Embedded newform data - 13.8.a.c.1.2

Formats: - HTML - YAML - JSON - 2026-03-12T14:29:44.566956

• 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': 832, 'analytic_conductor': 4.0610053312935825, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[13, 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': [13, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 65292860812, 'field_disc_factorization': [[2, 2], [2861, 1], [5705423, 1]], 'field_poly': [20912, -640, -354, -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, [12880, 3264, -270, -15, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199388958733, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '13.8.a.c', 'level': 13, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [13], 'level_radical': 13, 'minimal_twist': '13.8.a.c', 'prim_orbit_index': 1, 'qexp_display': 'q+(4-\\beta _{1})q^{2}+(21-2\\beta _{1}+\\beta _{2})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '13.8.a', 'trace_display': [15, 80, 258, 1692], 'trace_hash': 1282749383990763704, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.077', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.729', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '38.579', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '605.169', 'prec': 24}], 'trace_zratio': 0, 'traces': [4, 15, 80, 253, 258, 1579, 1692, 1893, 3494, -4495, 1836, -3655, -8788, -18285, -29736, -36159, 11814, -2738, 27660, -30369, 69930, 59930, 172920, 26553, 219414, -32955, 174800, -170903, 133344, -624695, -231748, -459291, -33868, -480249, 322296, -157930, 248026, -85326, -175760, 379895, 588108, 132275, 309304, 1270806, -1773144, 574948, 557916, 837429, -767378, 5737920, -1816496, -555841, 2022348, -479, -3770208, 1391625, -5609844, -3027194, 1162668, -8100077, -1340572, 2715564, 4213476, -6734935, -566826, 8124226, -598484, 4515993, -108848, -4329415, 697860, 1607430, -13725816, 14884053, 16604592, 12055070, -5326932, -3469063, 20079576, 3710667, -8368396, 857160, -2024724, -13603483, -16146514, -22922499, 22170952, -2100618, 17646240, -42372890, -3717324, 14504892, -17910680, -3729785, 12508152, -37637751, -6329096, 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• mf_hecke_cc •

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

  
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• mf_newspaces •

  Column	Type
  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': [4, 3], 'ALdims_eis_new': [0, 0], 'ALdims_eis_old': [1, 1], 'ALdims_old': [0, 0], 'Nk2': 832, 'analytic_conductor': 4.0610053312935825, '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': [13, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 7, 'dim': 7, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134217741, 'hecke_orbit_dims': [1, 2, 4], 'label': '13.8.a', 'level': 13, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [13], 'level_radical': 13, 'mf_dim': 9, 'mf_new_dim': 7, 'num_forms': 3, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 7, 'sturm_bound': 9, 'trace_bound': 1, 'trace_display': [6, 52, -390, 1056], 'traces': [7, 6, 52, 318, -390, -84, 1056, -1320, 4791, -2238, -7620, 10086, -2197, 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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: 40513967
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199388958733, 'source_is_minimal': True, 'source_label': '13.8.a.c.1.2', 'source_level': 13, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199388958733, 'target_is_minimal': True, 'target_label': '13.8.a.c.1.2', 'target_level': 13, 'twist_class_label': '13.8.a.c.1.2', 'twist_class_level': 13, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 40513968
