Embedded newform data - 1080.6.a.e.1.2

Formats: - HTML - YAML - JSON - 2024-04-25T17:31:08.106073

• 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': 38880, 'analytic_conductor': 173.21452539801908, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [5, 1]], 'atkin_lehner_string': '-++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [1080, 1, [271, 541, 1001, 217], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 15881, 'field_disc_factorization': [[15881, 1]], 'field_poly': [-55, -29, 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': [[7, [936424, -20832, 30, 1]], [11, [16969720, -114084, -660, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398610146360, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 792, 'hecke_ring_index_factorization': [[2, 3], [3, 2], [11, 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': '1080.6.a.e', 'level': 1080, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'minimal_twist': '1080.6.a.e', 'nf_label': '3.3.15881.1', 'prim_orbit_index': 1, 'qexp_display': 'q-5^{2}q^{5}+(-10+\\beta _{2})q^{7}+(220+\\beta _{1}+\\cdots)q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1080.6.a', 'trace_display': [0, 0, -75, -30], 'trace_hash': 241035754816151551, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.120', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.068', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.667', 'prec': 17}, {'__RealLiteral__': 0, 'data': '23.344', 'prec': 20}, {'__RealLiteral__': 0, 'data': '5.179', 'prec': 17}, {'__RealLiteral__': 0, 'data': '263.986', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [3, 0, 0, 0, -75, 0, -30, 0, 0, 0, 660, 0, -1278, 0, 0, 0, -1731, 0, 1011, 0, 0, 0, -2433, 0, 1875, 0, 0, 0, -3786, 0, 4131, 0, 0, 0, 750, 0, -7122, 0, 0, 0, -17352, 0, 11556, 0, 0, 0, 19548, 0, -7857, 0, 0, 0, 4965, 0, -16500, 0, 0, 0, 32106, 0, -16317, 0, 0, 0, 31950, 0, -51258, 0, 0, 0, 84072, 0, -161892, 0, 0, 0, -142968, 0, 36441, 0, 0, 0, 64581, 0, 43275, 0, 0, 0, 61584, 0, -123588, 0, 0, 0, -25275, 0, 14760, 0, 0, 0, 128196, 0, -149604, 0, 0, 0, -251052, 0, 311787, 0, 0, 0, -32754, 0, 60825, 0, 0, 0, 294006, 0, 180615, 0, 0, 0, -46875, 0, 74982, 0, 0, 0, 303282, 0, 30498, 0, 0, 0, 160623, 0, 158868, 0, 0, 0, 237408, 0, 94650, 0, 0, 0, 236112, 0, -21576, 0, 0, 0, -103275, 0, 527184, 0, 0, 0, 161346, 0, 319674, 0, 0, 0, 1088403, 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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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-0.2918007924281715, -0.3472145851310652, -0.18283903295754622, -0.1544707265725605, -0.11682917794114404], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 6.158763222263564, 'hecke_orbit': 5, 'hecke_orbit_code': 18014398610146360, 'label': '1080.6.a.e.1.2', 'level': 1080, 'weight': 6}
• 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': [[[[2, 1], [3, -1], [5, 1]], 11, 2], [[[2, -1], [3, -1], [5, -1]], 11, 2], [[[2, 1], [3, -1], [5, -1]], 10, 3], [[[2, -1], [3, 1], [5, 1]], 10, 3], [[[2, -1], [3, 1], [5, -1]], 9, 3], [[[2, 1], [3, 1], [5, -1]], 10, 2], [[[2, 1], [3, 1], [5, 1]], 9, 3], [[[2, -1], [3, -1], [5, 1]], 10, 2]], 'ALdims': [9, 10, 11, 10, 10, 9, 10, 11], 'Nk2': 38880, 'analytic_conductor': 173.21452539801908, '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': [1080, 1, [271, 541, 1001, 217], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1056, 'dim': 80, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 100664376, 'hecke_orbit_dims': [1, 1, 2, 2, 3, 3, 3, 3, 5, 5, 5, 5, 5, 5, 5, 5, 5, 5, 6, 6], 'label': '1080.6.a', 'level': 1080, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 1104, 'mf_new_dim': 80, 'num_forms': 20, 'plus_dim': 38, 'prim_orbit_index': 1, 'relative_dim': 80, 'sturm_bound': 1296, 'trace_bound': 7, 'trace_display': [0, 0, 0, 124], 'traces': [80, 0, 0, 0, 0, 0, 124, 0, 0, 0, 0, 0, -116, 0, 0, 0, 0, 0, -3236, 0, 0, 0, 0, 0, 50000, 0, 0, 0, 0, 0, -6252, 0, 0, 0, 0, 0, -2284, 0, 0, 0, 0, 0, -63160, 0, 0, 0, 0, 0, 161476, 0, 0, 0, 0, 0, -13900, 0, 0, 0, 0, 0, -16684, 0, 0, 0, 0, 0, -119164, 0, 0, 0, 0, 0, -10444, 0, 0, 0, 0, 0, 24472, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -138940, 0, 0, 0, 0, 0, 80508, 0, 0, 0, 0, 0, -195252, 0, 0, 0, 0, 0, 354480, 0, 0, 0, 0, 0, 360800, 0, 0, 0, 0, 0, 293156, 0, 0, 0, 0, 0, 255576, 0, 0, 0, 0, 0, -627908, 0, 0, 0, 0, 0, 1216628, 0, 0, 0, 0, 0, 149700, 0, 0, 0, 0, 0, -512000, 0, 0, 0, 0, 0, -910344, 0, 0, 0, 0, 0, 13564, 0, 0, 0, 0, 0, 1846808, 0, 0, 0, 0, 0, 77500, 0, 0, 0, 0, 0, 3172324, 0, 0, 0, 0, 0, 449528, 0, 0, 0, 0, 0, -124668, 0, 0, 0, 0, 0, -3603520, 0, 0, 0, 0, 0, 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-431225916, 0, 0, 0, 0, 0, 4858663192, 0, 0, 0, 0, 0, 5605026332, 0, 0, 0, 0, 0, 1002776200, 0, 0, 0, 0, 0, 1435779920, 0, 0, 0, 0, 0, 9093577480, 0, 0, 0, 0, 0, 1793550264, 0, 0, 0, 0, 0, -1591949824, 0, 0, 0, 0, 0, -927985800, 0, 0, 0, 0, 0], 'weight': 6, 'weight_parity': 1}
