Newform data - 48.18.a.e

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• 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': 15552, 'analytic_conductor': 87.94660192538863, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [48, 1, [31, 37, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, '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, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [163554, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398811471920, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': '48.18.a.e', 'level': 48, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '3.18.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{8}q^{3}-163554q^{5}+20846560q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '48.18.a', 'trace_display': [0, 6561, -163554, 20846560], 'trace_hash': 2214090570250292518, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.983', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.906', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.031', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.637', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 0, 6561, 0, -163554, 0, 20846560, 0, 43046721, 0, -817372356, 0, 299589758, 0, -1073077794, 0, -44775606078, 0, -78748651964, 0, 136774280160, 0, 704672009160, 0, -736189542209, 0, 282429536481, 0, -163793785242, 0, -1049860831400, 0, -5362780027716, 0, -3409538274240, 0, -19805735857210, 0, 1965608402238, 0, 14660035932090, 0, -116038864682564, 0, -7040463406434, 0, 176606594594112, 0, 201948549846393, 0, -293772751477758, 0, 152863496635230, 0, 133684518313224, 0, -516669905535804, 0, 262797291296124, 0, -1358552281482562, 0, 897376052129760, 0, -48999103279932, 0, -444863620615292, 0, 4623353052098760, 0, 4003270764790968, 0, 924832535317130, 0, -4830139586433249, 0, -17039401861695360, 0, -14747307742797080, 0, 1853020188851841, 0, -26422963268810172, 0, 7323229476481212, 0, -1074651024972762, 0, -38883748080645126, 0, 6245415865532480, 0, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
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[341445301202202258824898684684], [-104113380522992281437630580342], [292887504745928712045658961238], [-326868123028436740533642458460], [-272789568796455146869465177350], [316806686447639220381581303884], [277173948998761310119335366504]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 18014398811471920, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '48.18.a.e', 'level': 48, 'maxp': 2999, 'weight': 18}
• 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, 5, 4, 4], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [28, 28, 29, 28], 'Nk2': 15552, 'analytic_conductor': 87.94660192538863, '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': [48, 1, [31, 37, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 130, 'dim': 17, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 301989936, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 3], 'label': '48.18.a', 'level': 48, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 142, 'mf_new_dim': 17, 'num_forms': 11, 'plus_dim': 8, 'prim_orbit_index': 1, 'relative_dim': 17, 'sturm_bound': 144, 'trace_bound': 5, 'trace_display': [0, 6561, 24478, 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• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 39331
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '48.18.a.e', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '3.18.a.a', 'target_level': 3, 'twist_class_label': '3.18.a.a', 'twist_class_level': 3, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 39332
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '48.18.a.e', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '9.18.a.a', 'target_level': 9, 'twist_class_label': '3.18.a.a', 'twist_class_level': 3, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 39333
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '48.18.a.e', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '48.18.a.e', 'target_level': 48, 'twist_class_label': '3.18.a.a', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 18}
