Embedded newform data - 99.8.a.a.1.1

Formats: - HTML - YAML - JSON - 2023-12-10T23:38:38.687559

• 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': 6336, 'analytic_conductor': 30.926117522928052, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [11, -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': [99, 1, [56, 46], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [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': [[2, [10, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 134217827, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '99.8.a.a', 'level': 99, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 11], 'level_radical': 33, 'minimal_twist': '33.8.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-10q^{2}-28q^{4}+410q^{5}-1028q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '99.8.a', 'trace_display': [-10, 0, 410, -1028], 'trace_hash': 486907050352868752, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.997', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.026', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.018', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.091', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.105', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, -10, 0, -28, 410, 0, -1028, 1560, 0, -4100, 1331, 0, 12958, 10280, 0, -12016, -17062, 0, -54168, -11480, 0, -13310, 11488, 0, 89975, -129580, 0, 28784, 186654, 0, -188672, -79520, 0, 170620, -421480, 0, 395886, 541680, 0, 639600, 47546, 0, 602088, -37268, 0, -114880, 647200, 0, 233241, -899750, 0, -362824, 1312722, 0, 545710, -1603680, 0, -1866540, 2681140, 0, 551190, 1886720, 0, 2333248, 5312780, 0, 459260, 477736, 0, 4214800, 18072, 0, -426062, -3958860, 0, 1516704, -1368268, 0, 297764, -4926560, 0, -475460, -5684028, 0, -6995420, -6020880, 0, 2076360, 6342966, 0, -13320824, -321664, 0, -6472000, -22208880, 0, 16651586, -2332410, 0, -2519300, 2083270, 0, -2390464, 20214480, 0, -13127220, 14061468, 0, -11132066, -5457100, 0, 12352448, -5669034, 0, 4710080, -5226312, 0, -26811400, 17539736, 0, 1771561, -5511900, 0, 5282816, 4858500, 0, -20917036, -13153920, 0, -53127800, 11264892, 0, 55684704, -4592600, 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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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-0.14330951899834343, -0.2747481132773244, -0.2761771499115832, -0.22458690832048178, -0.29238073193554975, -0.16638313894687312, -0.34842578992150053, -0.25275596925626626, -0.43551167062422147, -0.1830606249708243], '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': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 134217827, 'label': '99.8.a.a.1.1', 'level': 99, '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': [[[[3, -1], [11, -1]], 10, 4], [[[3, -1], [11, 1]], 8, 3], [[[3, 1], [11, 1]], 5, 1], [[[3, 1], [11, -1]], 5, 1]], 'ALdims': [5, 5, 8, 10], 'Nk2': 6336, 'analytic_conductor': 30.926117522928052, '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': [99, 1, [56, 46], [1, 1]], 'conrey_index': 1, 'cusp_dim': 80, 'dim': 28, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134217827, 'hecke_orbit_dims': [1, 2, 2, 2, 3, 4, 4, 5, 5], 'label': '99.8.a', 'level': 99, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 11], 'level_radical': 33, 'mf_dim': 88, 'mf_new_dim': 28, 'num_forms': 9, 'plus_dim': 15, 'prim_orbit_index': 1, 'relative_dim': 28, 'sturm_bound': 96, 'trace_bound': 2, 'trace_display': [-8, 0, 709, 726], 'traces': [28, -8, 0, 1548, 709, 0, 726, -5136, 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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: 422259
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 134217827, 'source_is_minimal': False, 'source_label': '99.8.a.a.1.1', 'source_level': 99, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 134217827, 'target_is_minimal': False, 'target_label': '99.8.a.a.1.1', 'target_level': 99, 'twist_class_label': '33.8.a.a.1.1', 'twist_class_level': 33, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 422260
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 134217827, 'source_is_minimal': False, 'source_label': '99.8.a.a.1.1', 'source_level': 99, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 134217761, 'target_is_minimal': True, 'target_label': '33.8.a.a.1.1', 'target_level': 33, 'twist_class_label': '33.8.a.a.1.1', 'twist_class_level': 33, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 422261
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 134217827, 'source_is_minimal': False, 'source_label': '99.8.a.a.1.1', 'source_level': 99, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 134218256, 'target_is_minimal': False, 'target_label': '528.8.a.a.1.1', 'target_level': 528, 'twist_class_label': '33.8.a.a.1.1', 'twist_class_level': 33, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 8}
  • id: 422262
    {'conductor': 33, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 134217827, 'source_is_minimal': False, 'source_label': '99.8.a.a.1.1', 'source_level': 99, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 134218091, 'target_is_minimal': False, 'target_label': '363.8.a.a.1.1', 'target_level': 363, 'twist_class_label': '33.8.a.a.1.1', 'twist_class_level': 33, 'twisting_char_label': '33.32', 'twisting_conrey_index': 32, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 296500
    {'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 134217827, 'p': 2}
  • id: 296501
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 134217827, 'p': 3}
  • id: 296502