• 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: 44136919
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398610146360, 'source_is_minimal': True, 'source_label': '1080.6.a.e.1.2', 'source_level': 1080, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398610146360, 'target_is_minimal': True, 'target_label': '1080.6.a.e.1.2', 'target_level': 1080, 'twist_class_label': '1080.6.a.e.1.2', 'twist_class_level': 1080, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 44136920
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 18014398610146360, 'source_is_minimal': True, 'source_label': '1080.6.a.e.1.2', 'source_level': 1080, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021597864887352, 'target_is_minimal': True, 'target_label': '1080.6.a.g.1.2', 'target_level': 1080, 'twist_class_label': '1080.6.a.e.1.2', 'twist_class_level': 1080, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1663425
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 18014398610146360, 'p': 2}
  • id: 1663426
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 18014398610146360, 'p': 3}
  • id: 1663427
    {'charpoly_factorization': [[[25, 1], 3]], 'hecke_orbit_code': 18014398610146360, 'p': 5}
  • id: 1663428
    {'charpoly_factorization': [[[936424, -20832, 30, 1], 1]], 'hecke_orbit_code': 18014398610146360, 'p': 7}
  • id: 1663429
    {'charpoly_factorization': [[[16969720, -114084, -660, 1], 1]], 'hecke_orbit_code': 18014398610146360, 'p': 11}
  • id: 1663430
    {'charpoly_factorization': [[[-62570968, 285144, 1278, 1], 1]], 'hecke_orbit_code': 18014398610146360, 'p': 13}
  • id: 1663431
    {'charpoly_factorization': [[[-362051059, -64089, 1731, 1], 1]], 'hecke_orbit_code': 18014398610146360, 'p': 17}
  • id: 1663432
    {'charpoly_factorization': [[[1066478795, -2860737, -1011, 1], 1]], 'hecke_orbit_code': 18014398610146360, 'p': 19}
  • id: 1663433
    {'charpoly_factorization': [[[-16297632125, -15572805, 2433, 1], 1]], 'hecke_orbit_code': 18014398610146360, 'p': 23}
  • id: 1663434
    {'charpoly_factorization': [[[-100231188440, -35829792, 3786, 1], 1]], 'hecke_orbit_code': 18014398610146360, 'p': 29}
  • id: 1663435
    {'charpoly_factorization': [[[36775432739, -8888169, -4131, 1], 1]], 'hecke_orbit_code': 18014398610146360, 'p': 31}
  • id: 1663436
    {'charpoly_factorization': [[[-11280290472, -101306196, 7122, 1], 1]], 'hecke_orbit_code': 18014398610146360, 'p': 37}
  • id: 1663437
    {'charpoly_factorization': [[[-19821902472, -39588876, 17352, 1], 1]], 'hecke_orbit_code': 18014398610146360, 'p': 41}
  • id: 1663438
    {'charpoly_factorization': [[[74089212824, -33238524, -11556, 1], 1]], 'hecke_orbit_code': 18014398610146360, 'p': 43}
  • id: 1663439
    {'charpoly_factorization': [[[-48232251200, 69224352, -19548, 1], 1]], 'hecke_orbit_code': 18014398610146360, 'p': 47}
  • id: 1663440
    {'charpoly_factorization': [[[-6200694992835, -752942241, -4965, 1], 1]], 'hecke_orbit_code': 18014398610146360, 'p': 53}
  • id: 1663441
    {'charpoly_factorization': [[[9865368652616, -298756536, -32106, 1], 1]], 'hecke_orbit_code': 18014398610146360, 'p': 59}
  • id: 1663442
    {'charpoly_factorization': [[[-15693428262193, -889390029, 16317, 1], 1]], 'hecke_orbit_code': 18014398610146360, 'p': 61}
  • id: 1663443
    {'charpoly_factorization': [[[-20150295569000, -528696420, 51258, 1], 1]], 'hecke_orbit_code': 18014398610146360, 'p': 67}
  • id: 1663444
    {'charpoly_factorization': [[[46987871536152, 462000924, -84072, 1], 1]], 'hecke_orbit_code': 18014398610146360, 'p': 71}
  • id: 1663445
    {'charpoly_factorization': [[[119813275420344, 7987787388, 161892, 1], 1]], 'hecke_orbit_code': 18014398610146360, 'p': 73}
  • id: 1663446
    {'charpoly_factorization': [[[306616858223481, -7470310041, -36441, 1], 1]], 'hecke_orbit_code': 18014398610146360, 'p': 79}
  • id: 1663447
    {'charpoly_factorization': [[[623768894560265, -9379142397, -64581, 1], 1]], 'hecke_orbit_code': 18014398610146360, 'p': 83}
  • id: 1663448
    {'charpoly_factorization': [[[152901460706184, -7646421276, -61584, 1], 1]], 'hecke_orbit_code': 18014398610146360, 'p': 89}
  • id: 1663449
    {'charpoly_factorization': [[[36671348002304, -2223679872, -14760, 1], 1]], 'hecke_orbit_code': 18014398610146360, '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': 5, 'label': '1080.6.a.e', 'level': 1080, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 155818000
