Embedded newform data - 33.8.a.a.1.1

Formats: - HTML - YAML - JSON - 2024-04-19T20:43:02.276314

• 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': 2112, 'analytic_conductor': 10.308705840976017, 'analytic_rank': 1, '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': [33, 1, [23, 13], [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': 134217761, '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': True, 'label': '33.8.a.a', 'level': 33, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, '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}+3^{3}q^{3}-28q^{4}-410q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '33.8.a', 'trace_display': [10, 27, -410, -1028], 'trace_hash': 1943700674371573606, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.998', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.010', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.018', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.064', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.105', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 10, 27, -28, -410, 270, -1028, -1560, 729, -4100, -1331, -756, 12958, -10280, -11070, -12016, 17062, 7290, -54168, 11480, -27756, -13310, -11488, -42120, 89975, 129580, 19683, 28784, -186654, -110700, -188672, 79520, -35937, 170620, 421480, -20412, 395886, -541680, 349866, 639600, -47546, -277560, 602088, 37268, -298890, -114880, -647200, -324432, 233241, 899750, 460674, -362824, -1312722, 196830, 545710, 1603680, -1462536, -1866540, -2681140, 309960, 551190, -1886720, -749412, 2333248, -5312780, -359370, 459260, -477736, -310176, 4214800, -18072, -1137240, -426062, 3958860, 2429325, 1516704, 1368268, 3498660, 297764, 4926560, 531441, -475460, 5684028, 777168, -6995420, 6020880, -5039658, 2076360, -6342966, -2988900, -13320824, 321664, -5094144, -6472000, 22208880, 2147040, 16651586, 2332410, -970299, -2519300, -2083270, 4606740, -2390464, -20214480, 11379960, -13127220, -14061468, -551124, -11132066, 5457100, 10688922, 12352448, 5669034, -14625360, 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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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• 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]], 4, 1], [[[3, -1], [11, 1]], 3, 2], [[[3, 1], [11, 1]], 3, 1], [[[3, 1], [11, -1]], 2, 1]], 'ALdims': [3, 2, 3, 4], 'Nk2': 2112, 'analytic_conductor': 10.308705840976017, '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': [33, 1, [23, 13], [1, 1]], 'conrey_index': 1, 'cusp_dim': 26, 'dim': 12, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134217761, 'hecke_orbit_dims': [1, 2, 2, 3, 4], 'label': '33.8.a', 'level': 33, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 11], 'level_radical': 33, 'mf_dim': 30, 'mf_new_dim': 12, 'num_forms': 5, 'plus_dim': 7, 'prim_orbit_index': 1, 'relative_dim': 12, 'sturm_bound': 32, 'trace_bound': 2, 'trace_display': [16, 54, -776, 892], 'traces': [12, 16, 54, 716, -776, -108, 892, 5076, 8748, 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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: 421359
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 134217761, 'source_is_minimal': True, 'source_label': '33.8.a.a.1.1', 'source_level': 33, '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': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 421360
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 134217761, 'source_is_minimal': True, 'source_label': '33.8.a.a.1.1', 'source_level': 33, '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': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 421361
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 134217761, 'source_is_minimal': True, 'source_label': '33.8.a.a.1.1', 'source_level': 33, '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': '4.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 421362
    {'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 134217761, 'source_is_minimal': True, 'source_label': '33.8.a.a.1.1', 'source_level': 33, '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': '11.10', 'twisting_conrey_index': 10, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 96800
    {'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 134217761, 'p': 2}
  • id: 96801
    {'charpoly_factorization': [[[-27, 1], 1]], 'hecke_orbit_code': 134217761, 'p': 3}
  • id: 96802
    {'charpoly_factorization': [[[410, 1], 1]], 'hecke_orbit_code': 134217761, 'p': 5}
  • id: 96803
    {'charpoly_factorization': [[[1028, 1], 1]], 'hecke_orbit_code': 134217761, 'p': 7}
  • id: 96804
    {'charpoly_factorization': [[[1331, 1], 1]], 'hecke_orbit_code': 134217761, 'p': 11}
  • id: 96805
    {'charpoly_factorization': [[[-12958, 1], 1]], 'hecke_orbit_code': 134217761, 'p': 13}
  • id: 96806
    {'charpoly_factorization': [[[-17062, 1], 1]], 'hecke_orbit_code': 134217761, 'p': 17}
  • id: 96807
    {'charpoly_factorization': [[[54168, 1], 1]], 'hecke_orbit_code': 134217761, 'p': 19}
  • id: 96808
    {'charpoly_factorization': [[[11488, 1], 1]], 'hecke_orbit_code': 134217761, 'p': 23}
  • id: 96809
    {'charpoly_factorization': [[[186654, 1], 1]], 'hecke_orbit_code': 134217761, 'p': 29}
  • id: 96810
    {'charpoly_factorization': [[[188672, 1], 1]], 'hecke_orbit_code': 134217761, 'p': 31}
  • id: 96811
    {'charpoly_factorization': [[[-395886, 1], 1]], 'hecke_orbit_code': 134217761, 'p': 37}
  • id: 96812
    {'charpoly_factorization': [[[47546, 1], 1]], 'hecke_orbit_code': 134217761, 'p': 41}
  • id: 96813
    {'charpoly_factorization': [[[-602088, 1], 1]], 'hecke_orbit_code': 134217761, 'p': 43}
  • id: 96814
    {'charpoly_factorization': [[[647200, 1], 1]], 'hecke_orbit_code': 134217761, 'p': 47}
  • id: 96815
    {'charpoly_factorization': [[[1312722, 1], 1]], 'hecke_orbit_code': 134217761, 'p': 53}
  • id: 96816
    {'charpoly_factorization': [[[2681140, 1], 1]], 'hecke_orbit_code': 134217761, 'p': 59}
  • id: 96817
    {'charpoly_factorization': [[[-551190, 1], 1]], 'hecke_orbit_code': 134217761, 'p': 61}
  • id: 96818
    {'charpoly_factorization': [[[-459260, 1], 1]], 'hecke_orbit_code': 134217761, 'p': 67}
  • id: 96819
    {'charpoly_factorization': [[[18072, 1], 1]], 'hecke_orbit_code': 134217761, 'p': 71}
  • id: 96820
    {'charpoly_factorization': [[[426062, 1], 1]], 'hecke_orbit_code': 134217761, 'p': 73}
  • id: 96821
    {'charpoly_factorization': [[[-297764, 1], 1]], 'hecke_orbit_code': 134217761, 'p': 79}
  • id: 96822
    {'charpoly_factorization': [[[-5684028, 1], 1]], 'hecke_orbit_code': 134217761, 'p': 83}
  • id: 96823
    {'charpoly_factorization': [[[6342966, 1], 1]], 'hecke_orbit_code': 134217761, 'p': 89}
  • id: 96824
    {'charpoly_factorization': [[[-16651586, 1], 1]], 'hecke_orbit_code': 134217761, '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': '33.8.a.a', 'level': 33, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 13616000
    {'hecke_orbit_code': 134217761, 'n': 1, 'trace_an': 1}
  • id: 13616001
    {'hecke_orbit_code': 134217761, 'n': 2, 'trace_an': 10}
  • id: 13616002
    {'hecke_orbit_code': 134217761, 'n': 3, 'trace_an': 27}
  • id: 13616003
    {'hecke_orbit_code': 134217761, 'n': 4, 'trace_an': -28}
  • id: 13616004
    {'hecke_orbit_code': 134217761, 'n': 5, 'trace_an': -410}
  • id: 13616005
    {'hecke_orbit_code': 134217761, 'n': 6, 'trace_an': 270}
  • id: 13616006
    {'hecke_orbit_code': 134217761, 'n': 7, 'trace_an': -1028}
  • id: 13616007
    {'hecke_orbit_code': 134217761, 'n': 8, 'trace_an': -1560}
