Embedded newform data - 7.10.a.a.1.2

Formats: - HTML - YAML - JSON - 2024-04-19T09:55:29.419075

• 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': 700, 'analytic_conductor': 3.605250853147112, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[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': [7, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 193, 'field_disc_factorization': [[193, 1]], 'field_poly': [-48, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-184, 6, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 167772167, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], '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': '7.10.a.a', 'level': 7, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '7.10.a.a', 'nf_label': '2.2.193.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-3-\\beta )q^{2}+(-43+11\\beta )q^{3}+(-310+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '7.10.a', 'trace_display': [-6, -86, -2238, -4802], 'trace_hash': 231594098602202499, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.949', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.969', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '72.783', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, -6, -86, -620, -2238, -3988, -4802, 2616, 11038, 43384, 35316, 52136, -26530, 14406, -307136, -752, -463920, 332042, -925426, 473760, 206486, 1177888, 778128, 3301296, 2081722, -4127424, -2798612, 1488620, -10003584, 4095872, 2467260, 1284576, -15640784, -2246676, 5373438, -5612716, 30735552, 3504660, 47417944, -32409984, -19103448, 9575188, 4065100, -18650976, 22338298, 12367584, -82195020, -28806496, 11529602, -88312626, 59971356, 33466384, -55189812, 52834472, 82445816, -6281016, 31781116, 66558004, -7069218, 76165376, 44316386, 54910200, -26502238, 147417152, -369979260, -83258464, -241921336, 165645816, -195181152, -104164984, 206493816, -279147720, -499153188, 3571524, 813228014, 282511768, -84793716, 94970960, 468535096, 249904128, -585745634, 389586092, 444023958, -125178536, 173475060, -416830608, 28134340, -986010816, 636267396, -273242728, 63698530, -329431488, -791523960, -152223192, 1104747984, -1714981184, 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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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[0.24206051884176744, 0.0]], 'angles': [-0.21131293350780872, -0.3729343277664961, -0.2385574059513692, None, -0.1357861590054753, -0.39747252969260116, -0.3383276121935956, -0.31276190273364657, -0.19443376393587478, -0.3303959768064598, -0.19511936498626517, -0.09552843880264736, -0.2394053830545241, -0.2950792046217578, -0.40548185882040855, -0.39939645579837696, -0.2716636012529102, -0.19806671858800967, -0.26127435517793574, -0.2898825696415787, -0.32127020411114693, -0.2500343889147453, -0.14695561982510194, -0.20941899631300637, -0.33588195951352984, -0.25314316380543667, -0.21990120902618576, -0.17488533177924426, -0.1524086891598522, -0.31739955067085623, -0.3395769692369743, -0.23337003168039946, -0.3107759342268637, -0.15213094719913062, -0.22161668428441392, -0.279478032232448, -0.2814037287778806, -0.1646715015787622, -0.28963781008042255, -0.2243888494544341, -0.37509447412855945, -0.30519246109395914, -0.3336583835071221, -0.22998207797342013, -0.13963662541351335, 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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': [[[[7, -1]], 3, 1], [[[7, 1]], 2, 1]], 'ALdims': [2, 3], 'Nk2': 700, 'analytic_conductor': 3.605250853147112, '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': [7, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 5, 'dim': 5, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772167, 'hecke_orbit_dims': [2, 3], 'label': '7.10.a', 'level': 7, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 7, 'mf_new_dim': 5, 'num_forms': 2, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 5, 'sturm_bound': 6, 'trace_bound': 1, 'trace_display': [15, -2, -684, 2401], 'traces': [5, 15, -2, 937, -684, 926, 2401, 16671, -14963, -54476, 31872, -54250, -46312, 64827, -106832, 482209, 552774, 58775, -702574, -1448328, 408170, -1669160, 2663760, 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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: 439674
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 167772167, 'source_is_minimal': True, 'source_label': '7.10.a.a.1.2', 'source_level': 7, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 167772167, 'target_is_minimal': True, 'target_label': '7.10.a.a.1.2', 'target_level': 7, 'twist_class_label': '7.10.a.a.1.2', 'twist_class_level': 7, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 439675
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 167772167, 'source_is_minimal': True, 'source_label': '7.10.a.a.1.2', 'source_level': 7, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799049883711, 'target_is_minimal': False, 'target_label': '63.10.a.d.1.1', 'target_level': 63, 'twist_class_label': '7.10.a.a.1.2', 'twist_class_level': 7, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 439676
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 167772167, 'source_is_minimal': True, 'source_label': '7.10.a.a.1.2', 'source_level': 7, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398677254256, 'target_is_minimal': False, 'target_label': '112.10.a.e.1.2', 'target_level': 112, 'twist_class_label': '7.10.a.a.1.2', 'twist_class_level': 7, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 439677
