Embedded newform data - 507.4.a.b.1.1

Formats: - HTML - YAML - JSON - 2023-03-24T03:53:27.745948

• 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_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': 8112, 'analytic_conductor': 29.913968372910492, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [13, 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': [507, 1, [170, 340], [1, 1]], 'cm_discs': [], '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, [1, 1]], [5, [-7, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599694479867, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '507.4.a.b', 'level': 507, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 13], 'level_radical': 39, 'minimal_twist': '39.4.e.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}+3q^{3}-7q^{4}+7q^{5}-3q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '507.4.a', 'trace_display': [-1, 3, 7, -10], 'trace_hash': 1815607061968590062, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.960', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.917', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.801', 'prec': 17}], 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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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[-0.3581237293267777, 0.0], [-0.17215309613448207, 0.0], [-0.19929895823934318, 0.0], [0.0, 0.0], [0.32044491162522454, 0.0], [0.07031485926789154, 0.0], [0.24084345361194487, 0.0], [0.7855001552012673, 0.0], [1.749402500134248, 0.0], [0.21572445966334142, 0.0], [-1.594381826549462, 0.0], [0.814232341558034, 0.0], [-0.06506000486323554, 0.0], [-0.18600348585527832, 0.0], [0.05353029415036964, 0.0], [-0.6360028382330019, 0.0], [0.0, 0.0], [0.07786628214276602, 0.0], [-0.02628957725982004, 0.0], [-0.18894593832534204, 0.0], [-0.7307329781388017, 0.0], [0.1640190276999531, 0.0], [-0.14136413574099857, 0.0], [-0.5839884715779337, 0.0], [0.2519152578392471, 0.0], [0.12140993794908447, 0.0], [0.17475895821220291, 0.0], [-0.11790410238844976, 0.0], [0.28951696821187606, 0.0], [0.0, 0.0], [-0.4029574524433327, 0.0], [0.845923320738726, 0.0], [-0.09176976516704759, 0.0], [-0.16187157024568552, 0.0], [-0.01390069679930975, 0.0], [-0.4218534774124289, 0.0], [0.11039732948693366, 0.0], 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• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_indexes	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], [13, -1]], 23, 3], [[[3, -1], [13, 1]], 16, 6], [[[3, 1], [13, -1]], 19, 4], [[[3, 1], [13, 1]], 20, 5]], 'Nk2': 8112, 'analytic_conductor': 29.913968372910492, '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': [507, 1, [170, 340], [1, 1]], 'conrey_indexes': [1], 'cusp_dim': 168, 'dim': 78, 'eis_dim': 28, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 67109371, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 3, 4, 4, 4, 4, 4, 9, 9, 9, 9, 10], 'label': '507.4.a', 'level': 507, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 13], 'level_radical': 39, 'mf_dim': 196, 'mf_new_dim': 78, 'num_forms': 18, 'plus_dim': 43, 'prim_orbit_index': 1, 'relative_dim': 78, 'sturm_bound': 242, 'trace_bound': 4, 'trace_display': [-4, 0, -16, -32], 'traces': [78, -4, 0, 320, 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-508540, 562212, -407616, 471488, 432728, -130416, 355424, -2815540, -79488, -451224, -602752, 0, 1660052, 512544, 214800, -553408, -712752, 3024, 427160, 36988, -182160, 155644, -486736, -556332, 0, 1528108, -107640, 4946840, -183608, -334032, -355728, 312072, 586224, 4338468, -851456, 27612, 1218640, 0, 120936, -75832, -2566868, -10560, 158368, 610112, 972, -204144, 111776, 134520], 'weight': 4, '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: 34282928
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479867, 'source_is_minimal': False, 'source_label': '507.4.a.b.1.1', 'source_level': 507, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599694479867, 'target_is_minimal': False, 'target_label': '507.4.a.b.1.1', 'target_level': 507, 'twist_class_label': '39.4.e.b.16.1', 'twist_class_level': 39, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 34282929
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479867, 'source_is_minimal': False, 'source_label': '507.4.a.b.1.1', 'source_level': 507, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197458703857, 'target_is_minimal': False, 'target_label': '1521.4.a.h.1.1', 'target_level': 1521, 'twist_class_label': '39.4.e.b.16.1', 'twist_class_level': 39, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 34282930