  • id: 13616008
    {'hecke_orbit_code': 134217761, 'n': 9, 'trace_an': 729}
  • id: 13616009
    {'hecke_orbit_code': 134217761, 'n': 10, 'trace_an': -4100}
  • id: 13616010
    {'hecke_orbit_code': 134217761, 'n': 11, 'trace_an': -1331}
  • id: 13616011
    {'hecke_orbit_code': 134217761, 'n': 12, 'trace_an': -756}
  • id: 13616012
    {'hecke_orbit_code': 134217761, 'n': 13, 'trace_an': 12958}
  • id: 13616013
    {'hecke_orbit_code': 134217761, 'n': 14, 'trace_an': -10280}
  • id: 13616014
    {'hecke_orbit_code': 134217761, 'n': 15, 'trace_an': -11070}
  • id: 13616015
    {'hecke_orbit_code': 134217761, 'n': 16, 'trace_an': -12016}
  • id: 13616016
    {'hecke_orbit_code': 134217761, 'n': 17, 'trace_an': 17062}
  • id: 13616017
    {'hecke_orbit_code': 134217761, 'n': 18, 'trace_an': 7290}
  • id: 13616018
    {'hecke_orbit_code': 134217761, 'n': 19, 'trace_an': -54168}
  • id: 13616019
    {'hecke_orbit_code': 134217761, 'n': 20, 'trace_an': 11480}
  • id: 13616020
    {'hecke_orbit_code': 134217761, 'n': 21, 'trace_an': -27756}
  • id: 13616021
    {'hecke_orbit_code': 134217761, 'n': 22, 'trace_an': -13310}
  • id: 13616022
    {'hecke_orbit_code': 134217761, 'n': 23, 'trace_an': -11488}
  • id: 13616023
    {'hecke_orbit_code': 134217761, 'n': 24, 'trace_an': -42120}
  • id: 13616024
    {'hecke_orbit_code': 134217761, 'n': 25, 'trace_an': 89975}
  • id: 13616025
    {'hecke_orbit_code': 134217761, 'n': 26, 'trace_an': 129580}
  • id: 13616026
    {'hecke_orbit_code': 134217761, 'n': 27, 'trace_an': 19683}
  • id: 13616027
    {'hecke_orbit_code': 134217761, 'n': 28, 'trace_an': 28784}
  • id: 13616028
    {'hecke_orbit_code': 134217761, 'n': 29, 'trace_an': -186654}
  • id: 13616029
    {'hecke_orbit_code': 134217761, 'n': 30, 'trace_an': -110700}
  • id: 13616030
    {'hecke_orbit_code': 134217761, 'n': 31, 'trace_an': -188672}
  • id: 13616031
    {'hecke_orbit_code': 134217761, 'n': 32, 'trace_an': 79520}
  • id: 13616032
    {'hecke_orbit_code': 134217761, 'n': 33, 'trace_an': -35937}
  • id: 13616033
    {'hecke_orbit_code': 134217761, 'n': 34, 'trace_an': 170620}
  • id: 13616034
    {'hecke_orbit_code': 134217761, 'n': 35, 'trace_an': 421480}
  • id: 13616035
    {'hecke_orbit_code': 134217761, 'n': 36, 'trace_an': -20412}
  • id: 13616036
    {'hecke_orbit_code': 134217761, 'n': 37, 'trace_an': 395886}
  • id: 13616037
    {'hecke_orbit_code': 134217761, 'n': 38, 'trace_an': -541680}
  • id: 13616038
    {'hecke_orbit_code': 134217761, 'n': 39, 'trace_an': 349866}
  • id: 13616039
    {'hecke_orbit_code': 134217761, 'n': 40, 'trace_an': 639600}
  • id: 13616040
    {'hecke_orbit_code': 134217761, 'n': 41, 'trace_an': -47546}
  • id: 13616041
    {'hecke_orbit_code': 134217761, 'n': 42, 'trace_an': -277560}
  • id: 13616042
    {'hecke_orbit_code': 134217761, 'n': 43, 'trace_an': 602088}
  • id: 13616043
    {'hecke_orbit_code': 134217761, 'n': 44, 'trace_an': 37268}
  • id: 13616044
    {'hecke_orbit_code': 134217761, 'n': 45, 'trace_an': -298890}
  • id: 13616045
    {'hecke_orbit_code': 134217761, 'n': 46, 'trace_an': -114880}
  • id: 13616046
    {'hecke_orbit_code': 134217761, 'n': 47, 'trace_an': -647200}
  • id: 13616047
    {'hecke_orbit_code': 134217761, 'n': 48, 'trace_an': -324432}
  • id: 13616048
    {'hecke_orbit_code': 134217761, 'n': 49, 'trace_an': 233241}
  • id: 13616049
    {'hecke_orbit_code': 134217761, 'n': 50, 'trace_an': 899750}
  • id: 13616050
    {'hecke_orbit_code': 134217761, 'n': 51, 'trace_an': 460674}
  • id: 13616051
    {'hecke_orbit_code': 134217761, 'n': 52, 'trace_an': -362824}
  • id: 13616052
    {'hecke_orbit_code': 134217761, 'n': 53, 'trace_an': -1312722}
  • id: 13616053
    {'hecke_orbit_code': 134217761, 'n': 54, 'trace_an': 196830}
  • id: 13616054
    {'hecke_orbit_code': 134217761, 'n': 55, 'trace_an': 545710}
  • id: 13616055
    {'hecke_orbit_code': 134217761, 'n': 56, 'trace_an': 1603680}
  • id: 13616056
    {'hecke_orbit_code': 134217761, 'n': 57, 'trace_an': -1462536}
  • id: 13616057
    {'hecke_orbit_code': 134217761, 'n': 58, 'trace_an': -1866540}
  • id: 13616058
    {'hecke_orbit_code': 134217761, 'n': 59, 'trace_an': -2681140}
  • id: 13616059
    {'hecke_orbit_code': 134217761, 'n': 60, 'trace_an': 309960}
  • id: 13616060
    {'hecke_orbit_code': 134217761, 'n': 61, 'trace_an': 551190}
  • id: 13616061
    {'hecke_orbit_code': 134217761, 'n': 62, 'trace_an': -1886720}
  • id: 13616062
    {'hecke_orbit_code': 134217761, 'n': 63, 'trace_an': -749412}
  • id: 13616063
    {'hecke_orbit_code': 134217761, 'n': 64, 'trace_an': 2333248}
  • id: 13616064
    {'hecke_orbit_code': 134217761, 'n': 65, 'trace_an': -5312780}
  • id: 13616065
    {'hecke_orbit_code': 134217761, 'n': 66, 'trace_an': -359370}
  • id: 13616066
    {'hecke_orbit_code': 134217761, 'n': 67, 'trace_an': 459260}
  • id: 13616067
    {'hecke_orbit_code': 134217761, 'n': 68, 'trace_an': -477736}
  • id: 13616068
    {'hecke_orbit_code': 134217761, 'n': 69, 'trace_an': -310176}
  • id: 13616069
    {'hecke_orbit_code': 134217761, 'n': 70, 'trace_an': 4214800}
  • id: 13616070
    {'hecke_orbit_code': 134217761, 'n': 71, 'trace_an': -18072}
  • id: 13616071
    {'hecke_orbit_code': 134217761, 'n': 72, 'trace_an': -1137240}
  • id: 13616072
    {'hecke_orbit_code': 134217761, 'n': 73, 'trace_an': -426062}
  • id: 13616073
    {'hecke_orbit_code': 134217761, 'n': 74, 'trace_an': 3958860}
  • id: 13616074
    {'hecke_orbit_code': 134217761, 'n': 75, 'trace_an': 2429325}
  • id: 13616075
    {'hecke_orbit_code': 134217761, 'n': 76, 'trace_an': 1516704}
  • id: 13616076
    {'hecke_orbit_code': 134217761, 'n': 77, 'trace_an': 1368268}
  • id: 13616077
    {'hecke_orbit_code': 134217761, 'n': 78, 'trace_an': 3498660}
  • id: 13616078
    {'hecke_orbit_code': 134217761, 'n': 79, 'trace_an': 297764}
  • id: 13616079
    {'hecke_orbit_code': 134217761, 'n': 80, 'trace_an': 4926560}
  • id: 13616080
    {'hecke_orbit_code': 134217761, 'n': 81, 'trace_an': 531441}
  • id: 13616081
    {'hecke_orbit_code': 134217761, 'n': 82, 'trace_an': -475460}
  • id: 13616082
    {'hecke_orbit_code': 134217761, 'n': 83, 'trace_an': 5684028}
  • id: 13616083
    {'hecke_orbit_code': 134217761, 'n': 84, 'trace_an': 777168}
  • id: 13616084
    {'hecke_orbit_code': 134217761, 'n': 85, 'trace_an': -6995420}
  • id: 13616085
    {'hecke_orbit_code': 134217761, 'n': 86, 'trace_an': 6020880}
  • id: 13616086
    {'hecke_orbit_code': 134217761, 'n': 87, 'trace_an': -5039658}
  • id: 13616087
    {'hecke_orbit_code': 134217761, 'n': 88, 'trace_an': 2076360}
  • id: 13616088
    {'hecke_orbit_code': 134217761, 'n': 89, 'trace_an': -6342966}
  • id: 13616089
    {'hecke_orbit_code': 134217761, 'n': 90, 'trace_an': -2988900}
  • id: 13616090
    {'hecke_orbit_code': 134217761, 'n': 91, 'trace_an': -13320824}
  • id: 13616091
    {'hecke_orbit_code': 134217761, 'n': 92, 'trace_an': 321664}
  • id: 13616092
    {'hecke_orbit_code': 134217761, 'n': 93, 'trace_an': -5094144}
  • id: 13616093
    {'hecke_orbit_code': 134217761, 'n': 94, 'trace_an': -6472000}
  • id: 13616094
    {'hecke_orbit_code': 134217761, 'n': 95, 'trace_an': 22208880}
  • id: 13616095
    {'hecke_orbit_code': 134217761, 'n': 96, 'trace_an': 2147040}
  • id: 13616096
    {'hecke_orbit_code': 134217761, 'n': 97, 'trace_an': 16651586}
  • id: 13616097
    {'hecke_orbit_code': 134217761, 'n': 98, 'trace_an': 2332410}
  • id: 13616098
    {'hecke_orbit_code': 134217761, 'n': 99, 'trace_an': -970299}
  • id: 13616099