  • id: 39334
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '48.18.a.e', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.18.a.a', 'target_level': 75, 'twist_class_label': '3.18.a.a', 'twist_class_level': 3, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 18}
  • id: 39335
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '48.18.a.e', 'source_level': 48, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.18.b.a', 'target_level': 75, 'twist_class_label': '3.18.a.a', 'twist_class_level': 3, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 160500
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398811471920, 'p': 2}
  • id: 160501
    {'charpoly_factorization': [[[-6561, 1], 1]], 'hecke_orbit_code': 18014398811471920, 'p': 3}
  • id: 160502
    {'charpoly_factorization': [[[163554, 1], 1]], 'hecke_orbit_code': 18014398811471920, 'p': 5}
  • id: 160503
    {'charpoly_factorization': [[[-20846560, 1], 1]], 'hecke_orbit_code': 18014398811471920, 'p': 7}
  • id: 160504
    {'charpoly_factorization': [[[817372356, 1], 1]], 'hecke_orbit_code': 18014398811471920, 'p': 11}
  • id: 160505
    {'charpoly_factorization': [[[-299589758, 1], 1]], 'hecke_orbit_code': 18014398811471920, 'p': 13}
  • id: 160506
    {'charpoly_factorization': [[[44775606078, 1], 1]], 'hecke_orbit_code': 18014398811471920, 'p': 17}
  • id: 160507
    {'charpoly_factorization': [[[78748651964, 1], 1]], 'hecke_orbit_code': 18014398811471920, 'p': 19}
  • id: 160508
    {'charpoly_factorization': [[[-704672009160, 1], 1]], 'hecke_orbit_code': 18014398811471920, 'p': 23}
  • id: 160509
    {'charpoly_factorization': [[[163793785242, 1], 1]], 'hecke_orbit_code': 18014398811471920, 'p': 29}
  • id: 160510
    {'charpoly_factorization': [[[1049860831400, 1], 1]], 'hecke_orbit_code': 18014398811471920, 'p': 31}
  • id: 160511
    {'charpoly_factorization': [[[19805735857210, 1], 1]], 'hecke_orbit_code': 18014398811471920, 'p': 37}
  • id: 160512
    {'charpoly_factorization': [[[-14660035932090, 1], 1]], 'hecke_orbit_code': 18014398811471920, 'p': 41}
  • id: 160513
    {'charpoly_factorization': [[[116038864682564, 1], 1]], 'hecke_orbit_code': 18014398811471920, 'p': 43}
  • id: 160514
    {'charpoly_factorization': [[[-176606594594112, 1], 1]], 'hecke_orbit_code': 18014398811471920, 'p': 47}
  • id: 160515
    {'charpoly_factorization': [[[-152863496635230, 1], 1]], 'hecke_orbit_code': 18014398811471920, 'p': 53}
  • id: 160516
    {'charpoly_factorization': [[[-262797291296124, 1], 1]], 'hecke_orbit_code': 18014398811471920, 'p': 59}
  • id: 160517
    {'charpoly_factorization': [[[1358552281482562, 1], 1]], 'hecke_orbit_code': 18014398811471920, 'p': 61}
  • id: 160518
    {'charpoly_factorization': [[[444863620615292, 1], 1]], 'hecke_orbit_code': 18014398811471920, 'p': 67}
  • id: 160519
    {'charpoly_factorization': [[[-4003270764790968, 1], 1]], 'hecke_orbit_code': 18014398811471920, 'p': 71}
  • id: 160520
    {'charpoly_factorization': [[[-924832535317130, 1], 1]], 'hecke_orbit_code': 18014398811471920, 'p': 73}
  • id: 160521
    {'charpoly_factorization': [[[14747307742797080, 1], 1]], 'hecke_orbit_code': 18014398811471920, 'p': 79}
  • id: 160522
    {'charpoly_factorization': [[[26422963268810172, 1], 1]], 'hecke_orbit_code': 18014398811471920, 'p': 83}
  • id: 160523
    {'charpoly_factorization': [[[38883748080645126, 1], 1]], 'hecke_orbit_code': 18014398811471920, 'p': 89}
  • id: 160524
    {'charpoly_factorization': [[[25374394856250238, 1], 1]], 'hecke_orbit_code': 18014398811471920, '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': '48.18.a.e', 'level': 48, 'portrait': 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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40364851
    {'hecke_orbit_code': 18014398811471920, 'n': 1, 'trace_an': 1}
  • id: 40364852
    {'hecke_orbit_code': 18014398811471920, 'n': 2, 'trace_an': 0}
  • id: 40364853
    {'hecke_orbit_code': 18014398811471920, 'n': 3, 'trace_an': 6561}
  • id: 40364854
    {'hecke_orbit_code': 18014398811471920, 'n': 4, 'trace_an': 0}
  • id: 40364855