    {'conductor': 13, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479867, 'source_is_minimal': False, 'source_label': '507.4.a.b.1.1', 'source_level': 507, 'target_conrey_index': 22, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503874572386343, 'target_is_minimal': True, 'target_label': '39.4.e.b.22.1', 'target_level': 39, 'twist_class_label': '39.4.e.b.16.1', 'twist_class_level': 39, 'twisting_char_label': '13.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 34282931
    {'conductor': 13, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479867, 'source_is_minimal': False, 'source_label': '507.4.a.b.1.1', 'source_level': 507, 'target_conrey_index': 337, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510867668697595, 'target_is_minimal': False, 'target_label': '507.4.b.d.337.2', 'target_level': 507, 'twist_class_label': '39.4.e.b.16.1', 'twist_class_level': 39, 'twisting_char_label': '13.5', 'twisting_conrey_index': 5, 'weight': 4}
  • id: 34282932
    {'conductor': 13, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479867, 'source_is_minimal': False, 'source_label': '507.4.a.b.1.1', 'source_level': 507, 'target_conrey_index': 337, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510867668697595, 'target_is_minimal': False, 'target_label': '507.4.b.d.337.1', 'target_level': 507, 'twist_class_label': '39.4.e.b.16.1', 'twist_class_level': 39, 'twisting_char_label': '13.8', 'twisting_conrey_index': 8, 'weight': 4}
  • id: 34282933
    {'conductor': 13, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479867, 'source_is_minimal': False, 'source_label': '507.4.a.b.1.1', 'source_level': 507, 'target_conrey_index': 16, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503874572386343, 'target_is_minimal': True, 'target_label': '39.4.e.b.16.1', 'target_level': 39, 'twist_class_label': '39.4.e.b.16.1', 'twist_class_level': 39, 'twisting_char_label': '13.9', 'twisting_conrey_index': 9, 'weight': 4}
  • id: 34282934
    {'conductor': 13, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479867, 'source_is_minimal': False, 'source_label': '507.4.a.b.1.1', 'source_level': 507, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798949220859, 'target_is_minimal': False, 'target_label': '507.4.a.d.1.1', 'target_level': 507, 'twist_class_label': '39.4.e.b.16.1', 'twist_class_level': 39, 'twisting_char_label': '13.12', 'twisting_conrey_index': 12, 'weight': 4}
  • id: 34282935
    {'conductor': 39, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479867, 'source_is_minimal': False, 'source_label': '507.4.a.b.1.1', 'source_level': 507, 'target_conrey_index': 100, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 412383969397, 'target_is_minimal': False, 'target_label': '117.4.g.a.100.1', 'target_level': 117, 'twist_class_label': '39.4.e.b.16.1', 'twist_class_level': 39, 'twisting_char_label': '39.29', 'twisting_conrey_index': 29, 'weight': 4}
  • id: 34282936
    {'conductor': 39, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479867, 'source_is_minimal': False, 'source_label': '507.4.a.b.1.1', 'source_level': 507, 'target_conrey_index': 55, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 412383969397, 'target_is_minimal': False, 'target_label': '117.4.g.a.55.1', 'target_level': 117, 'twist_class_label': '39.4.e.b.16.1', 'twist_class_level': 39, 'twisting_char_label': '39.35', 'twisting_conrey_index': 35, 'weight': 4}
  • id: 34282937
    {'conductor': 39, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479867, 'source_is_minimal': False, 'source_label': '507.4.a.b.1.1', 'source_level': 507, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398576592369, 'target_is_minimal': False, 'target_label': '1521.4.a.e.1.1', 'target_level': 1521, 'twist_class_label': '39.4.e.b.16.1', 'twist_class_level': 39, 'twisting_char_label': '39.38', 'twisting_conrey_index': 38, 'weight': 4}
  • id: 34282938
    {'conductor': 52, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479867, 'source_is_minimal': False, 'source_label': '507.4.a.b.1.1', 'source_level': 507, 'target_conrey_index': 529, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9008298833478256, 'target_is_minimal': False, 'target_label': '624.4.q.c.529.1', 'target_level': 624, 'twist_class_label': '39.4.e.b.16.1', 'twist_class_level': 39, 'twisting_char_label': '52.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 34282939