    {'hecke_orbit_code': 18014398610146360, 'n': 1, 'trace_an': 3}
  • id: 155818001
    {'hecke_orbit_code': 18014398610146360, 'n': 2, 'trace_an': 0}
  • id: 155818002
    {'hecke_orbit_code': 18014398610146360, 'n': 3, 'trace_an': 0}
  • id: 155818003
    {'hecke_orbit_code': 18014398610146360, 'n': 4, 'trace_an': 0}
  • id: 155818004
    {'hecke_orbit_code': 18014398610146360, 'n': 5, 'trace_an': -75}
  • id: 155818005
    {'hecke_orbit_code': 18014398610146360, 'n': 6, 'trace_an': 0}
  • id: 155818006
    {'hecke_orbit_code': 18014398610146360, 'n': 7, 'trace_an': -30}
  • id: 155818007
    {'hecke_orbit_code': 18014398610146360, 'n': 8, 'trace_an': 0}
  • id: 155818008
    {'hecke_orbit_code': 18014398610146360, 'n': 9, 'trace_an': 0}
  • id: 155818009
    {'hecke_orbit_code': 18014398610146360, 'n': 10, 'trace_an': 0}
  • id: 155818010
    {'hecke_orbit_code': 18014398610146360, 'n': 11, 'trace_an': 660}
  • id: 155818011
    {'hecke_orbit_code': 18014398610146360, 'n': 12, 'trace_an': 0}
  • id: 155818012
    {'hecke_orbit_code': 18014398610146360, 'n': 13, 'trace_an': -1278}
  • id: 155818013
    {'hecke_orbit_code': 18014398610146360, 'n': 14, 'trace_an': 0}
  • id: 155818014
    {'hecke_orbit_code': 18014398610146360, 'n': 15, 'trace_an': 0}
  • id: 155818015
    {'hecke_orbit_code': 18014398610146360, 'n': 16, 'trace_an': 0}
  • id: 155818016
    {'hecke_orbit_code': 18014398610146360, 'n': 17, 'trace_an': -1731}
  • id: 155818017
    {'hecke_orbit_code': 18014398610146360, 'n': 18, 'trace_an': 0}
  • id: 155818018
    {'hecke_orbit_code': 18014398610146360, 'n': 19, 'trace_an': 1011}
  • id: 155818019
    {'hecke_orbit_code': 18014398610146360, 'n': 20, 'trace_an': 0}
  • id: 155818020
    {'hecke_orbit_code': 18014398610146360, 'n': 21, 'trace_an': 0}
  • id: 155818021
    {'hecke_orbit_code': 18014398610146360, 'n': 22, 'trace_an': 0}
  • id: 155818022
    {'hecke_orbit_code': 18014398610146360, 'n': 23, 'trace_an': -2433}
  • id: 155818023
    {'hecke_orbit_code': 18014398610146360, 'n': 24, 'trace_an': 0}
  • id: 155818024
    {'hecke_orbit_code': 18014398610146360, 'n': 25, 'trace_an': 1875}
  • id: 155818025
    {'hecke_orbit_code': 18014398610146360, 'n': 26, 'trace_an': 0}
  • id: 155818026
    {'hecke_orbit_code': 18014398610146360, 'n': 27, 'trace_an': 0}
  • id: 155818027
    {'hecke_orbit_code': 18014398610146360, 'n': 28, 'trace_an': 0}
  • id: 155818028
    {'hecke_orbit_code': 18014398610146360, 'n': 29, 'trace_an': -3786}
  • id: 155818029
    {'hecke_orbit_code': 18014398610146360, 'n': 30, 'trace_an': 0}
  • id: 155818030
    {'hecke_orbit_code': 18014398610146360, 'n': 31, 'trace_an': 4131}
  • id: 155818031
    {'hecke_orbit_code': 18014398610146360, 'n': 32, 'trace_an': 0}
  • id: 155818032
    {'hecke_orbit_code': 18014398610146360, 'n': 33, 'trace_an': 0}
  • id: 155818033
    {'hecke_orbit_code': 18014398610146360, 'n': 34, 'trace_an': 0}
  • id: 155818034
    {'hecke_orbit_code': 18014398610146360, 'n': 35, 'trace_an': 750}
  • id: 155818035
    {'hecke_orbit_code': 18014398610146360, 'n': 36, 'trace_an': 0}
  • id: 155818036
    {'hecke_orbit_code': 18014398610146360, 'n': 37, 'trace_an': -7122}
  • id: 155818037
    {'hecke_orbit_code': 18014398610146360, 'n': 38, 'trace_an': 0}
  • id: 155818038
    {'hecke_orbit_code': 18014398610146360, 'n': 39, 'trace_an': 0}
  • id: 155818039
    {'hecke_orbit_code': 18014398610146360, 'n': 40, 'trace_an': 0}
  • id: 155818040
    {'hecke_orbit_code': 18014398610146360, 'n': 41, 'trace_an': -17352}
  • id: 155818041
    {'hecke_orbit_code': 18014398610146360, 'n': 42, 'trace_an': 0}
  • id: 155818042
    {'hecke_orbit_code': 18014398610146360, 'n': 43, 'trace_an': 11556}
  • id: 155818043
    {'hecke_orbit_code': 18014398610146360, 'n': 44, 'trace_an': 0}
  • id: 155818044
    {'hecke_orbit_code': 18014398610146360, 'n': 45, 'trace_an': 0}
  • id: 155818045
    {'hecke_orbit_code': 18014398610146360, 'n': 46, 'trace_an': 0}
  • id: 155818046
    {'hecke_orbit_code': 18014398610146360, 'n': 47, 'trace_an': 19548}
  • id: 155818047
    {'hecke_orbit_code': 18014398610146360, 'n': 48, 'trace_an': 0}
  • id: 155818048
    {'hecke_orbit_code': 18014398610146360, 'n': 49, 'trace_an': -7857}
  • id: 155818049
    {'hecke_orbit_code': 18014398610146360, 'n': 50, 'trace_an': 0}
  • id: 155818050
    {'hecke_orbit_code': 18014398610146360, 'n': 51, 'trace_an': 0}
  • id: 155818051
    {'hecke_orbit_code': 18014398610146360, 'n': 52, 'trace_an': 0}
  • id: 155818052
    {'hecke_orbit_code': 18014398610146360, 'n': 53, 'trace_an': 4965}
  • id: 155818053