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199388958733, 'source_is_minimal': True, 'source_label': '13.8.a.c.1.2', 'source_level': 13, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 18014398643699829, 'target_is_minimal': False, 'target_label': '117.8.a.e.1.3', 'target_level': 117, 'twist_class_label': '13.8.a.c.1.2', 'twist_class_level': 13, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 40513969
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199388958733, 'source_is_minimal': True, 'source_label': '13.8.a.c.1.2', 'source_level': 13, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 45035996407922896, 'target_is_minimal': False, 'target_label': '208.8.a.k.1.2', 'target_level': 208, 'twist_class_label': '13.8.a.c.1.2', 'twist_class_level': 13, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 40513970
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199388958733, 'source_is_minimal': True, 'source_label': '13.8.a.c.1.2', 'source_level': 13, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007199388959045, 'target_is_minimal': False, 'target_label': '325.8.a.c.1.3', 'target_level': 325, 'twist_class_label': '13.8.a.c.1.2', 'twist_class_level': 13, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 8}
  • id: 40513971
    {'conductor': 13, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199388958733, 'source_is_minimal': True, 'source_label': '13.8.a.c.1.2', 'source_level': 13, 'target_conrey_index': 168, 'target_dim': 8, 'target_embedding_index': 5, 'target_hecke_orbit_code': 9007268108435625, 'target_is_minimal': False, 'target_label': '169.8.b.c.168.5', 'target_level': 169, 'twist_class_label': '13.8.a.c.1.2', 'twist_class_level': 13, 'twisting_char_label': '13.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 40513972
    {'conductor': 13, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199388958733, 'source_is_minimal': True, 'source_label': '13.8.a.c.1.2', 'source_level': 13, 'target_conrey_index': 168, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 9007268108435625, 'target_is_minimal': False, 'target_label': '169.8.b.c.168.4', 'target_level': 169, 'twist_class_label': '13.8.a.c.1.2', 'twist_class_level': 13, 'twisting_char_label': '13.8', 'twisting_conrey_index': 8, 'weight': 8}
  • id: 40513973
    {'conductor': 13, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007199388958733, 'source_is_minimal': True, 'source_label': '13.8.a.c.1.2', 'source_level': 13, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007199388958889, 'target_is_minimal': False, 'target_label': '169.8.a.c.1.3', 'target_level': 169, 'twist_class_label': '13.8.a.c.1.2', 'twist_class_level': 13, 'twisting_char_label': '13.12', 'twisting_conrey_index': 12, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 54900
    {'charpoly_factorization': [[[12880, 3264, -270, -15, 1], 1]], 'hecke_orbit_code': 9007199388958733, 'p': 2}
  • id: 54901
    {'charpoly_factorization': [[[1640448, 229440, -2921, -80, 1], 1]], 'hecke_orbit_code': 9007199388958733, 'p': 3}
  • id: 54902
    {'charpoly_factorization': [[[-6964113500, 87143700, -232675, -258, 1], 1]], 'hecke_orbit_code': 9007199388958733, 'p': 5}
  • id: 54903
    {'charpoly_factorization': [[[1625961532, 257728644, 168035, -1692, 1], 1]], 'hecke_orbit_code': 9007199388958733, 'p': 7}
