Embedded newform data - 175.10.a.a.1.1

Formats: - HTML - YAML - JSON - 2026-03-12T16:15:04.821501

• mf_newforms •

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

  
  {'Nk2': 17500, 'analytic_conductor': 90.1312713286778, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [7, 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': [175, 1, [127, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [28, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 167772335, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '175.10.a.a', 'level': 175, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 7], 'level_radical': 35, 'minimal_twist': '35.10.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-28q^{2}+116q^{3}+272q^{4}-3248q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '175.10.a', 'trace_display': [-28, 116, 0, -2401], 'trace_hash': 9501995058624127, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.011', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.977', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.015', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.899', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.624', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -28, 116, 272, 0, -3248, -2401, 6720, -6227, 0, -25548, 31552, 42306, 67228, 0, -327424, 526342, 174356, -350060, 0, -278516, 715344, 621976, 779520, 0, -1184568, -3005560, -653072, 6720430, 0, -6412208, 5727232, -2963568, -14737576, 0, -1693744, 2317682, 9801680, 4907496, 0, -10224678, 7798448, -30114004, -6949056, 0, -17415328, 23644912, -37981184, 5764801, 0, 61055672, 11507232, -57292654, 84155680, 0, -16134720, -40606960, -188172040, 84934780, 0, 14677822, 179541824, 14951027, 7278592, 0, 82979904, 244557812, 143165024, 72149216, 0, 61901952, -41845440, 283763726, -64895096, 0, -95216320, 61340748, -137409888, 276107480, 0, -226078919, 286290984, 72995956, -75756352, 0, 843192112, 779569880, -171682560, -896368470, 0, -101576706, 169177472, -743816128, -662057536, 0, 664358912, -1205809578, -161414428, 159087396, 0, -1460213338, -1709558816, -1080085304, 284296320, 0, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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-0.3807668175183292, -0.1878472490409493, -0.2978037025123278, -0.29353525568405453, -0.28078574932779077, -0.28401339678691934, -0.16788957270111138, -0.13422510697735412, -0.21799363613505934, -0.29938951916784573, -0.34971791544438996, -0.1814353757459715, -0.27935784090891475, -0.12397315456109814, -0.3300474863957377, -0.05086629129809579, -0.1811363176580922, -0.2280285759576589, -0.3373074642635175, -0.22039247640330872, -0.23610406158536387, -0.2923856243612902], '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': 167772335, 'label': '175.10.a.a.1.1', 'level': 175, 'weight': 10}
• mf_newspaces •