    {'hecke_orbit_code': 18014398610146360, 'n': 54, 'trace_an': 0}
  • id: 155818054
    {'hecke_orbit_code': 18014398610146360, 'n': 55, 'trace_an': -16500}
  • id: 155818055
    {'hecke_orbit_code': 18014398610146360, 'n': 56, 'trace_an': 0}
  • id: 155818056
    {'hecke_orbit_code': 18014398610146360, 'n': 57, 'trace_an': 0}
  • id: 155818057
    {'hecke_orbit_code': 18014398610146360, 'n': 58, 'trace_an': 0}
  • id: 155818058
    {'hecke_orbit_code': 18014398610146360, 'n': 59, 'trace_an': 32106}
  • id: 155818059
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  • id: 155818060
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  • id: 155818061
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  • id: 155818062
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  • id: 155818063
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  • id: 155818064
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  • id: 155818065
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  • id: 155818066
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  • id: 155818067
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  • id: 155818068
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  • id: 155818069
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  • id: 155818070
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  • id: 155818071
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  • id: 155818072
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  • id: 155818073
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  • id: 155818074
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  • id: 155818075
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  • id: 155818076
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  • id: 155818077
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  • id: 155818078
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  • id: 155818079
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  • id: 155818080
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  • id: 155818081
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  • id: 155818082
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  • id: 155818083
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  • id: 155818084
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  • id: 155818085
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  • id: 155818086
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  • id: 155818087
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  • id: 155818088
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  • id: 155818089
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  • id: 155818090
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  • id: 155818091
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  • id: 155818092
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  • id: 155818093
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  • id: 155818094
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  • id: 155818095
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  • id: 155818096
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  • id: 155818097
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  • id: 155818098
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  • id: 155818099
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  • id: 155818100
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  • id: 155818101
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  • id: 155818102
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  • id: 155818103
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  • id: 155818104
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  • id: 155818105
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  • id: 155818106
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  • id: 155818107
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  • id: 155818108
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  • id: 155818109
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  • id: 155818110
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  • id: 155818111
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  • id: 155818112
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  • id: 155818113
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  • id: 155818114
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  • id: 155818115
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  • id: 155818116
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  • id: 155818117