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 167772167, 'source_is_minimal': True, 'source_label': '7.10.a.a.1.2', 'source_level': 7, 'target_conrey_index': 99, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503668514619567, 'target_is_minimal': False, 'target_label': '175.10.b.b.99.3', 'target_level': 175, 'twist_class_label': '7.10.a.a.1.2', 'twist_class_level': 7, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 439678
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 167772167, 'source_is_minimal': True, 'source_label': '7.10.a.a.1.2', 'source_level': 7, 'target_conrey_index': 99, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503668514619567, 'target_is_minimal': False, 'target_label': '175.10.b.b.99.2', 'target_level': 175, 'twist_class_label': '7.10.a.a.1.2', 'twist_class_level': 7, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 439679
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 167772167, 'source_is_minimal': True, 'source_label': '7.10.a.a.1.2', 'source_level': 7, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599795142831, 'target_is_minimal': False, 'target_label': '175.10.a.b.1.1', 'target_level': 175, 'twist_class_label': '7.10.a.a.1.2', 'twist_class_level': 7, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 439680
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 167772167, 'source_is_minimal': True, 'source_label': '7.10.a.a.1.2', 'source_level': 7, 'target_conrey_index': 18, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336861466673, 'target_is_minimal': False, 'target_label': '49.10.c.c.18.1', 'target_level': 49, 'twist_class_label': '7.10.a.a.1.2', 'twist_class_level': 7, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 439681
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 167772167, 'source_is_minimal': True, 'source_label': '7.10.a.a.1.2', 'source_level': 7, 'target_conrey_index': 30, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737234096177, 'target_is_minimal': False, 'target_label': '49.10.c.b.30.1', 'target_level': 49, 'twist_class_label': '7.10.a.a.1.2', 'twist_class_level': 7, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 439682
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 167772167, 'source_is_minimal': True, 'source_label': '7.10.a.a.1.2', 'source_level': 7, 'target_conrey_index': 30, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336861466673, 'target_is_minimal': False, 'target_label': '49.10.c.c.30.1', 'target_level': 49, 'twist_class_label': '7.10.a.a.1.2', 'twist_class_level': 7, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 439683
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 167772167, 'source_is_minimal': True, 'source_label': '7.10.a.a.1.2', 'source_level': 7, 'target_conrey_index': 18, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737234096177, 'target_is_minimal': False, 'target_label': '49.10.c.b.18.1', 'target_level': 49, 'twist_class_label': '7.10.a.a.1.2', 'twist_class_level': 7, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 10}
  • id: 439684
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 167772167, 'source_is_minimal': True, 'source_label': '7.10.a.a.1.2', 'source_level': 7, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503599795142705, 'target_is_minimal': False, 'target_label': '49.10.a.b.1.2', 'target_level': 49, 'twist_class_label': '7.10.a.a.1.2', 'twist_class_level': 7, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 28725
    {'charpoly_factorization': [[[-184, 6, 1], 1]], 'hecke_orbit_code': 167772167, 'p': 2}
  • id: 28726
    {'charpoly_factorization': [[[-21504, 86, 1], 1]], 'hecke_orbit_code': 167772167, 'p': 3}
  • id: 28727
    {'charpoly_factorization': [[[-489664, 2238, 1], 1]], 'hecke_orbit_code': 167772167, 'p': 5}
  • id: 28728
    {'charpoly_factorization': [[[2401, 1], 2]], 'hecke_orbit_code': 167772167, 'p': 7}
  • id: 28729
    {'charpoly_factorization': [[[-1823214304, -35316, 1], 1]], 'hecke_orbit_code': 167772167, 'p': 11}
  • id: 28730
    {'charpoly_factorization': [[[-22750162568, 26530, 1], 1]], 'hecke_orbit_code': 167772167, 'p': 13}
  • id: 28731
    {'charpoly_factorization': [[[36657492732, 463920, 1], 1]], 'hecke_orbit_code': 167772167, 'p': 17}
  • id: 28732
    {'charpoly_factorization': [[[213416091952, 925426, 1], 1]], 'hecke_orbit_code': 167772167, 'p': 19}
  • id: 28733
    {'charpoly_factorization': [[[-128613482496, -778128, 1], 1]], 'hecke_orbit_code': 167772167, 'p': 23}
  • id: 28734
    {'charpoly_factorization': [[[23287739754332, 10003584, 1], 1]], 'hecke_orbit_code': 167772167, 'p': 29}
  • id: 28735
    {'charpoly_factorization': [[[-3507668488800, -2467260, 1], 1]], 'hecke_orbit_code': 167772167, 'p': 31}
  • id: 28736
    {'charpoly_factorization': [[[224285819284476, -30735552, 1], 1]], 'hecke_orbit_code': 167772167, 'p': 37}
  • id: 28737
    {'charpoly_factorization': [[[-51779041048756, 19103448, 1], 1]], 'hecke_orbit_code': 167772167, 'p': 41}
  • id: 28738
    {'charpoly_factorization': [[[-207953886197312, -4065100, 1], 1]], 'hecke_orbit_code': 167772167, 'p': 43}
  • id: 28739
    {'charpoly_factorization': [[[1482984574491168, 82195020, 1], 1]], 'hecke_orbit_code': 167772167, 'p': 47}
  • id: 28740
    {'charpoly_factorization': [[[-3475748826997596, 55189812, 1], 1]], 'hecke_orbit_code': 167772167, 'p': 53}
  • id: 28741
    {'charpoly_factorization': [[[-459497424927744, 7069218, 1], 1]], 'hecke_orbit_code': 167772167, 'p': 59}
  • id: 28742
    {'charpoly_factorization': [[[-1733955367544624, -44316386, 1], 1]], 'hecke_orbit_code': 167772167, 'p': 61}
  • id: 28743
    {'charpoly_factorization': [[[5103514926225616, 241921336, 1], 1]], 'hecke_orbit_code': 167772167, 'p': 67}
  • id: 28744
    {'charpoly_factorization': [[[-33205648824769536, -206493816, 1], 1]], 'hecke_orbit_code': 167772167, 'p': 71}