    {'hecke_orbit_code': 134217761, 'n': 100, 'trace_an': -2519300}
  • id: 13616100
    {'hecke_orbit_code': 134217761, 'n': 101, 'trace_an': -2083270}
  • id: 13616101
    {'hecke_orbit_code': 134217761, 'n': 102, 'trace_an': 4606740}
  • id: 13616102
    {'hecke_orbit_code': 134217761, 'n': 103, 'trace_an': -2390464}
  • id: 13616103
    {'hecke_orbit_code': 134217761, 'n': 104, 'trace_an': -20214480}
  • id: 13616104
    {'hecke_orbit_code': 134217761, 'n': 105, 'trace_an': 11379960}
  • id: 13616105
    {'hecke_orbit_code': 134217761, 'n': 106, 'trace_an': -13127220}
  • id: 13616106
    {'hecke_orbit_code': 134217761, 'n': 107, 'trace_an': -14061468}
  • id: 13616107
    {'hecke_orbit_code': 134217761, 'n': 108, 'trace_an': -551124}
  • id: 13616108
    {'hecke_orbit_code': 134217761, 'n': 109, 'trace_an': -11132066}
  • id: 13616109
    {'hecke_orbit_code': 134217761, 'n': 110, 'trace_an': 5457100}
  • id: 13616110
    {'hecke_orbit_code': 134217761, 'n': 111, 'trace_an': 10688922}
  • id: 13616111
    {'hecke_orbit_code': 134217761, 'n': 112, 'trace_an': 12352448}
  • id: 13616112
    {'hecke_orbit_code': 134217761, 'n': 113, 'trace_an': 5669034}
  • id: 13616113
    {'hecke_orbit_code': 134217761, 'n': 114, 'trace_an': -14625360}
  • id: 13616114
    {'hecke_orbit_code': 134217761, 'n': 115, 'trace_an': 4710080}
  • id: 13616115
    {'hecke_orbit_code': 134217761, 'n': 116, 'trace_an': 5226312}
  • id: 13616116
    {'hecke_orbit_code': 134217761, 'n': 117, 'trace_an': 9446382}
  • id: 13616117
    {'hecke_orbit_code': 134217761, 'n': 118, 'trace_an': -26811400}
  • id: 13616118
    {'hecke_orbit_code': 134217761, 'n': 119, 'trace_an': -17539736}
  • id: 13616119
    {'hecke_orbit_code': 134217761, 'n': 120, 'trace_an': 17269200}
  • id: 13616120
    {'hecke_orbit_code': 134217761, 'n': 121, 'trace_an': 1771561}
  • id: 13616121
    {'hecke_orbit_code': 134217761, 'n': 122, 'trace_an': 5511900}
  • id: 13616122
    {'hecke_orbit_code': 134217761, 'n': 123, 'trace_an': -1283742}
  • id: 13616123
    {'hecke_orbit_code': 134217761, 'n': 124, 'trace_an': 5282816}
  • id: 13616124
    {'hecke_orbit_code': 134217761, 'n': 125, 'trace_an': -4858500}
  • id: 13616125
    {'hecke_orbit_code': 134217761, 'n': 126, 'trace_an': -7494120}
  • id: 13616126
    {'hecke_orbit_code': 134217761, 'n': 127, 'trace_an': -20917036}
  • id: 13616127
    {'hecke_orbit_code': 134217761, 'n': 128, 'trace_an': 13153920}
  • id: 13616128
    {'hecke_orbit_code': 134217761, 'n': 129, 'trace_an': 16256376}
  • id: 13616129
    {'hecke_orbit_code': 134217761, 'n': 130, 'trace_an': -53127800}
  • id: 13616130
    {'hecke_orbit_code': 134217761, 'n': 131, 'trace_an': -11264892}
  • id: 13616131
    {'hecke_orbit_code': 134217761, 'n': 132, 'trace_an': 1006236}
  • id: 13616132
    {'hecke_orbit_code': 134217761, 'n': 133, 'trace_an': 55684704}
  • id: 13616133
    {'hecke_orbit_code': 134217761, 'n': 134, 'trace_an': 4592600}
  • id: 13616134
    {'hecke_orbit_code': 134217761, 'n': 135, 'trace_an': -8070030}
  • id: 13616135
    {'hecke_orbit_code': 134217761, 'n': 136, 'trace_an': -26616720}
  • id: 13616136
    {'hecke_orbit_code': 134217761, 'n': 137, 'trace_an': 444290}
  • id: 13616137
    {'hecke_orbit_code': 134217761, 'n': 138, 'trace_an': -3101760}
  • id: 13616138
    {'hecke_orbit_code': 134217761, 'n': 139, 'trace_an': 34261264}
  • id: 13616139
    {'hecke_orbit_code': 134217761, 'n': 140, 'trace_an': -11801440}
  • id: 13616140
    {'hecke_orbit_code': 134217761, 'n': 141, 'trace_an': -17474400}
  • id: 13616141
    {'hecke_orbit_code': 134217761, 'n': 142, 'trace_an': -180720}
  • id: 13616142
    {'hecke_orbit_code': 134217761, 'n': 143, 'trace_an': -17247098}
  • id: 13616143
    {'hecke_orbit_code': 134217761, 'n': 144, 'trace_an': -8759664}
  • id: 13616144
    {'hecke_orbit_code': 134217761, 'n': 145, 'trace_an': 76528140}
  • id: 13616145
    {'hecke_orbit_code': 134217761, 'n': 146, 'trace_an': -4260620}
  • id: 13616146
    {'hecke_orbit_code': 134217761, 'n': 147, 'trace_an': 6297507}
  • id: 13616147
    {'hecke_orbit_code': 134217761, 'n': 148, 'trace_an': -11084808}
  • id: 13616148
    {'hecke_orbit_code': 134217761, 'n': 149, 'trace_an': -48221134}
  • id: 13616149
    {'hecke_orbit_code': 134217761, 'n': 150, 'trace_an': 24293250}
  • id: 13616150
    {'hecke_orbit_code': 134217761, 'n': 151, 'trace_an': -44869252}
  • id: 13616151
    {'hecke_orbit_code': 134217761, 'n': 152, 'trace_an': 84502080}
  • id: 13616152
    {'hecke_orbit_code': 134217761, 'n': 153, 'trace_an': 12438198}
  • id: 13616153
    {'hecke_orbit_code': 134217761, 'n': 154, 'trace_an': 13682680}
  • id: 13616154
    {'hecke_orbit_code': 134217761, 'n': 155, 'trace_an': 77355520}
  • id: 13616155
    {'hecke_orbit_code': 134217761, 'n': 156, 'trace_an': -9796248}
  • id: 13616156
    {'hecke_orbit_code': 134217761, 'n': 157, 'trace_an': -5389066}
  • id: 13616157
    {'hecke_orbit_code': 134217761, 'n': 158, 'trace_an': 2977640}
  • id: 13616158
    {'hecke_orbit_code': 134217761, 'n': 159, 'trace_an': -35443494}
  • id: 13616159
    {'hecke_orbit_code': 134217761, 'n': 160, 'trace_an': -32603200}
  • id: 13616160
    {'hecke_orbit_code': 134217761, 'n': 161, 'trace_an': 11809664}
  • id: 13616161
    {'hecke_orbit_code': 134217761, 'n': 162, 'trace_an': 5314410}
  • id: 13616162
    {'hecke_orbit_code': 134217761, 'n': 163, 'trace_an': 98167444}
  • id: 13616163
    {'hecke_orbit_code': 134217761, 'n': 164, 'trace_an': 1331288}
  • id: 13616164
    {'hecke_orbit_code': 134217761, 'n': 165, 'trace_an': 14734170}
  • id: 13616165
    {'hecke_orbit_code': 134217761, 'n': 166, 'trace_an': 56840280}
  • id: 13616166
    {'hecke_orbit_code': 134217761, 'n': 167, 'trace_an': -44061120}
  • id: 13616167
    {'hecke_orbit_code': 134217761, 'n': 168, 'trace_an': 43299360}
  • id: 13616168
    {'hecke_orbit_code': 134217761, 'n': 169, 'trace_an': 105161247}
  • id: 13616169
    {'hecke_orbit_code': 134217761, 'n': 170, 'trace_an': -69954200}
  • id: 13616170
    {'hecke_orbit_code': 134217761, 'n': 171, 'trace_an': -39488472}
  • id: 13616171
    {'hecke_orbit_code': 134217761, 'n': 172, 'trace_an': -16858464}
  • id: 13616172
    {'hecke_orbit_code': 134217761, 'n': 173, 'trace_an': 67108722}
  • id: 13616173
    {'hecke_orbit_code': 134217761, 'n': 174, 'trace_an': -50396580}
  • id: 13616174
    {'hecke_orbit_code': 134217761, 'n': 175, 'trace_an': -92494300}
  • id: 13616175
    {'hecke_orbit_code': 134217761, 'n': 176, 'trace_an': 15993296}
  • id: 13616176
    {'hecke_orbit_code': 134217761, 'n': 177, 'trace_an': -72390780}
  • id: 13616177
    {'hecke_orbit_code': 134217761, 'n': 178, 'trace_an': -63429660}
  • id: 13616178
    {'hecke_orbit_code': 134217761, 'n': 179, 'trace_an': 4349292}
  • id: 13616179
    {'hecke_orbit_code': 134217761, 'n': 180, 'trace_an': 8368920}
  • id: 13616180
    {'hecke_orbit_code': 134217761, 'n': 181, 'trace_an': -12023810}
  • id: 13616181
    {'hecke_orbit_code': 134217761, 'n': 182, 'trace_an': -133208240}
  • id: 13616182
    {'hecke_orbit_code': 134217761, 'n': 183, 'trace_an': 14882130}
  • id: 13616183
    {'hecke_orbit_code': 134217761, 'n': 184, 'trace_an': 17921280}
  • id: 13616184
    {'hecke_orbit_code': 134217761, 'n': 185, 'trace_an': -162313260}
  • id: 13616185
    {'hecke_orbit_code': 134217761, 'n': 186, 'trace_an': -50941440}
  • id: 13616186
    {'hecke_orbit_code': 134217761, 'n': 187, 'trace_an': -22709522}
  • id: 13616187
    {'hecke_orbit_code': 134217761, 'n': 188, 'trace_an': 18121600}