    {'charpoly_factorization': [[[-410, 1], 1]], 'hecke_orbit_code': 134217827, 'p': 5}
  • id: 296503
    {'charpoly_factorization': [[[1028, 1], 1]], 'hecke_orbit_code': 134217827, 'p': 7}
  • id: 296504
    {'charpoly_factorization': [[[-1331, 1], 1]], 'hecke_orbit_code': 134217827, 'p': 11}
  • id: 296505
    {'charpoly_factorization': [[[-12958, 1], 1]], 'hecke_orbit_code': 134217827, 'p': 13}
  • id: 296506
    {'charpoly_factorization': [[[17062, 1], 1]], 'hecke_orbit_code': 134217827, 'p': 17}
  • id: 296507
    {'charpoly_factorization': [[[54168, 1], 1]], 'hecke_orbit_code': 134217827, 'p': 19}
  • id: 296508
    {'charpoly_factorization': [[[-11488, 1], 1]], 'hecke_orbit_code': 134217827, 'p': 23}
  • id: 296509
    {'charpoly_factorization': [[[-186654, 1], 1]], 'hecke_orbit_code': 134217827, 'p': 29}
  • id: 296510
    {'charpoly_factorization': [[[188672, 1], 1]], 'hecke_orbit_code': 134217827, 'p': 31}
  • id: 296511
    {'charpoly_factorization': [[[-395886, 1], 1]], 'hecke_orbit_code': 134217827, 'p': 37}
  • id: 296512
    {'charpoly_factorization': [[[-47546, 1], 1]], 'hecke_orbit_code': 134217827, 'p': 41}
  • id: 296513
    {'charpoly_factorization': [[[-602088, 1], 1]], 'hecke_orbit_code': 134217827, 'p': 43}
  • id: 296514
    {'charpoly_factorization': [[[-647200, 1], 1]], 'hecke_orbit_code': 134217827, 'p': 47}
  • id: 296515
    {'charpoly_factorization': [[[-1312722, 1], 1]], 'hecke_orbit_code': 134217827, 'p': 53}
  • id: 296516
    {'charpoly_factorization': [[[-2681140, 1], 1]], 'hecke_orbit_code': 134217827, 'p': 59}
  • id: 296517
    {'charpoly_factorization': [[[-551190, 1], 1]], 'hecke_orbit_code': 134217827, 'p': 61}
  • id: 296518
    {'charpoly_factorization': [[[-459260, 1], 1]], 'hecke_orbit_code': 134217827, 'p': 67}
  • id: 296519
    {'charpoly_factorization': [[[-18072, 1], 1]], 'hecke_orbit_code': 134217827, 'p': 71}
  • id: 296520
    {'charpoly_factorization': [[[426062, 1], 1]], 'hecke_orbit_code': 134217827, 'p': 73}
  • id: 296521
    {'charpoly_factorization': [[[-297764, 1], 1]], 'hecke_orbit_code': 134217827, 'p': 79}
  • id: 296522
    {'charpoly_factorization': [[[5684028, 1], 1]], 'hecke_orbit_code': 134217827, 'p': 83}
  • id: 296523
    {'charpoly_factorization': [[[-6342966, 1], 1]], 'hecke_orbit_code': 134217827, 'p': 89}
  • id: 296524
    {'charpoly_factorization': [[[-16651586, 1], 1]], 'hecke_orbit_code': 134217827, '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': 1, 'label': '99.8.a.a', 'level': 99, '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: 13682000
    {'hecke_orbit_code': 134217827, 'n': 1, 'trace_an': 1}
  • id: 13682001
    {'hecke_orbit_code': 134217827, 'n': 2, 'trace_an': -10}
  • id: 13682002
    {'hecke_orbit_code': 134217827, 'n': 3, 'trace_an': 0}
  • id: 13682003
    {'hecke_orbit_code': 134217827, 'n': 4, 'trace_an': -28}
  • id: 13682004
    {'hecke_orbit_code': 134217827, 'n': 5, 'trace_an': 410}
  • id: 13682005
    {'hecke_orbit_code': 134217827, 'n': 6, 'trace_an': 0}
  • id: 13682006
    {'hecke_orbit_code': 134217827, 'n': 7, 'trace_an': -1028}
  • id: 13682007
    {'hecke_orbit_code': 134217827, 'n': 8, 'trace_an': 1560}
  • id: 13682008
    {'hecke_orbit_code': 134217827, 'n': 9, 'trace_an': 0}
  • id: 13682009
    {'hecke_orbit_code': 134217827, 'n': 10, 'trace_an': -4100}
  • id: 13682010
    {'hecke_orbit_code': 134217827, 'n': 11, 'trace_an': 1331}
  • id: 13682011
    {'hecke_orbit_code': 134217827, 'n': 12, 'trace_an': 0}
  • id: 13682012
    {'hecke_orbit_code': 134217827, 'n': 13, 'trace_an': 12958}
  • id: 13682013
    {'hecke_orbit_code': 134217827, 'n': 14, 'trace_an': 10280}
  • id: 13682014
    {'hecke_orbit_code': 134217827, 'n': 15, 'trace_an': 0}
  • id: 13682015
    {'hecke_orbit_code': 134217827, 'n': 16, 'trace_an': -12016}
  • id: 13682016
    {'hecke_orbit_code': 134217827, 'n': 17, 'trace_an': -17062}
  • id: 13682017
    {'hecke_orbit_code': 134217827, 'n': 18, 'trace_an': 0}
  • id: 13682018
    {'hecke_orbit_code': 134217827, 'n': 19, 'trace_an': -54168}
  • id: 13682019
    {'hecke_orbit_code': 134217827, 'n': 20, 'trace_an': -11480}
  • id: 13682020
    {'hecke_orbit_code': 134217827, 'n': 21, 'trace_an': 0}
  • id: 13682021
    {'hecke_orbit_code': 134217827, 'n': 22, 'trace_an': -13310}
  • id: 13682022
    {'hecke_orbit_code': 134217827, 'n': 23, 'trace_an': 11488}
  • id: 13682023
    {'hecke_orbit_code': 134217827, 'n': 24, 'trace_an': 0}
  • id: 13682024
    {'hecke_orbit_code': 134217827, 'n': 25, 'trace_an': 89975}
  • id: 13682025
    {'hecke_orbit_code': 134217827, 'n': 26, 'trace_an': -129580}
  • id: 13682026
    {'hecke_orbit_code': 134217827, 'n': 27, 'trace_an': 0}
  • id: 13682027
    {'hecke_orbit_code': 134217827, 'n': 28, 'trace_an': 28784}
  • id: 13682028
    {'hecke_orbit_code': 134217827, 'n': 29, 'trace_an': 186654}
  • id: 13682029
    {'hecke_orbit_code': 134217827, 'n': 30, 'trace_an': 0}
  • id: 13682030
    {'hecke_orbit_code': 134217827, 'n': 31, 'trace_an': -188672}
  • id: 13682031
    {'hecke_orbit_code': 134217827, 'n': 32, 'trace_an': -79520}
  • id: 13682032
    {'hecke_orbit_code': 134217827, 'n': 33, 'trace_an': 0}
  • id: 13682033
    {'hecke_orbit_code': 134217827, 'n': 34, 'trace_an': 170620}
  • id: 13682034
    {'hecke_orbit_code': 134217827, 'n': 35, 'trace_an': -421480}
  • id: 13682035
    {'hecke_orbit_code': 134217827, 'n': 36, 'trace_an': 0}
  • id: 13682036
    {'hecke_orbit_code': 134217827, 'n': 37, 'trace_an': 395886}
  • id: 13682037
    {'hecke_orbit_code': 134217827, 'n': 38, 'trace_an': 541680}
  • id: 13682038