  • id: 54904
    {'charpoly_factorization': [[[19773464676784, 29807712432, -22277744, -1836, 1], 1]], 'hecke_orbit_code': 9007199388958733, 'p': 11}
  • id: 54905
    {'charpoly_factorization': [[[2197, 1], 4]], 'hecke_orbit_code': 9007199388958733, 'p': 13}
  • id: 54906
    {'charpoly_factorization': [[[174768583683247684, 2196543589932, -955565883, -11814, 1], 1]], 'hecke_orbit_code': 9007199388958733, 'p': 17}
  • id: 54907
    {'charpoly_factorization': [[[436885571235243760, 41686844893872, -1856808064, -27660, 1], 1]], 'hecke_orbit_code': 9007199388958733, 'p': 19}
  • id: 54908
    {'charpoly_factorization': [[[2050857366883726336, -249472900932864, 10345450384, -172920, 1], 1]], 'hecke_orbit_code': 9007199388958733, 'p': 23}
  • id: 54909
    {'charpoly_factorization': [[[-32314495718898017840, 3712250796795072, -42339084056, -133344, 1], 1]], 'hecke_orbit_code': 9007199388958733, 'p': 29}
  • id: 54910
    {'charpoly_factorization': [[[-838885006381296780608, -14375320738992256, -46857675820, 231748, 1], 1]], 'hecke_orbit_code': 9007199388958733, 'p': 31}
  • id: 54911
    {'charpoly_factorization': [[[591854679631517957476, -9722817587431964, -189938966107, -248026, 1], 1]], 'hecke_orbit_code': 9007199388958733, 'p': 37}
  • id: 54912
    {'charpoly_factorization': [[[192075440852513383936, -8224636842319584, 114274129860, -588108, 1], 1]], 'hecke_orbit_code': 9007199388958733, 'p': 41}
  • id: 54913
    {'charpoly_factorization': [[[11042021147139132512752, 156099159305350552, -756373057465, -309304, 1], 1]], 'hecke_orbit_code': 9007199388958733, 'p': 43}
  • id: 54914
    {'charpoly_factorization': [[[-13266608970368463213860, 300277692344475588, -630779629093, -557916, 1], 1]], 'hecke_orbit_code': 9007199388958733, 'p': 47}
  • id: 54915
    {'charpoly_factorization': [[[-28032456599489173331264, -209932118264652288, 1284175766452, -2022348, 1], 1]], 'hecke_orbit_code': 9007199388958733, 'p': 53}
  • id: 54916
    {'charpoly_factorization': [[[-440566558481139303699920, 3890016251618636592, -3000233695440, -1162668, 1], 1]], 'hecke_orbit_code': 9007199388958733, 'p': 59}
  • id: 54917
    {'charpoly_factorization': [[[11698489512880377284128768, -4107973812239656672, -6782366613244, 1340572, 1], 1]], 'hecke_orbit_code': 9007199388958733, 'p': 61}
  • id: 54918
    {'charpoly_factorization': [[[-57652152918405249496208, 1655538850137785008, -3173466373600, 598484, 1], 1]], 'hecke_orbit_code': 9007199388958733, 'p': 67}
  • id: 54919
    {'charpoly_factorization': [[[25198394623098276504585148, -11346486157347185268, -19945595301317, -697860, 1], 1]], 'hecke_orbit_code': 9007199388958733, 'p': 71}
  • id: 54920
    {'charpoly_factorization': [[[69005615349760865423798224, 112101299294615962656, 62394173705480, 13725816, 1], 1]], 'hecke_orbit_code': 9007199388958733, 'p': 73}
  • id: 54921
    {'charpoly_factorization': [[[229378857747410521003744000, -369039251681588824704, 139609676016704, -20079576, 1], 1]], 'hecke_orbit_code': 9007199388958733, 'p': 79}
  • id: 54922
    {'charpoly_factorization': [[[709040025062126489586866176, -65141013406058526144, -54205847777724, 2024724, 1], 1]], 'hecke_orbit_code': 9007199388958733, 'p': 83}
  • id: 54923
    {'charpoly_factorization': [[[-762427412064772823043503600, 122937551307954545280, 70656400552568, -17646240, 1], 1]], 'hecke_orbit_code': 9007199388958733, 'p': 89}
  • id: 54924