  • id: 13616188
    {'hecke_orbit_code': 134217761, 'n': 189, 'trace_an': -20234124}
  • id: 13616189
    {'hecke_orbit_code': 134217761, 'n': 190, 'trace_an': 222088800}
  • id: 13616190
    {'hecke_orbit_code': 134217761, 'n': 191, 'trace_an': 59639888}
  • id: 13616191
    {'hecke_orbit_code': 134217761, 'n': 192, 'trace_an': 62997696}
  • id: 13616192
    {'hecke_orbit_code': 134217761, 'n': 193, 'trace_an': -98103614}
  • id: 13616193
    {'hecke_orbit_code': 134217761, 'n': 194, 'trace_an': 166515860}
  • id: 13616194
    {'hecke_orbit_code': 134217761, 'n': 195, 'trace_an': -143445060}
  • id: 13616195
    {'hecke_orbit_code': 134217761, 'n': 196, 'trace_an': -6530748}
  • id: 13616196
    {'hecke_orbit_code': 134217761, 'n': 197, 'trace_an': -109316918}
  • id: 13616197
    {'hecke_orbit_code': 134217761, 'n': 198, 'trace_an': -9702990}
  • id: 13616198
    {'hecke_orbit_code': 134217761, 'n': 199, 'trace_an': -36431736}
  • id: 13616199
    {'hecke_orbit_code': 134217761, 'n': 200, 'trace_an': -140361000}
  • id: 13616200
    {'hecke_orbit_code': 134217761, 'n': 201, 'trace_an': 12400020}
  • id: 13616201
    {'hecke_orbit_code': 134217761, 'n': 202, 'trace_an': -20832700}
  • id: 13616202
    {'hecke_orbit_code': 134217761, 'n': 203, 'trace_an': 191880312}
  • id: 13616203
    {'hecke_orbit_code': 134217761, 'n': 204, 'trace_an': -12898872}
  • id: 13616204
    {'hecke_orbit_code': 134217761, 'n': 205, 'trace_an': 19493860}
  • id: 13616205
    {'hecke_orbit_code': 134217761, 'n': 206, 'trace_an': -23904640}
  • id: 13616206
    {'hecke_orbit_code': 134217761, 'n': 207, 'trace_an': -8374752}
  • id: 13616207
    {'hecke_orbit_code': 134217761, 'n': 208, 'trace_an': -155703328}
  • id: 13616208
    {'hecke_orbit_code': 134217761, 'n': 209, 'trace_an': 72097608}
  • id: 13616209
    {'hecke_orbit_code': 134217761, 'n': 210, 'trace_an': 113799600}
  • id: 13616210
    {'hecke_orbit_code': 134217761, 'n': 211, 'trace_an': 13863720}
  • id: 13616211
    {'hecke_orbit_code': 134217761, 'n': 212, 'trace_an': 36756216}
  • id: 13616212
    {'hecke_orbit_code': 134217761, 'n': 213, 'trace_an': -487944}
  • id: 13616213
    {'hecke_orbit_code': 134217761, 'n': 214, 'trace_an': -140614680}
  • id: 13616214
    {'hecke_orbit_code': 134217761, 'n': 215, 'trace_an': -246856080}
  • id: 13616215
    {'hecke_orbit_code': 134217761, 'n': 216, 'trace_an': -30705480}
  • id: 13616216
    {'hecke_orbit_code': 134217761, 'n': 217, 'trace_an': 193954816}
  • id: 13616217
    {'hecke_orbit_code': 134217761, 'n': 218, 'trace_an': -111320660}
  • id: 13616218
    {'hecke_orbit_code': 134217761, 'n': 219, 'trace_an': -11503674}
  • id: 13616219
    {'hecke_orbit_code': 134217761, 'n': 220, 'trace_an': -15279880}
  • id: 13616220
    {'hecke_orbit_code': 134217761, 'n': 221, 'trace_an': 221089396}
  • id: 13616221
    {'hecke_orbit_code': 134217761, 'n': 222, 'trace_an': 106889220}
  • id: 13616222
    {'hecke_orbit_code': 134217761, 'n': 223, 'trace_an': 135934840}
  • id: 13616223
    {'hecke_orbit_code': 134217761, 'n': 224, 'trace_an': -81746560}
  • id: 13616224
    {'hecke_orbit_code': 134217761, 'n': 225, 'trace_an': 65591775}
  • id: 13616225
    {'hecke_orbit_code': 134217761, 'n': 226, 'trace_an': 56690340}
  • id: 13616226
    {'hecke_orbit_code': 134217761, 'n': 227, 'trace_an': 28220268}
  • id: 13616227
    {'hecke_orbit_code': 134217761, 'n': 228, 'trace_an': 40951008}
  • id: 13616228
    {'hecke_orbit_code': 134217761, 'n': 229, 'trace_an': -53121522}
  • id: 13616229
    {'hecke_orbit_code': 134217761, 'n': 230, 'trace_an': 47100800}
  • id: 13616230
    {'hecke_orbit_code': 134217761, 'n': 231, 'trace_an': 36943236}
  • id: 13616231
    {'hecke_orbit_code': 134217761, 'n': 232, 'trace_an': 291180240}
  • id: 13616232
    {'hecke_orbit_code': 134217761, 'n': 233, 'trace_an': 154588854}
  • id: 13616233
    {'hecke_orbit_code': 134217761, 'n': 234, 'trace_an': 94463820}
  • id: 13616234
    {'hecke_orbit_code': 134217761, 'n': 235, 'trace_an': 265352000}
  • id: 13616235
    {'hecke_orbit_code': 134217761, 'n': 236, 'trace_an': 75071920}
  • id: 13616236
    {'hecke_orbit_code': 134217761, 'n': 237, 'trace_an': 8039628}
  • id: 13616237
    {'hecke_orbit_code': 134217761, 'n': 238, 'trace_an': -175397360}
  • id: 13616238
    {'hecke_orbit_code': 134217761, 'n': 239, 'trace_an': -186143400}
  • id: 13616239
    {'hecke_orbit_code': 134217761, 'n': 240, 'trace_an': 133017120}
  • id: 13616240
    {'hecke_orbit_code': 134217761, 'n': 241, 'trace_an': 262107082}
  • id: 13616241
    {'hecke_orbit_code': 134217761, 'n': 242, 'trace_an': 17715610}
  • id: 13616242
    {'hecke_orbit_code': 134217761, 'n': 243, 'trace_an': 14348907}
  • id: 13616243
    {'hecke_orbit_code': 134217761, 'n': 244, 'trace_an': -15433320}
  • id: 13616244
    {'hecke_orbit_code': 134217761, 'n': 245, 'trace_an': -95628810}
  • id: 13616245
    {'hecke_orbit_code': 134217761, 'n': 246, 'trace_an': -12837420}
  • id: 13616246
    {'hecke_orbit_code': 134217761, 'n': 247, 'trace_an': -701908944}
  • id: 13616247
    {'hecke_orbit_code': 134217761, 'n': 248, 'trace_an': 294328320}
  • id: 13616248
    {'hecke_orbit_code': 134217761, 'n': 249, 'trace_an': 153468756}
  • id: 13616249
    {'hecke_orbit_code': 134217761, 'n': 250, 'trace_an': -48585000}
  • id: 13616250
    {'hecke_orbit_code': 134217761, 'n': 251, 'trace_an': -275827148}
  • id: 13616251
    {'hecke_orbit_code': 134217761, 'n': 252, 'trace_an': 20983536}
  • id: 13616252
    {'hecke_orbit_code': 134217761, 'n': 253, 'trace_an': 15290528}
  • id: 13616253
    {'hecke_orbit_code': 134217761, 'n': 254, 'trace_an': -209170360}
  • id: 13616254
    {'hecke_orbit_code': 134217761, 'n': 255, 'trace_an': -188876340}
  • id: 13616255
    {'hecke_orbit_code': 134217761, 'n': 256, 'trace_an': -167116544}
  • id: 13616256
    {'hecke_orbit_code': 134217761, 'n': 257, 'trace_an': 1068562}
  • id: 13616257
    {'hecke_orbit_code': 134217761, 'n': 258, 'trace_an': 162563760}
  • id: 13616258
    {'hecke_orbit_code': 134217761, 'n': 259, 'trace_an': -406970808}
  • id: 13616259
    {'hecke_orbit_code': 134217761, 'n': 260, 'trace_an': 148757840}
  • id: 13616260
    {'hecke_orbit_code': 134217761, 'n': 261, 'trace_an': -136070766}
  • id: 13616261
    {'hecke_orbit_code': 134217761, 'n': 262, 'trace_an': -112648920}
  • id: 13616262
    {'hecke_orbit_code': 134217761, 'n': 263, 'trace_an': -79292416}
  • id: 13616263
    {'hecke_orbit_code': 134217761, 'n': 264, 'trace_an': 56061720}
  • id: 13616264
    {'hecke_orbit_code': 134217761, 'n': 265, 'trace_an': 538216020}
  • id: 13616265
    {'hecke_orbit_code': 134217761, 'n': 266, 'trace_an': 556847040}
  • id: 13616266
    {'hecke_orbit_code': 134217761, 'n': 267, 'trace_an': -171260082}
  • id: 13616267
    {'hecke_orbit_code': 134217761, 'n': 268, 'trace_an': -12859280}
  • id: 13616268
    {'hecke_orbit_code': 134217761, 'n': 269, 'trace_an': 210169942}
  • id: 13616269
    {'hecke_orbit_code': 134217761, 'n': 270, 'trace_an': -80700300}
  • id: 13616270
    {'hecke_orbit_code': 134217761, 'n': 271, 'trace_an': -265509556}
  • id: 13616271
    {'hecke_orbit_code': 134217761, 'n': 272, 'trace_an': -205016992}
  • id: 13616272
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  • id: 13616273
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  • id: 13616274
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  • id: 13616275
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  • id: 13616276
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  • id: 13616277
