Embedded newform data - 38.8.a.d.1.2

Formats: - HTML - YAML - JSON - 2024-05-03T02:20:38.004964

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  conrey_indexes	integer[]
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 2432, 'analytic_conductor': 11.870630968396627, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [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': [38, 1, [21], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 633, 'field_disc_factorization': [[3, 1], [211, 1]], 'field_poly': [-158, -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': [[3, [-234, 69, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799016329254, 'hecke_ring_generator_nbound': 5, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '38.8.a.d', 'level': 38, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 19], 'level_radical': 38, 'minimal_twist': '38.8.a.d', 'nf_label': '2.2.633.1', 'prim_orbit_index': 1, 'qexp_display': 'q+8q^{2}+(-33-3\\beta )q^{3}+2^{6}q^{4}+(62+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '38.8.a', 'trace_display': [16, -69, 155, -2238], 'trace_hash': 1251148810412020623, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.918', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.380', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '66.649', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 16, -69, 128, 155, -552, -2238, 1024, 855, 1240, -3295, -4416, -13427, -17904, -34782, 8192, -32256, 6840, -13718, 9920, 103797, -26360, -82525, -35328, 159919, -107416, -75141, -143232, -12749, -278256, 258944, 65536, 257052, -258048, -448167, 54720, -149260, -109744, 889557, 79360, 339130, 830376, -83869, -210880, 2097243, -660200, 1471025, -282624, 1105372, 1279352, 913437, -859328, -945643, -601128, -1736899, -1145856, 473271, -101992, -969009, -2226048, -1506755, 2071552, -2791179, 524288, -5445956, 2056416, -1848219, -2064384, 6834063, -3585336, -3417184, 437760, -2499822, -1194080, -10079553, -877952, 5025267, 7116456, 2636926, 634880, 2491398, 2713040, -10059354, 6643008, -439425, -670952, -2572923, -1687040, -3506160, 16777944, 19003851, -5281600, -15169884, 11768200, -1063145, -2260992, 5893526, 8842976, -11301453, 10234816, 3148952, 7307496, 12387900, -6874624, 50459382, -7565144, 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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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-0.345973430103585], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': -12.079745625409124, 'hecke_orbit': 4, 'hecke_orbit_code': 13510799016329254, 'label': '38.8.a.d.1.2', 'level': 38, 'weight': 8}
• mf_newspaces •

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

  
  {'AL_dims': [[[[2, -1], [19, -1]], 4, 1], [[[2, 1], [19, -1]], 2, 1], [[[2, 1], [19, 1]], 3, 2], [[[2, -1], [19, 1]], 2, 1]], 'ALdims': [3, 2, 2, 4], 'Nk2': 2432, 'analytic_conductor': 11.870630968396627, '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': [38, 1, [21], [1]], 'conrey_index': 1, 'cusp_dim': 33, 'dim': 11, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134217766, 'hecke_orbit_dims': [1, 2, 2, 2, 4], 'label': '38.8.a', 'level': 38, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 19], 'level_radical': 38, 'mf_dim': 37, 'mf_new_dim': 11, 'num_forms': 5, 'plus_dim': 7, 'prim_orbit_index': 1, 'relative_dim': 11, 'sturm_bound': 40, 'trace_bound': 3, 'trace_display': [8, -52, 422, -1742], 'traces': [11, 8, -52, 704, 422, -496, -1742, 512, 17597, -5360, 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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: 42972119
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799016329254, 'source_is_minimal': True, 'source_label': '38.8.a.d.1.2', 'source_level': 38, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510799016329254, 'target_is_minimal': True, 'target_label': '38.8.a.d.1.2', 'target_level': 38, 'twist_class_label': '38.8.a.d.1.2', 'twist_class_level': 38, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 42972120
