Embedded newform data - 75.10.a.g.1.1

Formats: - HTML - YAML - JSON - 2024-05-17T12:50:53.992574

• 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': 7500, 'analytic_conductor': 38.62768771229049, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, 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': [75, 1, [26, 52], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 4729, 'field_disc_factorization': [[4729, 1]], 'field_poly': [-1182, -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, [-1092, 19, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597931995211, 'hecke_ring_generator_nbound': 2, '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': False, 'label': '75.10.a.g', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '15.10.a.c', 'nf_label': '2.2.4729.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-9-\\beta )q^{2}-3^{4}q^{3}+(751+19\\beta )q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.10.a', 'trace_display': [-19, -162, 0, 11872], 'trace_hash': 24479446157665746, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.906', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.548', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '53.029', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, -19, -162, 1521, 0, 1539, 11872, -49647, 13122, 0, 35488, -123201, -143676, -245196, 0, 707265, -385156, -124659, -403296, 0, -961632, 4278368, -223704, 4021407, 0, -1907546, -1062882, 11544484, -74572, 0, -5027128, -26629583, -2874528, 8860882, 0, 9979281, -5373628, 1542476, 11637756, 0, 14211332, 19860876, -27748920, -60705952, 0, -151491648, -95966440, -57288465, -2819950, 0, 31197636, -47088706, 64305596, 10097379, 0, -351509340, 32666976, -28649198, 187863136, 0, 154080060, -131320056, 77892192, 638301089, 0, -346547808, -33592376, -391747238, 18120024, 0, -228270976, -325733967, 33122316, -362019226, 0, -263218724, -47811456, 154511226, -932406760, 0, 86093442, -1246549646, -207040152, -935103204, 0, 623926708, 6040332, 1099114848, 224518164, 0, -669602528, 2748592992, 407197368, 1931650816, 0, 2156996223, -387134596, -1545205739, 232836768, 0, 349073988, -717731442, 1765246880, 2162652414, 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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-0.27393769966573817, -0.22271751080310073, -0.19953576070426812, -0.21484630089326653, -0.2750746500090489, -0.23890982658434118, -0.3965443883162573, -0.3630670179678754, -0.19125925001173985, -0.2775323310661807, -0.3402621117962244, -0.21815298350991918, -0.27463137188336617, -0.03846793221663585, -0.12384891000207175, -0.4115883668983123], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 34.88386249390839, 'hecke_orbit': 7, 'hecke_orbit_code': 27021597931995211, 'label': '75.10.a.g.1.1', 'level': 75, 'weight': 10}
• 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': [[[[3, -1], [5, -1]], 6, 2], [[[3, 1], [5, 1]], 6, 4], [[[3, 1], [5, -1]], 8, 2], [[[3, -1], [5, 1]], 8, 4]], 'ALdims': [6, 8, 8, 6], 'Nk2': 7500, 'analytic_conductor': 38.62768771229049, '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': [75, 1, [26, 52], [1, 1]], 'conrey_index': 1, 'cusp_dim': 84, 'dim': 28, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772235, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 2, 2, 4, 4, 4, 4], 'label': '75.10.a', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 96, 'mf_new_dim': 28, 'num_forms': 12, 'plus_dim': 12, 'prim_orbit_index': 1, 'relative_dim': 28, 'sturm_bound': 100, 'trace_bound': 2, 'trace_display': [-50, 0, 0, 6780], 'traces': [28, -50, 0, 7424, 0, -4374, 6780, 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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: 45694306
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597931995211, 'source_is_minimal': False, 'source_label': '75.10.a.g.1.1', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597931995211, 'target_is_minimal': False, 'target_label': '75.10.a.g.1.1', 'target_level': 75, 'twist_class_label': '15.10.a.c.1.2', 'twist_class_level': 15, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 45694307
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597931995211, 'source_is_minimal': False, 'source_label': '75.10.a.g.1.1', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 40532396814106849, 'target_is_minimal': False, 'target_label': '225.10.a.j.1.2', 'target_level': 225, 'twist_class_label': '15.10.a.c.1.2', 'twist_class_level': 15, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 45694308
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597931995211, 'source_is_minimal': False, 'source_label': '75.10.a.g.1.1', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014467396730955, 'target_is_minimal': False, 'target_label': '75.10.b.e.49.1', 'target_level': 75, 'twist_class_label': '15.10.a.c.1.2', 'twist_class_level': 15, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 45694309