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  • id: 13616278
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  • id: 13616279
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  • id: 13616280
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  • id: 13616281
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  • id: 13616282
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  • id: 13616283
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  • id: 13616284
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  • id: 13616285
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  • id: 13616286
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  • id: 13616287
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  • id: 13616288
    {'hecke_orbit_code': 134217761, 'n': 289, 'trace_an': -119226829}
  • id: 13616289
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  • id: 13616290
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  • id: 13616291
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  • id: 13616292
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  • id: 13616293
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  • id: 13616294
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  • id: 13616295
    {'hecke_orbit_code': 134217761, 'n': 296, 'trace_an': -617582160}
  • id: 13616296
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  • id: 13616297
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  • id: 13616298
    {'hecke_orbit_code': 134217761, 'n': 299, 'trace_an': -148861504}
  • id: 13616299
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  • id: 13616300
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  • id: 13616301
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  • id: 13616302
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  • id: 13616303
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  • id: 13616304
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  • id: 13616305
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  • id: 13616306
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  • id: 13616307
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  • id: 13616308
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  • id: 13616309
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  • id: 13616310
    {'hecke_orbit_code': 134217761, 'n': 311, 'trace_an': -519734352}
  • id: 13616311
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  • id: 13616312
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  • id: 13616313
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  • id: 13616314
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  • id: 13616315
    {'hecke_orbit_code': 134217761, 'n': 316, 'trace_an': -8337392}
  • id: 13616316
    {'hecke_orbit_code': 134217761, 'n': 317, 'trace_an': 756875470}
  • id: 13616317
    {'hecke_orbit_code': 134217761, 'n': 318, 'trace_an': -354434940}
  • id: 13616318
    {'hecke_orbit_code': 134217761, 'n': 319, 'trace_an': 248436474}
  • id: 13616319
    {'hecke_orbit_code': 134217761, 'n': 320, 'trace_an': -956631680}
  • id: 13616320
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  • id: 13616321
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  • id: 13616322
    {'hecke_orbit_code': 134217761, 'n': 323, 'trace_an': -924214416}
  • id: 13616323
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  • id: 13616324
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  • id: 13616325
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  • id: 13616326
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  • id: 13616327
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  • id: 13616328
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  • id: 13616329
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  • id: 13616330
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  • id: 13616331
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  • id: 13616332
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  • id: 13616333
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  • id: 13616334
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  • id: 13616335
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  • id: 13616336
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  • id: 13616337
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  • id: 13616338
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  • id: 13616339
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  • id: 13616340
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  • id: 13616341
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  • id: 13616342
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  • id: 13616343
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  • id: 13616344
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  • id: 13616345
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  • id: 13616346
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  • id: 13616347
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  • id: 13616348
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  • id: 13616349
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  • id: 13616350
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  • id: 13616351
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  • id: 13616352
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  • id: 13616353
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  • id: 13616354
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  • id: 13616355
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  • id: 13616356
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  • id: 13616357
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  • id: 13616358
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  • id: 13616359
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  • id: 13616360
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  • id: 13616361
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  • id: 13616362
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  • id: 13616363
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  • id: 13616364
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  • id: 13616365
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  • id: 13616366
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  • id: 13616367
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  • id: 13616368
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  • id: 13616369
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  • id: 13616370
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  • id: 13616371
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  • id: 13616372
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  • id: 13616373
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  • id: 13616374
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  • id: 13616375
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  • id: 13616376
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  • id: 13616377
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  • id: 13616378
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  • id: 13616379
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  • id: 13616380
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  • id: 13616381
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  • id: 13616382