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799016329254, 'source_is_minimal': True, 'source_label': '38.8.a.d.1.2', 'source_level': 38, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021597898441046, 'target_is_minimal': False, 'target_label': '342.8.a.g.1.2', 'target_level': 342, 'twist_class_label': '38.8.a.d.1.2', 'twist_class_level': 38, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 42972121
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799016329254, 'source_is_minimal': True, 'source_label': '38.8.a.d.1.2', 'source_level': 38, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799016329520, 'target_is_minimal': False, 'target_label': '304.8.a.d.1.1', 'target_level': 304, 'twist_class_label': '38.8.a.d.1.2', 'twist_class_level': 38, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 133700
    {'charpoly_factorization': [[[-8, 1], 2]], 'hecke_orbit_code': 13510799016329254, 'p': 2}
  • id: 133701
    {'charpoly_factorization': [[[-234, 69, 1], 1]], 'hecke_orbit_code': 13510799016329254, 'p': 3}
  • id: 133702
    {'charpoly_factorization': [[[-146072, -155, 1], 1]], 'hecke_orbit_code': 13510799016329254, 'p': 5}
  • id: 133703
    {'charpoly_factorization': [[[1128093, 2238, 1], 1]], 'hecke_orbit_code': 13510799016329254, 'p': 7}
  • id: 133704
    {'charpoly_factorization': [[[-894002, 3295, 1], 1]], 'hecke_orbit_code': 13510799016329254, 'p': 11}
  • id: 133705
    {'charpoly_factorization': [[[13167724, 13427, 1], 1]], 'hecke_orbit_code': 13510799016329254, 'p': 13}
  • id: 133706
    {'charpoly_factorization': [[[253133559, 32256, 1], 1]], 'hecke_orbit_code': 13510799016329254, 'p': 17}
  • id: 133707
    {'charpoly_factorization': [[[6859, 1], 2]], 'hecke_orbit_code': 13510799016329254, 'p': 19}
  • id: 133708
    {'charpoly_factorization': [[[-1087606952, 82525, 1], 1]], 'hecke_orbit_code': 13510799016329254, 'p': 23}
  • id: 133709
    {'charpoly_factorization': [[[-1552615514, 12749, 1], 1]], 'hecke_orbit_code': 13510799016329254, 'p': 29}
  • id: 133710
    {'charpoly_factorization': [[[9936311536, -258944, 1], 1]], 'hecke_orbit_code': 13510799016329254, 'p': 31}
  • id: 133711
    {'charpoly_factorization': [[[-6156318428, 149260, 1], 1]], 'hecke_orbit_code': 13510799016329254, 'p': 37}
  • id: 133712
    {'charpoly_factorization': [[[-393872642768, -339130, 1], 1]], 'hecke_orbit_code': 13510799016329254, 'p': 41}
  • id: 133713
    {'charpoly_factorization': [[[-268023173408, 83869, 1], 1]], 'hecke_orbit_code': 13510799016329254, 'p': 43}
  • id: 133714
    {'charpoly_factorization': [[[474895142800, -1471025, 1], 1]], 'hecke_orbit_code': 13510799016329254, 'p': 47}
  • id: 133715
    {'charpoly_factorization': [[[79392286228, 945643, 1], 1]], 'hecke_orbit_code': 13510799016329254, 'p': 53}
  • id: 133716
    {'charpoly_factorization': [[[-1837525132614, 969009, 1], 1]], 'hecke_orbit_code': 13510799016329254, 'p': 59}
  • id: 133717
    {'charpoly_factorization': [[[-359679230318, 1506755, 1], 1]], 'hecke_orbit_code': 13510799016329254, 'p': 61}
  • id: 133718
    {'charpoly_factorization': [[[-1107042934188, 1848219, 1], 1]], 'hecke_orbit_code': 13510799016329254, 'p': 67}
  • id: 133719
    {'charpoly_factorization': [[[-10503963815108, 3417184, 1], 1]], 'hecke_orbit_code': 13510799016329254, 'p': 71}
  • id: 133720
    {'charpoly_factorization': [[[-4520032488687, 2499822, 1], 1]], 'hecke_orbit_code': 13510799016329254, 'p': 73}
  • id: 133721
    {'charpoly_factorization': [[[-5162668519808, -2636926, 1], 1]], 'hecke_orbit_code': 13510799016329254, 'p': 79}
  • id: 133722
    {'charpoly_factorization': [[[23086028557656, 10059354, 1], 1]], 'hecke_orbit_code': 13510799016329254, 'p': 83}
  • id: 133723
    {'charpoly_factorization': [[[-29977064763600, 3506160, 1], 1]], 'hecke_orbit_code': 13510799016329254, 'p': 89}
  • id: 133724
    {'charpoly_factorization': [[[-88352296135184, -5893526, 1], 1]], 'hecke_orbit_code': 13510799016329254, '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': 4, 'label': '38.8.a.d', 'level': 38, '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: 136935000