    {'charpoly_factorization': [[[-4430455663617486384281251760, -1842548960279415002144, -183951644606488, 6329096, 1], 1]], 'hecke_orbit_code': 9007199388958733, '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': 3, 'label': '13.8.a.c', 'level': 13, 'portrait': 'data:image/png;base64,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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29058259
    {'hecke_orbit_code': 9007199388958733, 'n': 1, 'trace_an': 4}
  • id: 29058260
    {'hecke_orbit_code': 9007199388958733, 'n': 2, 'trace_an': 15}
  • id: 29058261
    {'hecke_orbit_code': 9007199388958733, 'n': 3, 'trace_an': 80}
  • id: 29058262
    {'hecke_orbit_code': 9007199388958733, 'n': 4, 'trace_an': 253}
  • id: 29058263
    {'hecke_orbit_code': 9007199388958733, 'n': 5, 'trace_an': 258}
  • id: 29058264
    {'hecke_orbit_code': 9007199388958733, 'n': 6, 'trace_an': 1579}
  • id: 29058265
    {'hecke_orbit_code': 9007199388958733, 'n': 7, 'trace_an': 1692}
  • id: 29058266
    {'hecke_orbit_code': 9007199388958733, 'n': 8, 'trace_an': 1893}
  • id: 29058267
    {'hecke_orbit_code': 9007199388958733, 'n': 9, 'trace_an': 3494}
  • id: 29058268
    {'hecke_orbit_code': 9007199388958733, 'n': 10, 'trace_an': -4495}
  • id: 29058269
    {'hecke_orbit_code': 9007199388958733, 'n': 11, 'trace_an': 1836}
  • id: 29058270
    {'hecke_orbit_code': 9007199388958733, 'n': 12, 'trace_an': -3655}
  • id: 29058271
    {'hecke_orbit_code': 9007199388958733, 'n': 13, 'trace_an': -8788}
  • id: 29058272
    {'hecke_orbit_code': 9007199388958733, 'n': 14, 'trace_an': -18285}
  • id: 29058273
    {'hecke_orbit_code': 9007199388958733, 'n': 15, 'trace_an': -29736}
  • id: 29058274
    {'hecke_orbit_code': 9007199388958733, 'n': 16, 'trace_an': -36159}
  • id: 29058275
    {'hecke_orbit_code': 9007199388958733, 'n': 17, 'trace_an': 11814}
  • id: 29058276
    {'hecke_orbit_code': 9007199388958733, 'n': 18, 'trace_an': -2738}
  • id: 29058277
    {'hecke_orbit_code': 9007199388958733, 'n': 19, 'trace_an': 27660}
  • id: 29058278
    {'hecke_orbit_code': 9007199388958733, 'n': 20, 'trace_an': -30369}
  • id: 29058279
    {'hecke_orbit_code': 9007199388958733, 'n': 21, 'trace_an': 69930}
  • id: 29058280
    {'hecke_orbit_code': 9007199388958733, 'n': 22, 'trace_an': 59930}
  • id: 29058281
    {'hecke_orbit_code': 9007199388958733, 'n': 23, 'trace_an': 172920}
  • id: 29058282
    {'hecke_orbit_code': 9007199388958733, 'n': 24, 'trace_an': 26553}
  • id: 29058283
    {'hecke_orbit_code': 9007199388958733, 'n': 25, 'trace_an': 219414}
  • id: 29058284
    {'hecke_orbit_code': 9007199388958733, 'n': 26, 'trace_an': -32955}
  • id: 29058285
    {'hecke_orbit_code': 9007199388958733, 'n': 27, 'trace_an': 174800}
  • id: 29058286
    {'hecke_orbit_code': 9007199388958733, 'n': 28, 'trace_an': -170903}
  • id: 29058287
    {'hecke_orbit_code': 9007199388958733, 'n': 29, 'trace_an': 133344}
  • id: 29058288
    {'hecke_orbit_code': 9007199388958733, 'n': 30, 'trace_an': -624695}
  • id: 29058289
    {'hecke_orbit_code': 9007199388958733, 'n': 31, 'trace_an': -231748}
  • id: 29058290
    {'hecke_orbit_code': 9007199388958733, 'n': 32, 'trace_an': -459291}
  • id: 29058291
    {'hecke_orbit_code': 9007199388958733, 'n': 33, 'trace_an': -33868}
  • id: 29058292
    {'hecke_orbit_code': 9007199388958733, 'n': 34, 'trace_an': -480249}
  • id: 29058293
    {'hecke_orbit_code': 9007199388958733, 'n': 35, 'trace_an': 322296}
  • id: 29058294
    {'hecke_orbit_code': 9007199388958733, 'n': 36, 'trace_an': -157930}