    {'hecke_orbit_code': 18014398811471920, 'n': 5, 'trace_an': -163554}
  • id: 40364856
    {'hecke_orbit_code': 18014398811471920, 'n': 6, 'trace_an': 0}
  • id: 40364857
    {'hecke_orbit_code': 18014398811471920, 'n': 7, 'trace_an': 20846560}
  • id: 40364858
    {'hecke_orbit_code': 18014398811471920, 'n': 8, 'trace_an': 0}
  • id: 40364859
    {'hecke_orbit_code': 18014398811471920, 'n': 9, 'trace_an': 43046721}
  • id: 40364860
    {'hecke_orbit_code': 18014398811471920, 'n': 10, 'trace_an': 0}
  • id: 40364861
    {'hecke_orbit_code': 18014398811471920, 'n': 11, 'trace_an': -817372356}
  • id: 40364862
    {'hecke_orbit_code': 18014398811471920, 'n': 12, 'trace_an': 0}
  • id: 40364863
    {'hecke_orbit_code': 18014398811471920, 'n': 13, 'trace_an': 299589758}
  • id: 40364864
    {'hecke_orbit_code': 18014398811471920, 'n': 14, 'trace_an': 0}
  • id: 40364865
    {'hecke_orbit_code': 18014398811471920, 'n': 15, 'trace_an': -1073077794}
  • id: 40364866
    {'hecke_orbit_code': 18014398811471920, 'n': 16, 'trace_an': 0}
  • id: 40364867
    {'hecke_orbit_code': 18014398811471920, 'n': 17, 'trace_an': -44775606078}
  • id: 40364868
    {'hecke_orbit_code': 18014398811471920, 'n': 18, 'trace_an': 0}
  • id: 40364869
    {'hecke_orbit_code': 18014398811471920, 'n': 19, 'trace_an': -78748651964}
  • id: 40364870
    {'hecke_orbit_code': 18014398811471920, 'n': 20, 'trace_an': 0}
  • id: 40364871
    {'hecke_orbit_code': 18014398811471920, 'n': 21, 'trace_an': 136774280160}
  • id: 40364872
    {'hecke_orbit_code': 18014398811471920, 'n': 22, 'trace_an': 0}
  • id: 40364873
    {'hecke_orbit_code': 18014398811471920, 'n': 23, 'trace_an': 704672009160}
  • id: 40364874
    {'hecke_orbit_code': 18014398811471920, 'n': 24, 'trace_an': 0}
  • id: 40364875
    {'hecke_orbit_code': 18014398811471920, 'n': 25, 'trace_an': -736189542209}
  • id: 40364876
    {'hecke_orbit_code': 18014398811471920, 'n': 26, 'trace_an': 0}
  • id: 40364877
    {'hecke_orbit_code': 18014398811471920, 'n': 27, 'trace_an': 282429536481}
  • id: 40364878
    {'hecke_orbit_code': 18014398811471920, 'n': 28, 'trace_an': 0}
  • id: 40364879
    {'hecke_orbit_code': 18014398811471920, 'n': 29, 'trace_an': -163793785242}
  • id: 40364880
    {'hecke_orbit_code': 18014398811471920, 'n': 30, 'trace_an': 0}
  • id: 40364881
    {'hecke_orbit_code': 18014398811471920, 'n': 31, 'trace_an': -1049860831400}
  • id: 40364882
    {'hecke_orbit_code': 18014398811471920, 'n': 32, 'trace_an': 0}
  • id: 40364883
    {'hecke_orbit_code': 18014398811471920, 'n': 33, 'trace_an': -5362780027716}
  • id: 40364884
    {'hecke_orbit_code': 18014398811471920, 'n': 34, 'trace_an': 0}
  • id: 40364885
    {'hecke_orbit_code': 18014398811471920, 'n': 35, 'trace_an': -3409538274240}
  • id: 40364886
    {'hecke_orbit_code': 18014398811471920, 'n': 36, 'trace_an': 0}
  • id: 40364887
    {'hecke_orbit_code': 18014398811471920, 'n': 37, 'trace_an': -19805735857210}
  • id: 40364888
    {'hecke_orbit_code': 18014398811471920, 'n': 38, 'trace_an': 0}
  • id: 40364889
    {'hecke_orbit_code': 18014398811471920, 'n': 39, 'trace_an': 1965608402238}
  • id: 40364890
    {'hecke_orbit_code': 18014398811471920, 'n': 40, 'trace_an': 0}
  • id: 40364891
    {'hecke_orbit_code': 18014398811471920, 'n': 41, 'trace_an': 14660035932090}
  • id: 40364892
    {'hecke_orbit_code': 18014398811471920, 'n': 42, 'trace_an': 0}
  • id: 40364893
    {'hecke_orbit_code': 18014398811471920, 'n': 43, 'trace_an': -116038864682564}
  • id: 40364894
    {'hecke_orbit_code': 18014398811471920, 'n': 44, 'trace_an': 0}
  • id: 40364895
    {'hecke_orbit_code': 18014398811471920, 'n': 45, 'trace_an': -7040463406434}
  • id: 40364896
    {'hecke_orbit_code': 18014398811471920, 'n': 46, 'trace_an': 0}
  • id: 40364897
    {'hecke_orbit_code': 18014398811471920, 'n': 47, 'trace_an': 176606594594112}
  • id: 40364898
    {'hecke_orbit_code': 18014398811471920, 'n': 48, 'trace_an': 0}
  • id: 40364899
    {'hecke_orbit_code': 18014398811471920, 'n': 49, 'trace_an': 201948549846393}
  • id: 40364900
    {'hecke_orbit_code': 18014398811471920, 'n': 50, 'trace_an': 0}
