Embedded newform data - 59.19.b.a.58.1

Formats: - HTML - YAML - JSON - 2025-04-04T23:37:45.447760

• 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': 21299, 'analytic_conductor': 121.17782124876055, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 59, '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': [59, 2, [2], [1]], 'cm_discs': [-59], 'conrey_index': 58, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [0, 1]], [3, [-10810, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 69038243899, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 59, 2, -1, 2, -59]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '59.19.b.a', 'level': 59, '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': [59], 'level_radical': 59, 'minimal_twist': '59.19.b.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q+10810q^{3}+2^{18}q^{4}-1985254q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '18.2.1.d2', 'self_twist_discs': [-59], 'self_twist_type': 1, 'space_label': '59.19.b', 'trace_display': [0, 10810, -1985254, -50982910], 'trace_hash': 1289254131785413067, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.019', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.118', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.510', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.504', 'prec': 17}, 'traces': [1, 0, 10810, 262144, -1985254, 0, -50982910, 0, -270564389, 0, 0, 2833776640, 0, 0, -21460595740, 68719476736, -216651752350, 0, -62437037542, -520422424576, -551125257100, 0, 0, 0, 126536178891, 0, -7112816531180, -13364863959040, 28956785336138, 0, 0, 0, 0, 0, 101214026009140, -70926831190016, 0, 0, 0, 0, 652243002714578, 0, 0, 0, 537139035519806, 0, 0, 742857543516160, 970843514157651, 0, -2342005442903500, 0, 5739806619558650, 0, 0, 0, -674944375829020, 0, -8662995818654939, -5625766409666560, 0, 0, 13794159893591990, 18014398509481984, 0, 0, 0, -56793956968038400, 0, 0, -56563270329694462, 0, 0, 0, 1367856093811710, -16367494769410048, 0, 0, 186548867397995762, -136425616068050944, 27932641190310421, 0, 0, -144474179397222400, 430108757959846900, 0, 313022849483651780, 0, 0, 0, 0, 0, 0, 0, 123953378528405668, 0, 0, 0, 0, 33170700079202304, 0, 0, 0, 0, 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2883760120524483083644420, 0, 3372251419504989938321498, 1919401734984963309174784, 1171279898605207418208500, 0, 0, 0, 0, 0, 1215642949150659419724490, 782912740036285418700800, 0, 0, 0, 0, 444103192786643873559560, 0, 0, 0, 0, 0, 0, 0, -5629383906563395896657262, 0, -36874392028743622476310, 0, -69737284123753967876100, 0, 0, 0, 3244150909895248285300369, 0, 2343898170583928372367271, 834462512754303230279680, 0, 0, 6239992421607278687793220, 0, 0, 0, 0, 3701669224720949502279680, 0, 0, 2220087236482838207586980, 0, 0, 0, 8758259500334917758825530, -5649244782982344021114880, 0, 0, -1807975893128083395292796, 0, -9510804117153952114427420, 0, 0, 7738158899187358127095808, -2922208476835483985875990, 0, 0, 6955374905691995153367040, 0, 0, 0, 0, 0, 0, -1424087331867889065905110, 0, 0, 0, 0, 0, 0, 0, 0, -4874054725920503707467776, 7337053588016203553351810, 0, 4839721294453663909718900, -15069760432559701112127488, 0, 0, 0, 0, 0, 0, 0, 2751153671515460681072640, 0, 0, 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• mf_hecke_cc •

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

  
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-0.17813076798373126, 0.0, 0.0, 0.0, -0.17894034531895056], 'char_orbit_index': 2, 'conrey_index': 58, 'dual_conrey_index': 58, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 69038243899, 'label': '59.19.b.a.58.1', 'level': 59, 'weight': 19}