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597931995211, 'source_is_minimal': False, 'source_label': '75.10.a.g.1.1', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 18014467396730955, 'target_is_minimal': False, 'target_label': '75.10.b.e.49.4', 'target_level': 75, 'twist_class_label': '15.10.a.c.1.2', 'twist_class_level': 15, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 45694310
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597931995211, 'source_is_minimal': False, 'source_label': '75.10.a.g.1.1', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199422513167, 'target_is_minimal': True, 'target_label': '15.10.a.c.1.2', 'target_level': 15, 'twist_class_label': '15.10.a.c.1.2', 'twist_class_level': 15, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 45694311
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597931995211, 'source_is_minimal': False, 'source_label': '75.10.a.g.1.1', 'source_level': 75, 'target_conrey_index': 199, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 27021666651472097, 'target_is_minimal': False, 'target_label': '225.10.b.g.199.4', 'target_level': 225, 'twist_class_label': '15.10.a.c.1.2', 'twist_class_level': 15, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 45694312
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597931995211, 'source_is_minimal': False, 'source_label': '75.10.a.g.1.1', 'source_level': 75, 'target_conrey_index': 199, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021666651472097, 'target_is_minimal': False, 'target_label': '225.10.b.g.199.1', 'target_level': 225, 'twist_class_label': '15.10.a.c.1.2', 'twist_class_level': 15, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 10}
  • id: 45694313
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597931995211, 'source_is_minimal': False, 'source_label': '75.10.a.g.1.1', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398677254189, 'target_is_minimal': False, 'target_label': '45.10.a.e.1.1', 'target_level': 45, 'twist_class_label': '15.10.a.c.1.2', 'twist_class_level': 15, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 10}
  • id: 45694314
    {'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597931995211, 'source_is_minimal': False, 'source_label': '75.10.a.g.1.1', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 54043195696218352, 'target_is_minimal': False, 'target_label': '240.10.a.m.1.2', 'target_level': 240, 'twist_class_label': '15.10.a.c.1.2', 'twist_class_level': 15, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 234375
    {'charpoly_factorization': [[[-1092, 19, 1], 1]], 'hecke_orbit_code': 27021597931995211, 'p': 2}
  • id: 234376
    {'charpoly_factorization': [[[81, 1], 2]], 'hecke_orbit_code': 27021597931995211, 'p': 3}
  • id: 234377
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 27021597931995211, 'p': 5}
  • id: 234378
    {'charpoly_factorization': [[[31528560, -11872, 1], 1]], 'hecke_orbit_code': 27021597931995211, 'p': 7}
  • id: 234379
    {'charpoly_factorization': [[[-4189882368, -35488, 1], 1]], 'hecke_orbit_code': 27021597931995211, 'p': 11}
  • id: 234380
    {'charpoly_factorization': [[[2896150388, 143676, 1], 1]], 'hecke_orbit_code': 27021597931995211, 'p': 13}
  • id: 234381
    {'charpoly_factorization': [[[31364196084, 385156, 1], 1]], 'hecke_orbit_code': 27021597931995211, 'p': 17}
  • id: 234382
    {'charpoly_factorization': [[[39554119280, 403296, 1], 1]], 'hecke_orbit_code': 27021597931995211, 'p': 19}
  • id: 234383
    {'charpoly_factorization': [[[-4977578430720, 223704, 1], 1]], 'hecke_orbit_code': 27021597931995211, 'p': 23}
  • id: 234384
    {'charpoly_factorization': [[[-180861933660, 74572, 1], 1]], 'hecke_orbit_code': 27021597931995211, 'p': 29}
  • id: 234385
    {'charpoly_factorization': [[[-463313088000, 5027128, 1], 1]], 'hecke_orbit_code': 27021597931995211, 'p': 31}
  • id: 234386
    {'charpoly_factorization': [[[-28861754638220, 5373628, 1], 1]], 'hecke_orbit_code': 27021597931995211, 'p': 37}
  • id: 234387
    {'charpoly_factorization': [[[-210775232832060, -14211332, 1], 1]], 'hecke_orbit_code': 27021597931995211, 'p': 41}
  • id: 234388
    {'charpoly_factorization': [[[165047750825744, 27748920, 1], 1]], 'hecke_orbit_code': 27021597931995211, 'p': 43}
  • id: 234389
    {'charpoly_factorization': [[[2082398270597376, 95966440, 1], 1]], 'hecke_orbit_code': 27021597931995211, 'p': 47}
  • id: 234390
    {'charpoly_factorization': [[[11555844938820, -64305596, 1], 1]], 'hecke_orbit_code': 27021597931995211, 'p': 53}
  • id: 234391
    {'charpoly_factorization': [[[5745641782978560, -187863136, 1], 1]], 'hecke_orbit_code': 27021597931995211, 'p': 59}
  • id: 234392
    {'charpoly_factorization': [[[-85608279866044, -154080060, 1], 1]], 'hecke_orbit_code': 27021597931995211, 'p': 61}
  • id: 234393
    {'charpoly_factorization': [[[-65232884349014256, 33592376, 1], 1]], 'hecke_orbit_code': 27021597931995211, 'p': 67}
  • id: 234394
    {'charpoly_factorization': [[[-45919384536416256, 228270976, 1], 1]], 'hecke_orbit_code': 27021597931995211, 'p': 71}
  • id: 234395
    {'charpoly_factorization': [[[-49372065464527900, -33122316, 1], 1]], 'hecke_orbit_code': 27021597931995211, 'p': 73}