  • id: 40364901
    {'hecke_orbit_code': 18014398811471920, 'n': 51, 'trace_an': -293772751477758}
  • id: 40364902
    {'hecke_orbit_code': 18014398811471920, 'n': 52, 'trace_an': 0}
  • id: 40364903
    {'hecke_orbit_code': 18014398811471920, 'n': 53, 'trace_an': 152863496635230}
  • id: 40364904
    {'hecke_orbit_code': 18014398811471920, 'n': 54, 'trace_an': 0}
  • id: 40364905
    {'hecke_orbit_code': 18014398811471920, 'n': 55, 'trace_an': 133684518313224}
  • id: 40364906
    {'hecke_orbit_code': 18014398811471920, 'n': 56, 'trace_an': 0}
  • id: 40364907
    {'hecke_orbit_code': 18014398811471920, 'n': 57, 'trace_an': -516669905535804}
  • id: 40364908
    {'hecke_orbit_code': 18014398811471920, 'n': 58, 'trace_an': 0}
  • id: 40364909
    {'hecke_orbit_code': 18014398811471920, 'n': 59, 'trace_an': 262797291296124}
  • id: 40364910
    {'hecke_orbit_code': 18014398811471920, 'n': 60, 'trace_an': 0}
  • id: 40364911
    {'hecke_orbit_code': 18014398811471920, 'n': 61, 'trace_an': -1358552281482562}
  • id: 40364912
    {'hecke_orbit_code': 18014398811471920, 'n': 62, 'trace_an': 0}
  • id: 40364913
    {'hecke_orbit_code': 18014398811471920, 'n': 63, 'trace_an': 897376052129760}
  • id: 40364914
    {'hecke_orbit_code': 18014398811471920, 'n': 64, 'trace_an': 0}
  • id: 40364915
    {'hecke_orbit_code': 18014398811471920, 'n': 65, 'trace_an': -48999103279932}
  • id: 40364916
    {'hecke_orbit_code': 18014398811471920, 'n': 66, 'trace_an': 0}
  • id: 40364917
    {'hecke_orbit_code': 18014398811471920, 'n': 67, 'trace_an': -444863620615292}
  • id: 40364918
    {'hecke_orbit_code': 18014398811471920, 'n': 68, 'trace_an': 0}
  • id: 40364919
    {'hecke_orbit_code': 18014398811471920, 'n': 69, 'trace_an': 4623353052098760}
  • id: 40364920
    {'hecke_orbit_code': 18014398811471920, 'n': 70, 'trace_an': 0}
  • id: 40364921
    {'hecke_orbit_code': 18014398811471920, 'n': 71, 'trace_an': 4003270764790968}
  • id: 40364922
    {'hecke_orbit_code': 18014398811471920, 'n': 72, 'trace_an': 0}
  • id: 40364923
    {'hecke_orbit_code': 18014398811471920, 'n': 73, 'trace_an': 924832535317130}
  • id: 40364924
    {'hecke_orbit_code': 18014398811471920, 'n': 74, 'trace_an': 0}
  • id: 40364925
    {'hecke_orbit_code': 18014398811471920, 'n': 75, 'trace_an': -4830139586433249}
  • id: 40364926
    {'hecke_orbit_code': 18014398811471920, 'n': 76, 'trace_an': 0}
  • id: 40364927
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    {'hecke_orbit_code': 18014398811471920, 'n': 907, 'trace_an': 5230096775460034864433212}
  • id: 40365095
    {'hecke_orbit_code': 18014398811471920, 'n': 911, 'trace_an': -14692620852521133137000592}
  • id: 40365096
    {'hecke_orbit_code': 18014398811471920, 'n': 919, 'trace_an': -3025320187266337755185840}
  • id: 40365097
    {'hecke_orbit_code': 18014398811471920, 'n': 929, 'trace_an': -33184898137353847102433166}
  • id: 40365098
    {'hecke_orbit_code': 18014398811471920, 'n': 937, 'trace_an': -4730588720925890491566934}
  • id: 40365099
    {'hecke_orbit_code': 18014398811471920, 'n': 941, 'trace_an': -29305880047914496434844890}
  • id: 40365100
    {'hecke_orbit_code': 18014398811471920, 'n': 947, 'trace_an': -21221995537850520786241164}
  • id: 40365101
    {'hecke_orbit_code': 18014398811471920, 'n': 953, 'trace_an': 36284612247043229052430218}
  • id: 40365102
    {'hecke_orbit_code': 18014398811471920, 'n': 961, 'trace_an': -21447909008854843952722911}
  • id: 40365103
    {'hecke_orbit_code': 18014398811471920, 'n': 967, 'trace_an': -22750776172707338347293392}
  • id: 40365104
    {'hecke_orbit_code': 18014398811471920, 'n': 971, 'trace_an': -25538479598196440848240740}
  • id: 40365105
    {'hecke_orbit_code': 18014398811471920, 'n': 977, 'trace_an': 32519538652044545480599842}
  • id: 40365106
    {'hecke_orbit_code': 18014398811471920, 'n': 983, 'trace_an': 10030141936642171116592920}
  • id: 40365107
    {'hecke_orbit_code': 18014398811471920, 'n': 991, 'trace_an': 32176497689623780575815608}
  • id: 40365108
    {'hecke_orbit_code': 18014398811471920, 'n': 997, 'trace_an': 24821312325376839839763494}