    {'hecke_orbit_code': 134217827, 'n': 39, 'trace_an': 0}
  • id: 13682039
    {'hecke_orbit_code': 134217827, 'n': 40, 'trace_an': 639600}
  • id: 13682040
    {'hecke_orbit_code': 134217827, 'n': 41, 'trace_an': 47546}
  • id: 13682041
    {'hecke_orbit_code': 134217827, 'n': 42, 'trace_an': 0}
  • id: 13682042
    {'hecke_orbit_code': 134217827, 'n': 43, 'trace_an': 602088}
  • id: 13682043
    {'hecke_orbit_code': 134217827, 'n': 44, 'trace_an': -37268}
  • id: 13682044
    {'hecke_orbit_code': 134217827, 'n': 45, 'trace_an': 0}
  • id: 13682045
    {'hecke_orbit_code': 134217827, 'n': 46, 'trace_an': -114880}
  • id: 13682046
    {'hecke_orbit_code': 134217827, 'n': 47, 'trace_an': 647200}
  • id: 13682047
    {'hecke_orbit_code': 134217827, 'n': 48, 'trace_an': 0}
  • id: 13682048
    {'hecke_orbit_code': 134217827, 'n': 49, 'trace_an': 233241}
  • id: 13682049
    {'hecke_orbit_code': 134217827, 'n': 50, 'trace_an': -899750}
  • id: 13682050
    {'hecke_orbit_code': 134217827, 'n': 51, 'trace_an': 0}
  • id: 13682051
    {'hecke_orbit_code': 134217827, 'n': 52, 'trace_an': -362824}
  • id: 13682052
    {'hecke_orbit_code': 134217827, 'n': 53, 'trace_an': 1312722}
  • id: 13682053
    {'hecke_orbit_code': 134217827, 'n': 54, 'trace_an': 0}
  • id: 13682054
    {'hecke_orbit_code': 134217827, 'n': 55, 'trace_an': 545710}
  • id: 13682055
    {'hecke_orbit_code': 134217827, 'n': 56, 'trace_an': -1603680}
  • id: 13682056
    {'hecke_orbit_code': 134217827, 'n': 57, 'trace_an': 0}
  • id: 13682057
    {'hecke_orbit_code': 134217827, 'n': 58, 'trace_an': -1866540}
  • id: 13682058
    {'hecke_orbit_code': 134217827, 'n': 59, 'trace_an': 2681140}
  • id: 13682059
    {'hecke_orbit_code': 134217827, 'n': 60, 'trace_an': 0}
  • id: 13682060
    {'hecke_orbit_code': 134217827, 'n': 61, 'trace_an': 551190}
  • id: 13682061
    {'hecke_orbit_code': 134217827, 'n': 62, 'trace_an': 1886720}
  • id: 13682062
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  • id: 13682063
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  • id: 13682064
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  • id: 13682065
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  • id: 13682066
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  • id: 13682067
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  • id: 13682068
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  • id: 13682069
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  • id: 13682070
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  • id: 13682071
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  • id: 13682072
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  • id: 13682073
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  • id: 13682074
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  • id: 13682075
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  • id: 13682076
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  • id: 13682077
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  • id: 13682078
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  • id: 13682079
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  • id: 13682080
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  • id: 13682081
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  • id: 13682082
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  • id: 13682083
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  • id: 13682084
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  • id: 13682085
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  • id: 13682086
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  • id: 13682087
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  • id: 13682088
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  • id: 13682089
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  • id: 13682090
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  • id: 13682091
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  • id: 13682092
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  • id: 13682093
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  • id: 13682094
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  • id: 13682095
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  • id: 13682096
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  • id: 13682097
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  • id: 13682098
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  • id: 13682099
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  • id: 13682100
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  • id: 13682101
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  • id: 13682102
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  • id: 13682103
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  • id: 13682104
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  • id: 13682105
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  • id: 13682106
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  • id: 13682107
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  • id: 13682108
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  • id: 13682109
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  • id: 13682110
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  • id: 13682111
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  • id: 13682112
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  • id: 13682113
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  • id: 13682114