  • id: 28745
    {'charpoly_factorization': [[[60731284847269428, 499153188, 1], 1]], 'hecke_orbit_code': 167772167, 'p': 73}
  • id: 28746
    {'charpoly_factorization': [[[-70118242258304, -468535096, 1], 1]], 'hecke_orbit_code': 167772167, 'p': 79}
  • id: 28747
    {'charpoly_factorization': [[[-40442499893399184, -444023958, 1], 1]], 'hecke_orbit_code': 167772167, 'p': 83}
  • id: 28748
    {'charpoly_factorization': [[[100826994925221572, -636267396, 1], 1]], 'hecke_orbit_code': 167772167, 'p': 89}
  • id: 28749
    {'charpoly_factorization': [[[660100302235719324, 1632716064, 1], 1]], 'hecke_orbit_code': 167772167, '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': '7.10.a.a', 'level': 7, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 14214000
    {'hecke_orbit_code': 167772167, 'n': 1, 'trace_an': 2}
  • id: 14214001
    {'hecke_orbit_code': 167772167, 'n': 2, 'trace_an': -6}
  • id: 14214002
    {'hecke_orbit_code': 167772167, 'n': 3, 'trace_an': -86}
  • id: 14214003
    {'hecke_orbit_code': 167772167, 'n': 4, 'trace_an': -620}
  • id: 14214004
    {'hecke_orbit_code': 167772167, 'n': 5, 'trace_an': -2238}
  • id: 14214005
    {'hecke_orbit_code': 167772167, 'n': 6, 'trace_an': -3988}
  • id: 14214006
    {'hecke_orbit_code': 167772167, 'n': 7, 'trace_an': -4802}
  • id: 14214007
    {'hecke_orbit_code': 167772167, 'n': 8, 'trace_an': 2616}
  • id: 14214008
    {'hecke_orbit_code': 167772167, 'n': 9, 'trace_an': 11038}
  • id: 14214009
    {'hecke_orbit_code': 167772167, 'n': 10, 'trace_an': 43384}
  • id: 14214010
    {'hecke_orbit_code': 167772167, 'n': 11, 'trace_an': 35316}
  • id: 14214011
    {'hecke_orbit_code': 167772167, 'n': 12, 'trace_an': 52136}
  • id: 14214012
    {'hecke_orbit_code': 167772167, 'n': 13, 'trace_an': -26530}
  • id: 14214013
    {'hecke_orbit_code': 167772167, 'n': 14, 'trace_an': 14406}
  • id: 14214014
    {'hecke_orbit_code': 167772167, 'n': 15, 'trace_an': -307136}
  • id: 14214015
    {'hecke_orbit_code': 167772167, 'n': 16, 'trace_an': -752}
  • id: 14214016
    {'hecke_orbit_code': 167772167, 'n': 17, 'trace_an': -463920}
  • id: 14214017
    {'hecke_orbit_code': 167772167, 'n': 18, 'trace_an': 332042}
  • id: 14214018
    {'hecke_orbit_code': 167772167, 'n': 19, 'trace_an': -925426}
  • id: 14214019
    {'hecke_orbit_code': 167772167, 'n': 20, 'trace_an': 473760}
  • id: 14214020
    {'hecke_orbit_code': 167772167, 'n': 21, 'trace_an': 206486}
  • id: 14214021
    {'hecke_orbit_code': 167772167, 'n': 22, 'trace_an': 1177888}
  • id: 14214022
    {'hecke_orbit_code': 167772167, 'n': 23, 'trace_an': 778128}
  • id: 14214023
    {'hecke_orbit_code': 167772167, 'n': 24, 'trace_an': 3301296}
  • id: 14214024
    {'hecke_orbit_code': 167772167, 'n': 25, 'trace_an': 2081722}
  • id: 14214025
    {'hecke_orbit_code': 167772167, 'n': 26, 'trace_an': -4127424}
  • id: 14214026
    {'hecke_orbit_code': 167772167, 'n': 27, 'trace_an': -2798612}
  • id: 14214027
    {'hecke_orbit_code': 167772167, 'n': 28, 'trace_an': 1488620}
  • id: 14214028
    {'hecke_orbit_code': 167772167, 'n': 29, 'trace_an': -10003584}
  • id: 14214029
    {'hecke_orbit_code': 167772167, 'n': 30, 'trace_an': 4095872}
  • id: 14214030
    {'hecke_orbit_code': 167772167, 'n': 31, 'trace_an': 2467260}
  • id: 14214031
    {'hecke_orbit_code': 167772167, 'n': 32, 'trace_an': 1284576}
  • id: 14214032
    {'hecke_orbit_code': 167772167, 'n': 33, 'trace_an': -15640784}
  • id: 14214033
    {'hecke_orbit_code': 167772167, 'n': 34, 'trace_an': -2246676}
  • id: 14214034
    {'hecke_orbit_code': 167772167, 'n': 35, 'trace_an': 5373438}
  • id: 14214035
    {'hecke_orbit_code': 167772167, 'n': 36, 'trace_an': -5612716}
  • id: 14214036
    {'hecke_orbit_code': 167772167, 'n': 37, 'trace_an': 30735552}
  • id: 14214037
    {'hecke_orbit_code': 167772167, 'n': 38, 'trace_an': 3504660}
  • id: 14214038
    {'hecke_orbit_code': 167772167, 'n': 39, 'trace_an': 47417944}
  • id: 14214039
    {'hecke_orbit_code': 167772167, 'n': 40, 'trace_an': -32409984}
  • id: 14214040
    {'hecke_orbit_code': 167772167, 'n': 41, 'trace_an': -19103448}
  • id: 14214041
    {'hecke_orbit_code': 167772167, 'n': 42, 'trace_an': 9575188}
  • id: 14214042
    {'hecke_orbit_code': 167772167, 'n': 43, 'trace_an': 4065100}
  • id: 14214043
    {'hecke_orbit_code': 167772167, 'n': 44, 'trace_an': -18650976}
  • id: 14214044
    {'hecke_orbit_code': 167772167, 'n': 45, 'trace_an': 22338298}
  • id: 14214045
    {'hecke_orbit_code': 167772167, 'n': 46, 'trace_an': 12367584}
  • id: 14214046
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  • id: 14214047
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  • id: 14214048
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  • id: 14214049
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  • id: 14214050
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  • id: 14214051
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  • id: 14214052
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  • id: 14214053
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  • id: 14214054
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  • id: 14214055
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  • id: 14214056
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  • id: 14214057
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  • id: 14214058
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  • id: 14214059
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  • id: 14214060
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  • id: 14214061
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  • id: 14214062