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

  
  {'ALdims': [19, 22, 23, 21], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [23, 23, 22, 21], 'Nk2': 17500, 'analytic_conductor': 90.1312713286778, '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': [175, 1, [127, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 174, 'dim': 85, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772335, 'hecke_orbit_dims': [1, 2, 2, 3, 4, 5, 6, 8, 8, 10, 10, 13, 13], 'label': '175.10.a', 'level': 175, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 7], 'level_radical': 35, 'mf_dim': 186, 'mf_new_dim': 85, 'num_forms': 13, 'plus_dim': 40, 'prim_orbit_index': 1, 'relative_dim': 85, 'sturm_bound': 200, 'trace_bound': 2, 'trace_display': [-17, 294, 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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: 442361
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 167772335, 'source_is_minimal': False, 'source_label': '175.10.a.a.1.1', 'source_level': 175, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 167772335, 'target_is_minimal': False, 'target_label': '175.10.a.a.1.1', 'target_level': 175, 'twist_class_label': '35.10.a.a.1.1', 'twist_class_level': 35, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 442362
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 167772335, 'source_is_minimal': False, 'source_label': '175.10.a.a.1.1', 'source_level': 175, 'target_conrey_index': 99, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 68887249071, 'target_is_minimal': False, 'target_label': '175.10.b.a.99.1', 'target_level': 175, 'twist_class_label': '35.10.a.a.1.1', 'twist_class_level': 35, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 442363
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 167772335, 'source_is_minimal': False, 'source_label': '175.10.a.a.1.1', 'source_level': 175, 'target_conrey_index': 99, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 68887249071, 'target_is_minimal': False, 'target_label': '175.10.b.a.99.2', 'target_level': 175, 'twist_class_label': '35.10.a.a.1.1', 'twist_class_level': 35, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 442364
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 167772335, 'source_is_minimal': False, 'source_label': '175.10.a.a.1.1', 'source_level': 175, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 167772195, 'target_is_minimal': True, 'target_label': '35.10.a.a.1.1', 'target_level': 35, 'twist_class_label': '35.10.a.a.1.1', 'twist_class_level': 35, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 442365
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 167772335, 'source_is_minimal': False, 'source_label': '175.10.a.a.1.1', 'source_level': 175, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 167772475, 'target_is_minimal': False, 'target_label': '315.10.a.a.1.1', 'target_level': 315, 'twist_class_label': '35.10.a.a.1.1', 'twist_class_level': 35, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 10}
  • id: 442366
    {'conductor': 35, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 167772335, 'source_is_minimal': False, 'source_label': '175.10.a.a.1.1', 'source_level': 175, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599795142901, 'target_is_minimal': False, 'target_label': '245.10.a.b.1.1', 'target_level': 245, 'twist_class_label': '35.10.a.a.1.1', 'twist_class_level': 35, 'twisting_char_label': '35.34', 'twisting_conrey_index': 34, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 451275
    {'charpoly_factorization': [[[28, 1], 1]], 'hecke_orbit_code': 167772335, 'p': 2}
  • id: 451276
    {'charpoly_factorization': [[[-116, 1], 1]], 'hecke_orbit_code': 167772335, 'p': 3}
  • id: 451277
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 167772335, 'p': 5}
  • id: 451278
    {'charpoly_factorization': [[[2401, 1], 1]], 'hecke_orbit_code': 167772335, 'p': 7}
  • id: 451279
    {'charpoly_factorization': [[[25548, 1], 1]], 'hecke_orbit_code': 167772335, 'p': 11}
  • id: 451280
    {'charpoly_factorization': [[[-42306, 1], 1]], 'hecke_orbit_code': 167772335, 'p': 13}
  • id: 451281
    {'charpoly_factorization': [[[-526342, 1], 1]], 'hecke_orbit_code': 167772335, 'p': 17}
  • id: 451282
    {'charpoly_factorization': [[[350060, 1], 1]], 'hecke_orbit_code': 167772335, 'p': 19}
  • id: 451283
    {'charpoly_factorization': [[[-621976, 1], 1]], 'hecke_orbit_code': 167772335, 'p': 23}
  • id: 451284
    {'charpoly_factorization': [[[-6720430, 1], 1]], 'hecke_orbit_code': 167772335, 'p': 29}
  • id: 451285
    {'charpoly_factorization': [[[6412208, 1], 1]], 'hecke_orbit_code': 167772335, 'p': 31}
  • id: 451286
    {'charpoly_factorization': [[[-2317682, 1], 1]], 'hecke_orbit_code': 167772335, 'p': 37}
  • id: 451287
    {'charpoly_factorization': [[[10224678, 1], 1]], 'hecke_orbit_code': 167772335, 'p': 41}
  • id: 451288
    {'charpoly_factorization': [[[30114004, 1], 1]], 'hecke_orbit_code': 167772335, 'p': 43}
  • id: 451289
    {'charpoly_factorization': [[[-23644912, 1], 1]], 'hecke_orbit_code': 167772335, 'p': 47}
  • id: 451290
    {'charpoly_factorization': [[[57292654, 1], 1]], 'hecke_orbit_code': 167772335, 'p': 53}
  • id: 451291
    {'charpoly_factorization': [[[-84934780, 1], 1]], 'hecke_orbit_code': 167772335, 'p': 59}
  • id: 451292
    {'charpoly_factorization': [[[-14677822, 1], 1]], 'hecke_orbit_code': 167772335, 'p': 61}
  • id: 451293
    {'charpoly_factorization': [[[-244557812, 1], 1]], 'hecke_orbit_code': 167772335, 'p': 67}
  • id: 451294
    {'charpoly_factorization': [[[-61901952, 1], 1]], 'hecke_orbit_code': 167772335, 'p': 71}
  • id: 451295
    {'charpoly_factorization': [[[-283763726, 1], 1]], 'hecke_orbit_code': 167772335, 'p': 73}
  • id: 451296
    {'charpoly_factorization': [[[-276107480, 1], 1]], 'hecke_orbit_code': 167772335, 'p': 79}
  • id: 451297
    {'charpoly_factorization': [[[-72995956, 1], 1]], 'hecke_orbit_code': 167772335, 'p': 83}
  • id: 451298
    {'charpoly_factorization': [[[896368470, 1], 1]], 'hecke_orbit_code': 167772335, 'p': 89}
  • id: 451299
    {'charpoly_factorization': [[[1205809578, 1], 1]], 'hecke_orbit_code': 167772335, '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': '175.10.a.a', 'level': 175, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3710556
    {'hecke_orbit_code': 167772335, 'n': 1, 'trace_an': 1}
  • id: 3710557
    {'hecke_orbit_code': 167772335, 'n': 2, 'trace_an': -28}
  • id: 3710558
    {'hecke_orbit_code': 167772335, 'n': 3, 'trace_an': 116}
  • id: 3710559
    {'hecke_orbit_code': 167772335, 'n': 4, 'trace_an': 272}
  • id: 3710560
    {'hecke_orbit_code': 167772335, 'n': 5, 'trace_an': 0}
  • id: 3710561
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  • id: 3710764
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  • id: 3710765
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  • id: 3710766
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  • id: 3710767
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  • id: 3710768
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  • id: 3710769
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  • id: 3710770
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  • id: 3710771
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  • id: 3710772
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  • id: 3710773
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  • id: 3710774
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  • id: 3710775
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  • id: 3710776
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  • id: 3710777
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  • id: 3710778
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  • id: 3710779
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  • id: 3710780
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  • id: 3710781
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  • id: 3710782
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  • id: 3710783
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  • id: 3710784
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  • id: 3710785
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  • id: 3710786
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  • id: 3710787
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  • id: 3710788
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  • id: 3710789
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  • id: 3710790
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  • id: 3710791
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  • id: 3710792
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  • id: 3710793
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  • id: 3710794
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  • id: 3710795
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  • id: 3710796
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  • id: 3710797
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  • id: 3710798
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  • id: 3710799
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  • id: 3710800
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  • id: 3710801
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  • id: 3710802
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  • id: 3710803
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  • id: 3710804
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  • id: 3710805
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  • id: 3710806
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  • id: 3710807
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  • id: 3710808
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  • id: 3710809
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  • id: 3710810
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  • id: 3710811
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  • id: 3710812
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  • id: 3710813
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