    {'conductor': 52, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479867, 'source_is_minimal': False, 'source_label': '507.4.a.b.1.1', 'source_level': 507, 'target_conrey_index': 289, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9008298833478256, 'target_is_minimal': False, 'target_label': '624.4.q.c.289.1', 'target_level': 624, 'twist_class_label': '39.4.e.b.16.1', 'twist_class_level': 39, 'twisting_char_label': '52.35', 'twisting_conrey_index': 35, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 981475
    {'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 4503599694479867, 'p': 2}
  • id: 981476
    {'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 4503599694479867, 'p': 3}
  • id: 981477
    {'charpoly_factorization': [[[-7, 1], 1]], 'hecke_orbit_code': 4503599694479867, 'p': 5}
  • id: 981478
    {'charpoly_factorization': [[[10, 1], 1]], 'hecke_orbit_code': 4503599694479867, 'p': 7}
  • id: 981479
    {'charpoly_factorization': [[[22, 1], 1]], 'hecke_orbit_code': 4503599694479867, 'p': 11}
  • id: 981480
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599694479867, 'p': 13}
  • id: 981481
    {'charpoly_factorization': [[[-37, 1], 1]], 'hecke_orbit_code': 4503599694479867, 'p': 17}
  • id: 981482
    {'charpoly_factorization': [[[-30, 1], 1]], 'hecke_orbit_code': 4503599694479867, 'p': 19}
  • id: 981483
    {'charpoly_factorization': [[[162, 1], 1]], 'hecke_orbit_code': 4503599694479867, 'p': 23}
  • id: 981484
    {'charpoly_factorization': [[[113, 1], 1]], 'hecke_orbit_code': 4503599694479867, 'p': 29}
  • id: 981485
    {'charpoly_factorization': [[[-196, 1], 1]], 'hecke_orbit_code': 4503599694479867, 'p': 31}
  • id: 981486
    {'charpoly_factorization': [[[-13, 1], 1]], 'hecke_orbit_code': 4503599694479867, 'p': 37}
  • id: 981487
    {'charpoly_factorization': [[[-285, 1], 1]], 'hecke_orbit_code': 4503599694479867, 'p': 41}
  • id: 981488
    {'charpoly_factorization': [[[246, 1], 1]], 'hecke_orbit_code': 4503599694479867, 'p': 43}
  • id: 981489
    {'charpoly_factorization': [[[462, 1], 1]], 'hecke_orbit_code': 4503599694479867, 'p': 47}
  • id: 981490
    {'charpoly_factorization': [[[537, 1], 1]], 'hecke_orbit_code': 4503599694479867, 'p': 53}
  • id: 981491
    {'charpoly_factorization': [[[-576, 1], 1]], 'hecke_orbit_code': 4503599694479867, 'p': 59}
  • id: 981492
    {'charpoly_factorization': [[[635, 1], 1]], 'hecke_orbit_code': 4503599694479867, 'p': 61}
  • id: 981493
    {'charpoly_factorization': [[[-202, 1], 1]], 'hecke_orbit_code': 4503599694479867, 'p': 67}
  • id: 981494
    {'charpoly_factorization': [[[1086, 1], 1]], 'hecke_orbit_code': 4503599694479867, 'p': 71}
  • id: 981495
    {'charpoly_factorization': [[[805, 1], 1]], 'hecke_orbit_code': 4503599694479867, 'p': 73}
  • id: 981496
    {'charpoly_factorization': [[[-884, 1], 1]], 'hecke_orbit_code': 4503599694479867, 'p': 79}
  • id: 981497
    {'charpoly_factorization': [[[-518, 1], 1]], 'hecke_orbit_code': 4503599694479867, 'p': 83}
  • id: 981498
    {'charpoly_factorization': [[[-194, 1], 1]], 'hecke_orbit_code': 4503599694479867, 'p': 89}
  • id: 981499
    {'charpoly_factorization': [[[1202, 1], 1]], 'hecke_orbit_code': 4503599694479867, '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': 2, 'label': '507.4.a.b', 'level': 507, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 72574000
    {'hecke_orbit_code': 4503599694479867, 'n': 1, 'trace_an': 1}
  • id: 72574001
    {'hecke_orbit_code': 4503599694479867, 'n': 2, 'trace_an': -1}
  • id: 72574002
    {'hecke_orbit_code': 4503599694479867, 'n': 3, 'trace_an': 3}
  • id: 72574003
    {'hecke_orbit_code': 4503599694479867, 'n': 4, 'trace_an': -7}
  • id: 72574004
    {'hecke_orbit_code': 4503599694479867, 'n': 5, 'trace_an': 7}
  • id: 72574005
    {'hecke_orbit_code': 4503599694479867, 'n': 6, 'trace_an': -3}
  • id: 72574006
    {'hecke_orbit_code': 4503599694479867, 'n': 7, 'trace_an': -10}
  • id: 72574007
    {'hecke_orbit_code': 4503599694479867, 'n': 8, 'trace_an': 15}
  • id: 72574008
    {'hecke_orbit_code': 4503599694479867, 'n': 9, 'trace_an': 9}
  • id: 72574009
    {'hecke_orbit_code': 4503599694479867, 'n': 10, 'trace_an': -7}
  • id: 72574010
    {'hecke_orbit_code': 4503599694479867, 'n': 11, 'trace_an': -22}
  • id: 72574011
    {'hecke_orbit_code': 4503599694479867, 'n': 12, 'trace_an': -21}
  • id: 72574012
    {'hecke_orbit_code': 4503599694479867, 'n': 13, 'trace_an': 0}
  • id: 72574013
    {'hecke_orbit_code': 4503599694479867, 'n': 14, 'trace_an': 10}
  • id: 72574014
    {'hecke_orbit_code': 4503599694479867, 'n': 15, 'trace_an': 21}
  • id: 72574015
    {'hecke_orbit_code': 4503599694479867, 'n': 16, 'trace_an': 41}