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  • id: 13682115
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  • id: 13682116
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  • id: 13682117
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  • id: 13682118
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  • id: 13682119
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  • id: 13682120
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  • id: 13682121
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  • id: 13682122
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  • id: 13682123
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  • id: 13682124
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  • id: 13682125
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  • id: 13682126
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  • id: 13682127
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  • id: 13682128
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  • id: 13682129
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  • id: 13682130
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  • id: 13682131
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  • id: 13682132
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  • id: 13682133
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  • id: 13682134
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  • id: 13682135
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  • id: 13682136
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  • id: 13682137
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  • id: 13682138
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  • id: 13682139
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  • id: 13682140
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  • id: 13682141
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  • id: 13682142
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  • id: 13682143
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  • id: 13682144
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  • id: 13682145
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  • id: 13682146
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  • id: 13682147
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  • id: 13682148
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  • id: 13682149
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  • id: 13682150
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  • id: 13682151
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  • id: 13682152
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  • id: 13682153
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  • id: 13682154
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  • id: 13682155
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  • id: 13682156
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  • id: 13682157
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  • id: 13682158
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  • id: 13682159
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  • id: 13682160
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  • id: 13682161
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  • id: 13682162
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  • id: 13682163
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  • id: 13682164
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  • id: 13682165
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  • id: 13682166
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  • id: 13682167
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  • id: 13682168
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  • id: 13682169
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  • id: 13682170
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  • id: 13682171
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  • id: 13682172
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  • id: 13682173
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  • id: 13682174
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  • id: 13682175
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  • id: 13682176
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  • id: 13682177
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  • id: 13682178
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  • id: 13682179
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  • id: 13682180
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  • id: 13682181
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  • id: 13682182
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  • id: 13682183
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  • id: 13682184
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  • id: 13682185
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  • id: 13682186
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  • id: 13682187
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  • id: 13682188
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  • id: 13682189
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  • id: 13682190
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  • id: 13682191
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  • id: 13682192
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  • id: 13682193
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  • id: 13682194