  • id: 234396
    {'charpoly_factorization': [[[213523438937692800, 932406760, 1], 1]], 'hecke_orbit_code': 27021597931995211, 'p': 79}
  • id: 234397
    {'charpoly_factorization': [[[-1097200204595568, 207040152, 1], 1]], 'hecke_orbit_code': 27021597931995211, 'p': 83}
  • id: 234398
    {'charpoly_factorization': [[[-89786907488203740, -224518164, 1], 1]], 'hecke_orbit_code': 27021597931995211, 'p': 89}
  • id: 234399
    {'charpoly_factorization': [[[-2255431146557740796, 387134596, 1], 1]], 'hecke_orbit_code': 27021597931995211, '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': 7, 'label': '75.10.a.g', 'level': 75, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 181992000
    {'hecke_orbit_code': 27021597931995211, 'n': 1, 'trace_an': 2}
  • id: 181992001
    {'hecke_orbit_code': 27021597931995211, 'n': 2, 'trace_an': -19}
  • id: 181992002
    {'hecke_orbit_code': 27021597931995211, 'n': 3, 'trace_an': -162}
  • id: 181992003
    {'hecke_orbit_code': 27021597931995211, 'n': 4, 'trace_an': 1521}
  • id: 181992004
    {'hecke_orbit_code': 27021597931995211, 'n': 5, 'trace_an': 0}
  • id: 181992005
    {'hecke_orbit_code': 27021597931995211, 'n': 6, 'trace_an': 1539}
  • id: 181992006
    {'hecke_orbit_code': 27021597931995211, 'n': 7, 'trace_an': 11872}
  • id: 181992007
    {'hecke_orbit_code': 27021597931995211, 'n': 8, 'trace_an': -49647}
  • id: 181992008
    {'hecke_orbit_code': 27021597931995211, 'n': 9, 'trace_an': 13122}
  • id: 181992009
    {'hecke_orbit_code': 27021597931995211, 'n': 10, 'trace_an': 0}
  • id: 181992010
    {'hecke_orbit_code': 27021597931995211, 'n': 11, 'trace_an': 35488}
  • id: 181992011
    {'hecke_orbit_code': 27021597931995211, 'n': 12, 'trace_an': -123201}
  • id: 181992012
    {'hecke_orbit_code': 27021597931995211, 'n': 13, 'trace_an': -143676}
  • id: 181992013
    {'hecke_orbit_code': 27021597931995211, 'n': 14, 'trace_an': -245196}
  • id: 181992014
    {'hecke_orbit_code': 27021597931995211, 'n': 15, 'trace_an': 0}
  • id: 181992015
    {'hecke_orbit_code': 27021597931995211, 'n': 16, 'trace_an': 707265}
  • id: 181992016
    {'hecke_orbit_code': 27021597931995211, 'n': 17, 'trace_an': -385156}
  • id: 181992017
    {'hecke_orbit_code': 27021597931995211, 'n': 18, 'trace_an': -124659}
  • id: 181992018
    {'hecke_orbit_code': 27021597931995211, 'n': 19, 'trace_an': -403296}
  • id: 181992019
    {'hecke_orbit_code': 27021597931995211, 'n': 20, 'trace_an': 0}
  • id: 181992020
    {'hecke_orbit_code': 27021597931995211, 'n': 21, 'trace_an': -961632}
  • id: 181992021
    {'hecke_orbit_code': 27021597931995211, 'n': 22, 'trace_an': 4278368}
  • id: 181992022
    {'hecke_orbit_code': 27021597931995211, 'n': 23, 'trace_an': -223704}
  • id: 181992023
    {'hecke_orbit_code': 27021597931995211, 'n': 24, 'trace_an': 4021407}
  • id: 181992024
    {'hecke_orbit_code': 27021597931995211, 'n': 25, 'trace_an': 0}
  • id: 181992025
    {'hecke_orbit_code': 27021597931995211, 'n': 26, 'trace_an': -1907546}
  • id: 181992026
    {'hecke_orbit_code': 27021597931995211, 'n': 27, 'trace_an': -1062882}
  • id: 181992027
    {'hecke_orbit_code': 27021597931995211, 'n': 28, 'trace_an': 11544484}
  • id: 181992028
    {'hecke_orbit_code': 27021597931995211, 'n': 29, 'trace_an': -74572}
  • id: 181992029
    {'hecke_orbit_code': 27021597931995211, 'n': 30, 'trace_an': 0}
  • id: 181992030
    {'hecke_orbit_code': 27021597931995211, 'n': 31, 'trace_an': -5027128}
  • id: 181992031
    {'hecke_orbit_code': 27021597931995211, 'n': 32, 'trace_an': -26629583}
  • id: 181992032
    {'hecke_orbit_code': 27021597931995211, 'n': 33, 'trace_an': -2874528}
  • id: 181992033
    {'hecke_orbit_code': 27021597931995211, 'n': 34, 'trace_an': 8860882}
  • id: 181992034
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  • id: 181992035
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  • id: 181992036
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  • id: 181992037
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  • id: 181992038
    {'hecke_orbit_code': 27021597931995211, 'n': 39, 'trace_an': 11637756}
  • id: 181992039
    {'hecke_orbit_code': 27021597931995211, 'n': 40, 'trace_an': 0}
  • id: 181992040
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  • id: 181992041
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  • id: 181992042
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  • id: 181992043
    {'hecke_orbit_code': 27021597931995211, 'n': 44, 'trace_an': -60705952}
  • id: 181992044
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  • id: 181992045
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  • id: 181992046
    {'hecke_orbit_code': 27021597931995211, 'n': 47, 'trace_an': -95966440}
  • id: 181992047
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  • id: 181992048
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  • id: 181992049
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  • id: 181992050
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  • id: 181992051
