orbit_code': 18014398677254505, 'n': 997, 'trace_an': 60416585626337}