• 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

  
  {'Nk2': 21299, 'analytic_conductor': 121.17782124876055, 'char_conductor': 59, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [59, 2, [2], [1]], 'conrey_index': 58, 'cusp_dim': 89, 'dim': 89, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 69038243899, 'hecke_orbit_dims': [1, 2, 86], 'label': '59.19.b', 'level': 59, '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': [59], 'level_radical': 59, 'mf_dim': 91, 'mf_new_dim': 91, 'num_forms': 3, 'prim_orbit_index': 2, 'relative_dim': 89, 'sturm_bound': 95, 'trace_bound': 1, 'trace_display': [0, -47870, -1461458, 42126406], 'traces': [89, 0, -47870, -11534338, -1461458, 0, 42126406, 0, 10679224559, 0, 0, 13944005596, 0, 0, 195444804060, 1494700729406, -320505008518, 0, -20505417086, 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'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: 756555
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 58, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 69038243899, 'source_is_minimal': True, 'source_label': '59.19.b.a.58.1', 'source_level': 59, 'target_conrey_index': 58, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 69038243899, 'target_is_minimal': True, 'target_label': '59.19.b.a.58.1', 'target_level': 59, 'twist_class_label': '59.19.b.a.58.1', 'twist_class_level': 59, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 19}
  • id: 756556
    {'conductor': 59, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 58, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 69038243899, 'source_is_minimal': True, 'source_label': '59.19.b.a.58.1', 'source_level': 59, 'target_conrey_index': 58, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 69038243899, 'target_is_minimal': True, 'target_label': '59.19.b.a.58.1', 'target_level': 59, 'twist_class_label': '59.19.b.a.58.1', 'twist_class_level': 59, 'twisting_char_label': '59.58', 'twisting_conrey_index': 58, 'weight': 19}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 194275
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243899, 'p': 2}
  • id: 194276
    {'charpoly_factorization': [[[-10810, 1], 1]], 'hecke_orbit_code': 69038243899, 'p': 3}
  • id: 194277
    {'charpoly_factorization': [[[1985254, 1], 1]], 'hecke_orbit_code': 69038243899, 'p': 5}
  • id: 194278
    {'charpoly_factorization': [[[50982910, 1], 1]], 'hecke_orbit_code': 69038243899, 'p': 7}
  • id: 194279
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243899, 'p': 11}
  • id: 194280
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243899, 'p': 13}
  • id: 194281
    {'charpoly_factorization': [[[216651752350, 1], 1]], 'hecke_orbit_code': 69038243899, 'p': 17}
  • id: 194282
    {'charpoly_factorization': [[[62437037542, 1], 1]], 'hecke_orbit_code': 69038243899, 'p': 19}
  • id: 194283
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243899, 'p': 23}
  • id: 194284
    {'charpoly_factorization': [[[-28956785336138, 1], 1]], 'hecke_orbit_code': 69038243899, 'p': 29}
  • id: 194285
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243899, 'p': 31}
  • id: 194286
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243899, 'p': 37}
  • id: 194287
    {'charpoly_factorization': [[[-652243002714578, 1], 1]], 'hecke_orbit_code': 69038243899, 'p': 41}
  • id: 194288
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243899, 'p': 43}
  • id: 194289
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243899, 'p': 47}
  • id: 194290
    {'charpoly_factorization': [[[-5739806619558650, 1], 1]], 'hecke_orbit_code': 69038243899, 'p': 53}