    {'hecke_orbit_code': 27021597931995211, 'n': 52, 'trace_an': -47088706}
  • id: 181992052
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  • id: 181992053
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  • id: 181992054
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  • id: 181992055
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  • id: 181992056
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  • id: 181992057
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  • id: 181992058
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  • id: 181992059
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  • id: 181992060
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  • id: 181992061
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  • id: 181992062
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  • id: 181992063
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  • id: 181992064
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  • id: 181992065
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  • id: 181992066
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  • id: 181992067
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  • id: 181992068
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  • id: 181992069
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  • id: 181992070
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  • id: 181992071
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  • id: 181992072
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  • id: 181992073
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  • id: 181992074
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  • id: 181992075
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  • id: 181992076
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  • id: 181992077
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  • id: 181992078
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  • id: 181992079
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  • id: 181992080
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  • id: 181992081
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  • id: 181992082
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  • id: 181992083
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  • id: 181992084
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  • id: 181992085
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  • id: 181992086
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  • id: 181992087
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  • id: 181992088
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  • id: 181992089
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  • id: 181992090
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  • id: 181992091
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  • id: 181992092
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  • id: 181992093
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  • id: 181992094
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  • id: 181992095
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  • id: 181992096
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  • id: 181992097
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  • id: 181992098
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  • id: 181992099
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  • id: 181992100
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  • id: 181992101
    {'hecke_orbit_code': 27021597931995211, 'n': 102, 'trace_an': -717731442}
  • id: 181992102
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  • id: 181992103
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  • id: 181992104
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  • id: 181992105
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  • id: 181992106
    {'hecke_orbit_code': 27021597931995211, 'n': 107, 'trace_an': -724702200}
  • id: 181992107
    {'hecke_orbit_code': 27021597931995211, 'n': 108, 'trace_an': -808321761}
  • id: 181992108
    {'hecke_orbit_code': 27021597931995211, 'n': 109, 'trace_an': -2946618836}
  • id: 181992109
    {'hecke_orbit_code': 27021597931995211, 'n': 110, 'trace_an': 0}
  • id: 181992110
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  • id: 181992111
    {'hecke_orbit_code': 27021597931995211, 'n': 112, 'trace_an': 6736795492}
  • id: 181992112
    {'hecke_orbit_code': 27021597931995211, 'n': 113, 'trace_an': 276310028}
  • id: 181992113
    {'hecke_orbit_code': 27021597931995211, 'n': 114, 'trace_an': -124940556}
  • id: 181992114
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  • id: 181992115
    {'hecke_orbit_code': 27021597931995211, 'n': 116, 'trace_an': 501083002}
  • id: 181992116
    {'hecke_orbit_code': 27021597931995211, 'n': 117, 'trace_an': -942658236}
  • id: 181992117
    {'hecke_orbit_code': 27021597931995211, 'n': 118, 'trace_an': 2030203424}
  • id: 181992118
    {'hecke_orbit_code': 27021597931995211, 'n': 119, 'trace_an': -2577592416}