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  • id: 13682195
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  • id: 13682196
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  • id: 13682197
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  • id: 13682198
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  • id: 13682199
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  • id: 13682200
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  • id: 13682201
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  • id: 13682202
    {'hecke_orbit_code': 134217827, 'n': 203, 'trace_an': -191880312}
  • id: 13682203
    {'hecke_orbit_code': 134217827, 'n': 204, 'trace_an': 0}
  • id: 13682204
    {'hecke_orbit_code': 134217827, 'n': 205, 'trace_an': 19493860}
  • id: 13682205
    {'hecke_orbit_code': 134217827, 'n': 206, 'trace_an': 23904640}
  • id: 13682206
    {'hecke_orbit_code': 134217827, 'n': 207, 'trace_an': 0}
  • id: 13682207
    {'hecke_orbit_code': 134217827, 'n': 208, 'trace_an': -155703328}
  • id: 13682208
    {'hecke_orbit_code': 134217827, 'n': 209, 'trace_an': -72097608}
  • id: 13682209
    {'hecke_orbit_code': 134217827, 'n': 210, 'trace_an': 0}
  • id: 13682210
    {'hecke_orbit_code': 134217827, 'n': 211, 'trace_an': 13863720}
  • id: 13682211
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  • id: 13682212
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  • id: 13682213
    {'hecke_orbit_code': 134217827, 'n': 214, 'trace_an': -140614680}
  • id: 13682214
    {'hecke_orbit_code': 134217827, 'n': 215, 'trace_an': 246856080}
  • id: 13682215
    {'hecke_orbit_code': 134217827, 'n': 216, 'trace_an': 0}
  • id: 13682216
    {'hecke_orbit_code': 134217827, 'n': 217, 'trace_an': 193954816}
  • id: 13682217
    {'hecke_orbit_code': 134217827, 'n': 218, 'trace_an': 111320660}
  • id: 13682218
    {'hecke_orbit_code': 134217827, 'n': 219, 'trace_an': 0}
  • id: 13682219
    {'hecke_orbit_code': 134217827, 'n': 220, 'trace_an': -15279880}
  • id: 13682220
    {'hecke_orbit_code': 134217827, 'n': 221, 'trace_an': -221089396}
  • id: 13682221
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  • id: 13682222
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  • id: 13682223
    {'hecke_orbit_code': 134217827, 'n': 224, 'trace_an': 81746560}
  • id: 13682224
    {'hecke_orbit_code': 134217827, 'n': 225, 'trace_an': 0}
  • id: 13682225
    {'hecke_orbit_code': 134217827, 'n': 226, 'trace_an': 56690340}
  • id: 13682226
    {'hecke_orbit_code': 134217827, 'n': 227, 'trace_an': -28220268}
  • id: 13682227
    {'hecke_orbit_code': 134217827, 'n': 228, 'trace_an': 0}
  • id: 13682228
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  • id: 13682229
    {'hecke_orbit_code': 134217827, 'n': 230, 'trace_an': -47100800}
  • id: 13682230
    {'hecke_orbit_code': 134217827, 'n': 231, 'trace_an': 0}
  • id: 13682231
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  • id: 13682232
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  • id: 13682233
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  • id: 13682234
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  • id: 13682235
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  • id: 13682236
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  • id: 13682237
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  • id: 13682238
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  • id: 13682239
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  • id: 13682240
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  • id: 13682241
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  • id: 13682242
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  • id: 13682243
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  • id: 13682244
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  • id: 13682245
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  • id: 13682246
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  • id: 13682247
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  • id: 13682248
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  • id: 13682249
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  • id: 13682250
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  • id: 13682251
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  • id: 13682252
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  • id: 13682253
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  • id: 13682254
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  • id: 13682255
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  • id: 13682256
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  • id: 13682257
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  • id: 13682258
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  • id: 13682259
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  • id: 13682260
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  • id: 13682261
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  • id: 13682262
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  • id: 13682263
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  • id: 13682264
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  • id: 13682265
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  • id: 13682266
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  • id: 13682267
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  • id: 13682268
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  • id: 13682269
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