  • id: 194291
    {'charpoly_factorization': [[[8662995818654939, 1], 1]], 'hecke_orbit_code': 69038243899, 'p': 59}
  • id: 194292
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243899, 'p': 61}
  • id: 194293
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243899, 'p': 67}
  • id: 194294
    {'charpoly_factorization': [[[56563270329694462, 1], 1]], 'hecke_orbit_code': 69038243899, 'p': 71}
  • id: 194295
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243899, 'p': 73}
  • id: 194296
    {'charpoly_factorization': [[[-186548867397995762, 1], 1]], 'hecke_orbit_code': 69038243899, 'p': 79}
  • id: 194297
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243899, 'p': 83}
  • id: 194298
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243899, 'p': 89}
  • id: 194299
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 69038243899, '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': 2, 'hecke_orbit': 1, 'label': '59.19.b.a', 'level': 59, 'portrait': 'data:image/png;base64,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', 'weight': 19}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 5239237
    {'hecke_orbit_code': 69038243899, 'n': 1, 'trace_an': 1}
  • id: 5239238
    {'hecke_orbit_code': 69038243899, 'n': 2, 'trace_an': 0}
  • id: 5239239
    {'hecke_orbit_code': 69038243899, 'n': 3, 'trace_an': 10810}
  • id: 5239240
    {'hecke_orbit_code': 69038243899, 'n': 4, 'trace_an': 262144}
  • id: 5239241
    {'hecke_orbit_code': 69038243899, 'n': 5, 'trace_an': -1985254}
  • id: 5239242
    {'hecke_orbit_code': 69038243899, 'n': 6, 'trace_an': 0}
  • id: 5239243
    {'hecke_orbit_code': 69038243899, 'n': 7, 'trace_an': -50982910}
  • id: 5239244
    {'hecke_orbit_code': 69038243899, 'n': 8, 'trace_an': 0}
  • id: 5239245
    {'hecke_orbit_code': 69038243899, 'n': 9, 'trace_an': -270564389}
  • id: 5239246
    {'hecke_orbit_code': 69038243899, 'n': 10, 'trace_an': 0}
  • id: 5239247
    {'hecke_orbit_code': 69038243899, 'n': 11, 'trace_an': 0}
  • id: 5239248
    {'hecke_orbit_code': 69038243899, 'n': 12, 'trace_an': 2833776640}
  • id: 5239249
    {'hecke_orbit_code': 69038243899, 'n': 13, 'trace_an': 0}
  • id: 5239250
    {'hecke_orbit_code': 69038243899, 'n': 14, 'trace_an': 0}
  • id: 5239251
    {'hecke_orbit_code': 69038243899, 'n': 15, 'trace_an': -21460595740}
  • id: 5239252
    {'hecke_orbit_code': 69038243899, 'n': 16, 'trace_an': 68719476736}
  • id: 5239253
    {'hecke_orbit_code': 69038243899, 'n': 17, 'trace_an': -216651752350}
  • id: 5239254
    {'hecke_orbit_code': 69038243899, 'n': 18, 'trace_an': 0}
  • id: 5239255
    {'hecke_orbit_code': 69038243899, 'n': 19, 'trace_an': -62437037542}
  • id: 5239256
    {'hecke_orbit_code': 69038243899, 'n': 20, 'trace_an': -520422424576}
  • id: 5239257
    {'hecke_orbit_code': 69038243899, 'n': 21, 'trace_an': -551125257100}
  • id: 5239258
    {'hecke_orbit_code': 69038243899, 'n': 22, 'trace_an': 0}
  • id: 5239259
    {'hecke_orbit_code': 69038243899, 'n': 23, 'trace_an': 0}
  • id: 5239260
    {'hecke_orbit_code': 69038243899, 'n': 24, 'trace_an': 0}
  • id: 5239261
    {'hecke_orbit_code': 69038243899, 'n': 25, 'trace_an': 126536178891}
  • id: 5239262
    {'hecke_orbit_code': 69038243899, 'n': 26, 'trace_an': 0}
  • id: 5239263
    {'hecke_orbit_code': 69038243899, 'n': 27, 'trace_an': -7112816531180}
  • id: 5239264
    {'hecke_orbit_code': 69038243899, 'n': 28, 'trace_an': -13364863959040}
  • id: 5239265
    {'hecke_orbit_code': 69038243899, 'n': 29, 'trace_an': 28956785336138}
  • id: 5239266
    {'hecke_orbit_code': 69038243899, 'n': 30, 'trace_an': 0}
  • id: 5239267