  • id: 29058295
    {'hecke_orbit_code': 9007199388958733, 'n': 37, 'trace_an': 248026}
  • id: 29058296
    {'hecke_orbit_code': 9007199388958733, 'n': 38, 'trace_an': -85326}
  • id: 29058297
    {'hecke_orbit_code': 9007199388958733, 'n': 39, 'trace_an': -175760}
  • id: 29058298
    {'hecke_orbit_code': 9007199388958733, 'n': 40, 'trace_an': 379895}
  • id: 29058299
    {'hecke_orbit_code': 9007199388958733, 'n': 41, 'trace_an': 588108}
  • id: 29058300
    {'hecke_orbit_code': 9007199388958733, 'n': 42, 'trace_an': 132275}
  • id: 29058301
    {'hecke_orbit_code': 9007199388958733, 'n': 43, 'trace_an': 309304}
  • id: 29058302
    {'hecke_orbit_code': 9007199388958733, 'n': 44, 'trace_an': 1270806}
  • id: 29058303
    {'hecke_orbit_code': 9007199388958733, 'n': 45, 'trace_an': -1773144}
  • id: 29058304
    {'hecke_orbit_code': 9007199388958733, 'n': 46, 'trace_an': 574948}
  • id: 29058305
    {'hecke_orbit_code': 9007199388958733, 'n': 47, 'trace_an': 557916}
  • id: 29058306
    {'hecke_orbit_code': 9007199388958733, 'n': 48, 'trace_an': 837429}
  • id: 29058307
    {'hecke_orbit_code': 9007199388958733, 'n': 49, 'trace_an': -767378}
  • id: 29058308
    {'hecke_orbit_code': 9007199388958733, 'n': 50, 'trace_an': 5737920}
  • id: 29058309
    {'hecke_orbit_code': 9007199388958733, 'n': 51, 'trace_an': -1816496}
  • id: 29058310
    {'hecke_orbit_code': 9007199388958733, 'n': 52, 'trace_an': -555841}
  • id: 29058311
    {'hecke_orbit_code': 9007199388958733, 'n': 53, 'trace_an': 2022348}
  • id: 29058312
    {'hecke_orbit_code': 9007199388958733, 'n': 54, 'trace_an': -479}
  • id: 29058313
    {'hecke_orbit_code': 9007199388958733, 'n': 55, 'trace_an': -3770208}
  • id: 29058314
    {'hecke_orbit_code': 9007199388958733, 'n': 56, 'trace_an': 1391625}
  • id: 29058315
    {'hecke_orbit_code': 9007199388958733, 'n': 57, 'trace_an': -5609844}
  • id: 29058316
    {'hecke_orbit_code': 9007199388958733, 'n': 58, 'trace_an': -3027194}
  • id: 29058317
    {'hecke_orbit_code': 9007199388958733, 'n': 59, 'trace_an': 1162668}
  • id: 29058318
    {'hecke_orbit_code': 9007199388958733, 'n': 60, 'trace_an': -8100077}
  • id: 29058319
    {'hecke_orbit_code': 9007199388958733, 'n': 61, 'trace_an': -1340572}
  • id: 29058320
    {'hecke_orbit_code': 9007199388958733, 'n': 62, 'trace_an': 2715564}
  • id: 29058321
    {'hecke_orbit_code': 9007199388958733, 'n': 63, 'trace_an': 4213476}
  • id: 29058322
    {'hecke_orbit_code': 9007199388958733, 'n': 64, 'trace_an': -6734935}
  • id: 29058323
    {'hecke_orbit_code': 9007199388958733, 'n': 65, 'trace_an': -566826}
  • id: 29058324
    {'hecke_orbit_code': 9007199388958733, 'n': 66, 'trace_an': 8124226}
  • id: 29058325
    {'hecke_orbit_code': 9007199388958733, 'n': 67, 'trace_an': -598484}
  • id: 29058326
    {'hecke_orbit_code': 9007199388958733, 'n': 68, 'trace_an': 4515993}
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    {'hecke_orbit_code': 9007199388958733, 'n': 967, 'trace_an': -36890721452}
  • id: 29058512
    {'hecke_orbit_code': 9007199388958733, 'n': 971, 'trace_an': 64037325072}
  • id: 29058513
    {'hecke_orbit_code': 9007199388958733, 'n': 977, 'trace_an': 8797731672}
  • id: 29058514
    {'hecke_orbit_code': 9007199388958733, 'n': 983, 'trace_an': 104017270908}
  • id: 29058515
    {'hecke_orbit_code': 9007199388958733, 'n': 991, 'trace_an': -32318114216}
  • id: 29058516
    {'hecke_orbit_code': 9007199388958733, 'n': 997, 'trace_an': 3520261632}