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  • id: 155818118
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  • id: 155818119
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  • id: 155818120
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  • id: 155818121
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  • id: 155818122
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  • id: 155818123
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  • id: 155818124
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  • id: 155818125
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  • id: 155818126
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  • id: 155818127
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  • id: 155818128
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  • id: 155818129
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  • id: 155818130
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  • id: 155818131
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  • id: 155818132
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  • id: 155818133
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  • id: 155818134
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  • id: 155818135
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  • id: 155818136
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  • id: 155818137
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  • id: 155818138
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  • id: 155818139
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  • id: 155818140
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  • id: 155818141
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  • id: 155818142
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  • id: 155818143
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  • id: 155818144
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  • id: 155818145
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  • id: 155818146
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  • id: 155818147
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  • id: 155818148
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  • id: 155818149
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  • id: 155818150
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  • id: 155818151
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  • id: 155818152
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  • id: 155818153
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  • id: 155818154
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  • id: 155818155
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  • id: 155818156
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  • id: 155818157
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  • id: 155818158
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  • id: 155818159
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  • id: 155818160
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  • id: 155818161
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  • id: 155818162
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  • id: 155818163
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  • id: 155818164
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  • id: 155818165
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  • id: 155818166
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  • id: 155818167
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  • id: 155818168
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  • id: 155818169
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  • id: 155818170
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  • id: 155818171
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  • id: 155818172
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  • id: 155818173
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  • id: 155818174
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  • id: 155818175
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  • id: 155818176
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  • id: 155818177
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  • id: 155818178
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  • id: 155818179
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  • id: 155818180
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  • id: 155818181
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  • id: 155818182
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  • id: 155818183