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  • id: 13616383
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  • id: 13616384
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  • id: 13616385
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  • id: 13616386
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  • id: 13616387
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  • id: 13616388
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  • id: 13616389
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  • id: 13616390
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  • id: 13616391
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  • id: 13616392
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  • id: 13616393
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  • id: 13616394
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  • id: 13616395
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  • id: 13616396
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  • id: 13616397
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  • id: 13616398
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  • id: 13616399
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  • id: 13616400
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  • id: 13616401
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  • id: 13616402
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  • id: 13616403
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  • id: 13616404
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  • id: 13616405
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  • id: 13616406
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  • id: 13616407
    {'hecke_orbit_code': 134217761, 'n': 408, 'trace_an': -718651440}
  • id: 13616408
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  • id: 13616409
    {'hecke_orbit_code': 134217761, 'n': 410, 'trace_an': 194938600}
  • id: 13616410
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  • id: 13616411
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  • id: 13616412
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  • id: 13616413
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  • id: 13616414
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  • id: 13616415
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  • id: 13616416
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  • id: 13616417
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  • id: 13616418
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  • id: 13616419
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  • id: 13616420
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  • id: 13616421
    {'hecke_orbit_code': 134217761, 'n': 422, 'trace_an': 138637200}
  • id: 13616422
    {'hecke_orbit_code': 134217761, 'n': 423, 'trace_an': -471808800}
  • id: 13616423
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  • id: 13616424
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  • id: 13616425
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  • id: 13616426
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  • id: 13616427
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  • id: 13616428
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  • id: 13616429
    {'hecke_orbit_code': 134217761, 'n': 430, 'trace_an': -2468560800}
  • id: 13616430
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  • id: 13616431
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  • id: 13616432
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  • id: 13616433
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  • id: 13616434
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  • id: 13616435
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  • id: 13616436
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  • id: 13616437
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  • id: 13616438
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  • id: 13616439
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  • id: 13616440
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  • id: 13616441
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  • id: 13616442
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  • id: 13616443
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  • id: 13616444
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  • id: 13616445
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  • id: 13616446
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  • id: 13616447
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  • id: 13616448
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  • id: 13616449
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  • id: 13616450
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  • id: 13616451
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  • id: 13616452
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  • id: 13616453
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  • id: 13616454
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  • id: 13616455
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  • id: 13616456
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  • id: 13616457
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  • id: 13616458
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  • id: 13616459
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  • id: 13616460
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  • id: 13616461
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  • id: 13616462
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  • id: 13616463
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  • id: 13616464
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  • id: 13616465
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  • id: 13616466
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  • id: 13616467
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  • id: 13616468
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  • id: 13616469
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  • id: 13616470
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  • id: 13616471
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  • id: 13616472
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  • id: 13616473
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  • id: 13616474
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  • id: 13616475
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  • id: 13616476
    {'hecke_orbit_code': 134217761, 'n': 477, 'trace_an': -956974338}
  • id: 13616477
    {'hecke_orbit_code': 134217761, 'n': 478, 'trace_an': -1861434000}
  • id: 13616478
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  • id: 13616479
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  • id: 13616480
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  • id: 13616481
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  • id: 13616482
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  • id: 13616483
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  • id: 13616484
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  • id: 13616485
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  • id: 13616486
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  • id: 13616487
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  • id: 13616488