    {'hecke_orbit_code': 69038243899, 'n': 31, 'trace_an': 0}
  • id: 5239268
    {'hecke_orbit_code': 69038243899, 'n': 32, 'trace_an': 0}
  • id: 5239269
    {'hecke_orbit_code': 69038243899, 'n': 33, 'trace_an': 0}
  • id: 5239270
    {'hecke_orbit_code': 69038243899, 'n': 34, 'trace_an': 0}
  • id: 5239271
    {'hecke_orbit_code': 69038243899, 'n': 35, 'trace_an': 101214026009140}
  • id: 5239272
    {'hecke_orbit_code': 69038243899, 'n': 36, 'trace_an': -70926831190016}
  • id: 5239273
    {'hecke_orbit_code': 69038243899, 'n': 37, 'trace_an': 0}
  • id: 5239274
    {'hecke_orbit_code': 69038243899, 'n': 38, 'trace_an': 0}
  • id: 5239275
    {'hecke_orbit_code': 69038243899, 'n': 39, 'trace_an': 0}
  • id: 5239276
    {'hecke_orbit_code': 69038243899, 'n': 40, 'trace_an': 0}
  • id: 5239277
    {'hecke_orbit_code': 69038243899, 'n': 41, 'trace_an': 652243002714578}
  • id: 5239278
    {'hecke_orbit_code': 69038243899, 'n': 42, 'trace_an': 0}
  • id: 5239279
    {'hecke_orbit_code': 69038243899, 'n': 43, 'trace_an': 0}
  • id: 5239280
    {'hecke_orbit_code': 69038243899, 'n': 44, 'trace_an': 0}
  • id: 5239281
    {'hecke_orbit_code': 69038243899, 'n': 45, 'trace_an': 537139035519806}
  • id: 5239282
    {'hecke_orbit_code': 69038243899, 'n': 46, 'trace_an': 0}
  • id: 5239283
    {'hecke_orbit_code': 69038243899, 'n': 47, 'trace_an': 0}
  • id: 5239284
    {'hecke_orbit_code': 69038243899, 'n': 48, 'trace_an': 742857543516160}
  • id: 5239285
    {'hecke_orbit_code': 69038243899, 'n': 49, 'trace_an': 970843514157651}
  • id: 5239286
    {'hecke_orbit_code': 69038243899, 'n': 50, 'trace_an': 0}
  • id: 5239287
    {'hecke_orbit_code': 69038243899, 'n': 51, 'trace_an': -2342005442903500}
  • id: 5239288
    {'hecke_orbit_code': 69038243899, 'n': 52, 'trace_an': 0}
  • id: 5239289
    {'hecke_orbit_code': 69038243899, 'n': 53, 'trace_an': 5739806619558650}
  • id: 5239290
    {'hecke_orbit_code': 69038243899, 'n': 54, 'trace_an': 0}
  • id: 5239291
    {'hecke_orbit_code': 69038243899, 'n': 55, 'trace_an': 0}
  • id: 5239292
    {'hecke_orbit_code': 69038243899, 'n': 56, 'trace_an': 0}
  • id: 5239293
    {'hecke_orbit_code': 69038243899, 'n': 57, 'trace_an': -674944375829020}
  • id: 5239294
    {'hecke_orbit_code': 69038243899, 'n': 58, 'trace_an': 0}
  • id: 5239295
    {'hecke_orbit_code': 69038243899, 'n': 59, 'trace_an': -8662995818654939}
  • id: 5239296
    {'hecke_orbit_code': 69038243899, 'n': 60, 'trace_an': -5625766409666560}
  • id: 5239297
    {'hecke_orbit_code': 69038243899, 'n': 61, 'trace_an': 0}
  • id: 5239298
    {'hecke_orbit_code': 69038243899, 'n': 62, 'trace_an': 0}
  • id: 5239299
    {'hecke_orbit_code': 69038243899, 'n': 63, 'trace_an': 13794159893591990}
  • id: 5239300
    {'hecke_orbit_code': 69038243899, 'n': 64, 'trace_an': 18014398509481984}
  • id: 5239301
    {'hecke_orbit_code': 69038243899, 'n': 65, 'trace_an': 0}
  • id: 5239302
    {'hecke_orbit_code': 69038243899, 'n': 66, 'trace_an': 0}
  • id: 5239303
    {'hecke_orbit_code': 69038243899, 'n': 67, 'trace_an': 0}
  • id: 5239304
    {'hecke_orbit_code': 69038243899, 'n': 68, 'trace_an': -56793956968038400}
  • id: 5239305
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    {'hecke_orbit_code': 69038243899, 'n': 971, 'trace_an': 669675716785410746333285162}
  • id: 5239491
    {'hecke_orbit_code': 69038243899, 'n': 977, 'trace_an': 0}
  • id: 5239492
    {'hecke_orbit_code': 69038243899, 'n': 983, 'trace_an': 0}
  • id: 5239493
    {'hecke_orbit_code': 69038243899, 'n': 991, 'trace_an': 0}
  • id: 5239494
    {'hecke_orbit_code': 69038243899, 'n': 997, 'trace_an': 840549277424157900655773530}