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  • id: 155818184
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  • id: 155818185
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  • id: 155818186
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  • id: 155818187
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  • id: 155818188
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  • id: 155818189
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  • id: 155818190
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  • id: 155818191
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  • id: 155818192
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  • id: 155818193
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  • id: 155818194
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  • id: 155818195
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  • id: 155818196
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  • id: 155818197
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  • id: 155818198
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  • id: 155818199
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  • id: 155818200
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  • id: 155818201
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  • id: 155818202
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  • id: 155818203
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  • id: 155818204
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  • id: 155818205
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  • id: 155818206
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  • id: 155818207
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  • id: 155818208
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  • id: 155818209
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  • id: 155818210
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  • id: 155818211
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  • id: 155818212
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  • id: 155818213
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  • id: 155818214
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  • id: 155818215
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  • id: 155818216
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  • id: 155818217
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  • id: 155818218
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  • id: 155818219
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  • id: 155818220
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  • id: 155818221
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  • id: 155818222
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  • id: 155818223
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  • id: 155818224
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  • id: 155818225
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  • id: 155818226
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  • id: 155818227
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  • id: 155818228
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  • id: 155818229
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  • id: 155818231
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  • id: 155818232
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  • id: 155818234
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  • id: 155818235
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  • id: 155818237
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  • id: 155818238
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  • id: 155818239
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  • id: 155818240
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  • id: 155818241
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  • id: 155818244
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  • id: 155818245
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  • id: 155818246
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  • id: 155818247
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  • id: 155818248
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  • id: 155818249
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  • id: 155818250
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  • id: 155818251
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  • id: 155818252
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  • id: 155818253
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