    {'hecke_orbit_code': 13510799016329254, 'n': 1, 'trace_an': 2}
  • id: 136935001
    {'hecke_orbit_code': 13510799016329254, 'n': 2, 'trace_an': 16}
  • id: 136935002
    {'hecke_orbit_code': 13510799016329254, 'n': 3, 'trace_an': -69}
  • id: 136935003
    {'hecke_orbit_code': 13510799016329254, 'n': 4, 'trace_an': 128}
  • id: 136935004
    {'hecke_orbit_code': 13510799016329254, 'n': 5, 'trace_an': 155}
  • id: 136935005
    {'hecke_orbit_code': 13510799016329254, 'n': 6, 'trace_an': -552}
  • id: 136935006
    {'hecke_orbit_code': 13510799016329254, 'n': 7, 'trace_an': -2238}
  • id: 136935007
    {'hecke_orbit_code': 13510799016329254, 'n': 8, 'trace_an': 1024}
  • id: 136935008
    {'hecke_orbit_code': 13510799016329254, 'n': 9, 'trace_an': 855}
  • id: 136935009
    {'hecke_orbit_code': 13510799016329254, 'n': 10, 'trace_an': 1240}
  • id: 136935010
    {'hecke_orbit_code': 13510799016329254, 'n': 11, 'trace_an': -3295}
  • id: 136935011
    {'hecke_orbit_code': 13510799016329254, 'n': 12, 'trace_an': -4416}
  • id: 136935012
    {'hecke_orbit_code': 13510799016329254, 'n': 13, 'trace_an': -13427}
  • id: 136935013
    {'hecke_orbit_code': 13510799016329254, 'n': 14, 'trace_an': -17904}
  • id: 136935014
    {'hecke_orbit_code': 13510799016329254, 'n': 15, 'trace_an': -34782}
  • id: 136935015
    {'hecke_orbit_code': 13510799016329254, 'n': 16, 'trace_an': 8192}
  • id: 136935016
    {'hecke_orbit_code': 13510799016329254, 'n': 17, 'trace_an': -32256}
  • id: 136935017
    {'hecke_orbit_code': 13510799016329254, 'n': 18, 'trace_an': 6840}
  • id: 136935018
    {'hecke_orbit_code': 13510799016329254, 'n': 19, 'trace_an': -13718}
  • id: 136935019
    {'hecke_orbit_code': 13510799016329254, 'n': 20, 'trace_an': 9920}
  • id: 136935020
    {'hecke_orbit_code': 13510799016329254, 'n': 21, 'trace_an': 103797}
  • id: 136935021
    {'hecke_orbit_code': 13510799016329254, 'n': 22, 'trace_an': -26360}
  • id: 136935022
    {'hecke_orbit_code': 13510799016329254, 'n': 23, 'trace_an': -82525}
  • id: 136935023
    {'hecke_orbit_code': 13510799016329254, 'n': 24, 'trace_an': -35328}
  • id: 136935024
    {'hecke_orbit_code': 13510799016329254, 'n': 25, 'trace_an': 159919}
  • id: 136935025
    {'hecke_orbit_code': 13510799016329254, 'n': 26, 'trace_an': -107416}
  • id: 136935026
    {'hecke_orbit_code': 13510799016329254, 'n': 27, 'trace_an': -75141}
  • id: 136935027
    {'hecke_orbit_code': 13510799016329254, 'n': 28, 'trace_an': -143232}
  • id: 136935028
    {'hecke_orbit_code': 13510799016329254, 'n': 29, 'trace_an': -12749}
  • id: 136935029
    {'hecke_orbit_code': 13510799016329254, 'n': 30, 'trace_an': -278256}
  • id: 136935030
    {'hecke_orbit_code': 13510799016329254, 'n': 31, 'trace_an': 258944}
  • id: 136935031
    {'hecke_orbit_code': 13510799016329254, 'n': 32, 'trace_an': 65536}
  • id: 136935032
    {'hecke_orbit_code': 13510799016329254, 'n': 33, 'trace_an': 257052}
  • id: 136935033
    {'hecke_orbit_code': 13510799016329254, 'n': 34, 'trace_an': -258048}
  • id: 136935034
    {'hecke_orbit_code': 13510799016329254, 'n': 35, 'trace_an': -448167}
  • id: 136935035
    {'hecke_orbit_code': 13510799016329254, 'n': 36, 'trace_an': 54720}
  • id: 136935036
    {'hecke_orbit_code': 13510799016329254, 'n': 37, 'trace_an': -149260}
  • id: 136935037
    {'hecke_orbit_code': 13510799016329254, 'n': 38, 'trace_an': -109744}
  • id: 136935038
    {'hecke_orbit_code': 13510799016329254, 'n': 39, 'trace_an': 889557}
  • id: 136935039
    {'hecke_orbit_code': 13510799016329254, 'n': 40, 'trace_an': 79360}
  • id: 136935040
    {'hecke_orbit_code': 13510799016329254, 'n': 41, 'trace_an': 339130}
  • id: 136935041
    {'hecke_orbit_code': 13510799016329254, 'n': 42, 'trace_an': 830376}
  • id: 136935042
    {'hecke_orbit_code': 13510799016329254, 'n': 43, 'trace_an': -83869}
  • id: 136935043
    {'hecke_orbit_code': 13510799016329254, 'n': 44, 'trace_an': -210880}
  • id: 136935044
    {'hecke_orbit_code': 13510799016329254, 'n': 45, 'trace_an': 2097243}
  • id: 136935045
    {'hecke_orbit_code': 13510799016329254, 'n': 46, 'trace_an': -660200}