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  • id: 13616489
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  • id: 13616490
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  • id: 13616491
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  • id: 13616492
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  • id: 13616493
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  • id: 13616494
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  • id: 13616495
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  • id: 13616496
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  • id: 13616497
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  • id: 13616498
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  • id: 13616499
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  • id: 13616500
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  • id: 13616501
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  • id: 13616502
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  • id: 13616503
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  • id: 13616504
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  • id: 13616505
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  • id: 13616506
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  • id: 13616507
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  • id: 13616508
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  • id: 13616509
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  • id: 13616510
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  • id: 13616511
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  • id: 13616512
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  • id: 13616513
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  • id: 13616514
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  • id: 13616515
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  • id: 13616516
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  • id: 13616517
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  • id: 13616518
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  • id: 13616519
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  • id: 13616520
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  • id: 13616521
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  • id: 13616522
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  • id: 13616523
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  • id: 13616524
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  • id: 13616525
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  • id: 13616526
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  • id: 13616527
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  • id: 13616528
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  • id: 13616529
    {'hecke_orbit_code': 134217761, 'n': 530, 'trace_an': 5382160200}
  • id: 13616530
    {'hecke_orbit_code': 134217761, 'n': 531, 'trace_an': -1954551060}
  • id: 13616531
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  • id: 13616532
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  • id: 13616533
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  • id: 13616534
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  • id: 13616535
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  • id: 13616536
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  • id: 13616537
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  • id: 13616538
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  • id: 13616539
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  • id: 13616540
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  • id: 13616541
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  • id: 13616542
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  • id: 13616543
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  • id: 13616544
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  • id: 13616545
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  • id: 13616546
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  • id: 13616547
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  • id: 13616548
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  • id: 13616549
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  • id: 13616550
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  • id: 13616551
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  • id: 13616552
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  • id: 13616553
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  • id: 13616554
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  • id: 13616555
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  • id: 13616556
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  • id: 13616557
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  • id: 13616558
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  • id: 13616559
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  • id: 13616560
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  • id: 13616561
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  • id: 13616562
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  • id: 13616563
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  • id: 13616564
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  • id: 13616565
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  • id: 13616566
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  • id: 13616567
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  • id: 13616568
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  • id: 13616569
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  • id: 13616570
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  • id: 13616571
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  • id: 13616572
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  • id: 13616573
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  • id: 13616574
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  • id: 13616575
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  • id: 13616576
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  • id: 13616577
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  • id: 13616578
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  • id: 13616579
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  • id: 13616580
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  • id: 13616581
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  • id: 13616582
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  • id: 13616583
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  • id: 13616584
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  • id: 13616585
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  • id: 13616586
    {'hecke_orbit_code': 134217761, 'n': 587, 'trace_an': 6763465516}
  • id: 13616587
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  • id: 13616588
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  • id: 13616589
    {'hecke_orbit_code': 134217761, 'n': 590, 'trace_an': 10992674000}
  • id: 13616590
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  • id: 13616591
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  • id: 13616592
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  • id: 13616593
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  • id: 13616594
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  • id: 13616595