  • id: 181992119
    {'hecke_orbit_code': 27021597931995211, 'n': 120, 'trace_an': 0}
  • id: 181992120
    {'hecke_orbit_code': 27021597931995211, 'n': 121, 'trace_an': 4923267498}
  • id: 181992121
    {'hecke_orbit_code': 27021597931995211, 'n': 122, 'trace_an': 3872178206}
  • id: 181992122
    {'hecke_orbit_code': 27021597931995211, 'n': 123, 'trace_an': -1151117892}
  • id: 181992123
    {'hecke_orbit_code': 27021597931995211, 'n': 124, 'trace_an': -420653176}
  • id: 181992124
    {'hecke_orbit_code': 27021597931995211, 'n': 125, 'trace_an': 0}
  • id: 181992125
    {'hecke_orbit_code': 27021597931995211, 'n': 126, 'trace_an': -1608730956}
  • id: 181992126
    {'hecke_orbit_code': 27021597931995211, 'n': 127, 'trace_an': 6147899664}
  • id: 181992127
    {'hecke_orbit_code': 27021597931995211, 'n': 128, 'trace_an': -7804143087}
  • id: 181992128
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  • id: 181992129
    {'hecke_orbit_code': 27021597931995211, 'n': 130, 'trace_an': 0}
  • id: 181992130
    {'hecke_orbit_code': 27021597931995211, 'n': 131, 'trace_an': -3502091280}
  • id: 181992131
    {'hecke_orbit_code': 27021597931995211, 'n': 132, 'trace_an': 4917182112}
  • id: 181992132
    {'hecke_orbit_code': 27021597931995211, 'n': 133, 'trace_an': -2265790240}
  • id: 181992133
    {'hecke_orbit_code': 27021597931995211, 'n': 134, 'trace_an': -17282588748}
  • id: 181992134
    {'hecke_orbit_code': 27021597931995211, 'n': 135, 'trace_an': 0}
  • id: 181992135
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  • id: 181992136
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  • id: 181992137
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  • id: 181992138
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  • id: 181992139
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  • id: 181992140
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  • id: 181992141
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  • id: 181992142
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  • id: 181992143
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  • id: 181992144
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  • id: 181992145
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  • id: 181992146
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  • id: 181992147
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  • id: 181992148
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  • id: 181992149
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  • id: 181992150
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  • id: 181992151
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  • id: 181992152
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  • id: 181992153
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  • id: 181992154
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  • id: 181992155
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  • id: 181992156
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  • id: 181992157
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  • id: 181992158
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  • id: 181992159
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  • id: 181992160
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  • id: 181992161
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  • id: 181992162
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  • id: 181992163
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  • id: 181992164
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  • id: 181992165
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  • id: 181992166
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  • id: 181992167
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  • id: 181992168
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  • id: 181992169
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  • id: 181992170
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  • id: 181992171
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  • id: 181992172
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  • id: 181992173
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  • id: 181992175
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  • id: 181992176
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  • id: 181992178
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  • id: 181992179
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  • id: 181992180
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  • id: 181992181
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  • id: 181992182
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  • id: 181992183
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  • id: 181992184
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  • id: 181992185
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  • id: 181992186
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  • id: 181992187