  • id: 136935046
    {'hecke_orbit_code': 13510799016329254, 'n': 47, 'trace_an': 1471025}
  • id: 136935047
    {'hecke_orbit_code': 13510799016329254, 'n': 48, 'trace_an': -282624}
  • id: 136935048
    {'hecke_orbit_code': 13510799016329254, 'n': 49, 'trace_an': 1105372}
  • id: 136935049
    {'hecke_orbit_code': 13510799016329254, 'n': 50, 'trace_an': 1279352}
  • id: 136935050
    {'hecke_orbit_code': 13510799016329254, 'n': 51, 'trace_an': 913437}
  • id: 136935051
    {'hecke_orbit_code': 13510799016329254, 'n': 52, 'trace_an': -859328}
  • id: 136935052
    {'hecke_orbit_code': 13510799016329254, 'n': 53, 'trace_an': -945643}
  • id: 136935053
    {'hecke_orbit_code': 13510799016329254, 'n': 54, 'trace_an': -601128}
  • id: 136935054
    {'hecke_orbit_code': 13510799016329254, 'n': 55, 'trace_an': -1736899}
  • id: 136935055
    {'hecke_orbit_code': 13510799016329254, 'n': 56, 'trace_an': -1145856}
  • id: 136935056
    {'hecke_orbit_code': 13510799016329254, 'n': 57, 'trace_an': 473271}
  • id: 136935057
    {'hecke_orbit_code': 13510799016329254, 'n': 58, 'trace_an': -101992}
  • id: 136935058
    {'hecke_orbit_code': 13510799016329254, 'n': 59, 'trace_an': -969009}
  • id: 136935059
    {'hecke_orbit_code': 13510799016329254, 'n': 60, 'trace_an': -2226048}
  • id: 136935060
    {'hecke_orbit_code': 13510799016329254, 'n': 61, 'trace_an': -1506755}
  • id: 136935061
    {'hecke_orbit_code': 13510799016329254, 'n': 62, 'trace_an': 2071552}
  • id: 136935062
    {'hecke_orbit_code': 13510799016329254, 'n': 63, 'trace_an': -2791179}
  • id: 136935063
    {'hecke_orbit_code': 13510799016329254, 'n': 64, 'trace_an': 524288}
  • id: 136935064
    {'hecke_orbit_code': 13510799016329254, 'n': 65, 'trace_an': -5445956}
  • id: 136935065
    {'hecke_orbit_code': 13510799016329254, 'n': 66, 'trace_an': 2056416}
  • id: 136935066
    {'hecke_orbit_code': 13510799016329254, 'n': 67, 'trace_an': -1848219}
  • id: 136935067
    {'hecke_orbit_code': 13510799016329254, 'n': 68, 'trace_an': -2064384}
  • id: 136935068
    {'hecke_orbit_code': 13510799016329254, 'n': 69, 'trace_an': 6834063}
  • id: 136935069
    {'hecke_orbit_code': 13510799016329254, 'n': 70, 'trace_an': -3585336}
  • id: 136935070
    {'hecke_orbit_code': 13510799016329254, 'n': 71, 'trace_an': -3417184}
  • id: 136935071
    {'hecke_orbit_code': 13510799016329254, 'n': 72, 'trace_an': 437760}
  • id: 136935072
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  • id: 136935167
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  • id: 136935170
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  • id: 136935171
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  • id: 136935172
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  • id: 136935173
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  • id: 136935174
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  • id: 136935175
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  • id: 136935188
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  • id: 136935189
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  • id: 136935190
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  • id: 136935191
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  • id: 136935192
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  • id: 136935193
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  • id: 136935195
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  • id: 136935251
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  • id: 136935259
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  • id: 136935260
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  • id: 136935996
    {'hecke_orbit_code': 13510799016329254, 'n': 997, 'trace_an': -10023849271}
  • id: 136935997
    {'hecke_orbit_code': 13510799016329254, 'n': 998, 'trace_an': 62495353000}
  • id: 136935998
    {'hecke_orbit_code': 13510799016329254, 'n': 999, 'trace_an': 532156014}
  • id: 136935999
    {'hecke_orbit_code': 13510799016329254, 'n': 1000, 'trace_an': 24283445760}