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  • id: 14214063
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  • id: 14214064
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  • id: 14214065
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  • id: 14214066
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  • id: 14214067
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  • id: 14214068
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  • id: 14214069
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  • id: 14214070
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  • id: 14214071
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  • id: 14214072
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  • id: 14214073
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  • id: 14214074
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  • id: 14214075
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  • id: 14214076
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  • id: 14214077
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  • id: 14214078
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  • id: 14214079
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  • id: 14214080
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  • id: 14214081
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  • id: 14214082
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  • id: 14214083
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  • id: 14214084
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  • id: 14214085
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  • id: 14214086
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  • id: 14214087
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  • id: 14214088
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  • id: 14214089
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  • id: 14214090
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  • id: 14214091
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  • id: 14214092
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  • id: 14214094
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  • id: 14214095
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  • id: 14214096
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  • id: 14214100
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  • id: 14214101
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  • id: 14214110
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  • id: 14214112
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  • id: 14214113
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  • id: 14214115
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  • id: 14214116
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  • id: 14214117
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  • id: 14214118
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  • id: 14214119
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  • id: 14214120
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  • id: 14214121
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  • id: 14214122
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  • id: 14214123
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  • id: 14214124
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  • id: 14214125
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  • id: 14214126
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  • id: 14214127
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  • id: 14214128
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  • id: 14214129
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  • id: 14214130
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  • id: 14214131
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  • id: 14214132
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  • id: 14214133
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  • id: 14214134
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  • id: 14214135
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  • id: 14214136
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  • id: 14214137
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  • id: 14214138
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  • id: 14214139
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  • id: 14214140
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  • id: 14214141
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  • id: 14214142
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  • id: 14214143
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  • id: 14214144
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  • id: 14214145
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  • id: 14214146
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  • id: 14214147
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  • id: 14214148
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  • id: 14214149
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  • id: 14214150
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  • id: 14214151
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  • id: 14214152
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  • id: 14214153
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  • id: 14214154
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  • id: 14214155
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  • id: 14214156
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  • id: 14214157