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  • id: 181992188
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  • id: 181992189
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  • id: 181992190
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  • id: 181992191
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  • id: 181992192
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  • id: 181992193
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  • id: 181992194
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  • id: 181992195
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  • id: 181992196
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  • id: 181992197
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  • id: 181992204
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  • id: 181992219
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  • id: 181992400
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  • id: 181992933
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  • id: 181992934
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  • id: 181992935
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  • id: 181992936
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  • id: 181992937
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  • id: 181992938
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  • id: 181992939
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  • id: 181992940
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  • id: 181992941
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  • id: 181992942
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  • id: 181992943
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  • id: 181992944
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  • id: 181992945
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  • id: 181992946
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  • id: 181992947
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  • id: 181992948
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  • id: 181992949
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  • id: 181992950
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  • id: 181992951
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  • id: 181992952
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  • id: 181992953
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  • id: 181992954
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  • id: 181992955
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  • id: 181992956
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  • id: 181992958
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  • id: 181992959
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  • id: 181992960
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  • id: 181992961
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  • id: 181992962
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  • id: 181992963
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  • id: 181992964
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  • id: 181992969
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  • id: 181992970
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  • id: 181992971
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  • id: 181992972
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  • id: 181992973
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  • id: 181992975
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  • id: 181992976
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  • id: 181992977
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  • id: 181992979
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  • id: 181992980
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  • id: 181992981
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  • id: 181992982
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  • id: 181992985
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  • id: 181992986
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  • id: 181992987
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  • id: 181992988
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  • id: 181992989
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  • id: 181992990
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  • id: 181992991
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  • id: 181992992
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  • id: 181992993
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  • id: 181992994
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  • id: 181992995
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  • id: 181992996
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  • id: 181992997
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  • id: 181992998
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  • id: 181992999
    {'hecke_orbit_code': 27021597931995211, 'n': 1000, 'trace_an': 0}