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  • id: 13616596
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  • id: 13616597
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  • id: 13616598
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  • id: 13616599
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  • id: 13616600
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  • id: 13616601
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  • id: 13616602
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  • id: 13616603
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  • id: 13616604
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  • id: 13616605
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  • id: 13616606
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  • id: 13616607
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  • id: 13616608
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  • id: 13616609
    {'hecke_orbit_code': 134217761, 'n': 610, 'trace_an': -2259879000}
  • id: 13616610
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  • id: 13616611
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  • id: 13616612
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  • id: 13616613
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  • id: 13616614
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  • id: 13616615
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  • id: 13616616
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  • id: 13616617
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  • id: 13616618
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  • id: 13616619
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  • id: 13616620
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  • id: 13616621
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  • id: 13616622
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  • id: 13616623
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  • id: 13616624
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  • id: 13616625
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  • id: 13616626
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  • id: 13616627
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  • id: 13616628
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  • id: 13616629
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  • id: 13616630
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  • id: 13616631
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  • id: 13616632
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  • id: 13616633
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  • id: 13616634
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  • id: 13616635
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  • id: 13616636
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  • id: 13616637
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  • id: 13616638
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  • id: 13616639
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  • id: 13616640
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  • id: 13616641
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  • id: 13616642
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  • id: 13616643
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  • id: 13616644
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  • id: 13616645
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  • id: 13616646
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  • id: 13616647
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  • id: 13616648
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  • id: 13616649
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  • id: 13616650
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  • id: 13616651
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  • id: 13616652
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  • id: 13616653
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  • id: 13616654
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  • id: 13616655
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  • id: 13616656
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  • id: 13616657
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  • id: 13616658
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  • id: 13616659
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  • id: 13616660
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  • id: 13616661
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  • id: 13616662
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  • id: 13616663
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  • id: 13616664
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  • id: 13616665
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  • id: 13616666
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  • id: 13616667
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  • id: 13616668
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  • id: 13616669
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  • id: 13616670
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  • id: 13616671
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  • id: 13616672
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  • id: 13616673
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  • id: 13616674
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  • id: 13616675
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  • id: 13616676
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  • id: 13616677
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  • id: 13616678
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  • id: 13616679
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  • id: 13616680
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  • id: 13616681
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  • id: 13616716
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  • id: 13616786
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  • id: 13616788
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  • id: 13616789
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  • id: 13616790
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  • id: 13616791
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  • id: 13616812
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  • id: 13616813
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  • id: 13616815
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  • id: 13616816
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  • id: 13616819
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  • id: 13616820
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  • id: 13616821
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  • id: 13616822
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  • id: 13616824
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  • id: 13616826
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  • id: 13616827
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  • id: 13616832
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  • id: 13616880
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  • id: 13616881
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  • id: 13616999
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