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  • id: 14214158
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  • id: 14214159
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  • id: 14214160
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  • id: 14214161
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  • id: 14214162
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  • id: 14214163
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  • id: 14214164
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  • id: 14214165
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  • id: 14214166
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  • id: 14214167
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  • id: 14214168
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  • id: 14214169
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  • id: 14214170
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  • id: 14214171
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  • id: 14214172
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  • id: 14214173
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  • id: 14214174
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  • id: 14214175
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  • id: 14214176
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  • id: 14214177
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  • id: 14214178
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  • id: 14214179
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  • id: 14214180
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  • id: 14214181
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  • id: 14214182
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  • id: 14214183
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  • id: 14214184
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  • id: 14214185
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  • id: 14214186
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  • id: 14214187
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  • id: 14214188
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  • id: 14214189
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  • id: 14214190
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  • id: 14214191
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  • id: 14214192
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  • id: 14214193
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  • id: 14214194
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  • id: 14214195
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  • id: 14214196
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  • id: 14214197
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  • id: 14214198
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  • id: 14214199
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  • id: 14214200
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  • id: 14214201
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  • id: 14214202
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  • id: 14214203
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  • id: 14214204
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  • id: 14214205
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  • id: 14214208
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  • id: 14214211
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  • id: 14214212
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  • id: 14214213
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  • id: 14214214
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  • id: 14214217
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  • id: 14214219
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  • id: 14214220
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  • id: 14214221
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  • id: 14214222
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  • id: 14214223
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  • id: 14214224
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  • id: 14214225
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  • id: 14214226
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  • id: 14214227
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  • id: 14214228
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  • id: 14214229
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  • id: 14214230
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  • id: 14214231
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  • id: 14214232
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  • id: 14214233
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  • id: 14214234
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  • id: 14214235
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  • id: 14214236
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  • id: 14214237
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  • id: 14214238
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  • id: 14214239
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  • id: 14214240
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  • id: 14214241
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  • id: 14214242
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  • id: 14214243
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  • id: 14214244
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  • id: 14214245
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