  • id: 72574016
    {'hecke_orbit_code': 4503599694479867, 'n': 17, 'trace_an': 37}
  • id: 72574017
    {'hecke_orbit_code': 4503599694479867, 'n': 18, 'trace_an': -9}
  • id: 72574018
    {'hecke_orbit_code': 4503599694479867, 'n': 19, 'trace_an': 30}
  • id: 72574019
    {'hecke_orbit_code': 4503599694479867, 'n': 20, 'trace_an': -49}
  • id: 72574020
    {'hecke_orbit_code': 4503599694479867, 'n': 21, 'trace_an': -30}
  • id: 72574021
    {'hecke_orbit_code': 4503599694479867, 'n': 22, 'trace_an': 22}
  • id: 72574022
    {'hecke_orbit_code': 4503599694479867, 'n': 23, 'trace_an': -162}
  • id: 72574023
    {'hecke_orbit_code': 4503599694479867, 'n': 24, 'trace_an': 45}
  • id: 72574024
    {'hecke_orbit_code': 4503599694479867, 'n': 25, 'trace_an': -76}
  • id: 72574025
    {'hecke_orbit_code': 4503599694479867, 'n': 26, 'trace_an': 0}
  • id: 72574026
    {'hecke_orbit_code': 4503599694479867, 'n': 27, 'trace_an': 27}
  • id: 72574027
    {'hecke_orbit_code': 4503599694479867, 'n': 28, 'trace_an': 70}
  • id: 72574028
    {'hecke_orbit_code': 4503599694479867, 'n': 29, 'trace_an': -113}
  • id: 72574029
    {'hecke_orbit_code': 4503599694479867, 'n': 30, 'trace_an': -21}
  • id: 72574030
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  • id: 72574031
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  • id: 72574032
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  • id: 72574033
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  • id: 72574034
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  • id: 72574035
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  • id: 72574036
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  • id: 72574037
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  • id: 72574038
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  • id: 72574039
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  • id: 72574040
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  • id: 72574041
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  • id: 72574042
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  • id: 72574043
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  • id: 72574044
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  • id: 72574045
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  • id: 72574046
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  • id: 72574047
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  • id: 72574048
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  • id: 72574049
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  • id: 72574050
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  • id: 72574051
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  • id: 72574052
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  • id: 72574053
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  • id: 72574054
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  • id: 72574055
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  • id: 72574056
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  • id: 72574057
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  • id: 72574058
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  • id: 72574059
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  • id: 72574060
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  • id: 72574061
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  • id: 72574062
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  • id: 72574063
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  • id: 72574064
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  • id: 72574065
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  • id: 72574066
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  • id: 72574067
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  • id: 72574068
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  • id: 72574069
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  • id: 72574070
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  • id: 72574071
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  • id: 72574072
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  • id: 72574073
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  • id: 72574074
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  • id: 72574075
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  • id: 72574076
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  • id: 72574077
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  • id: 72574078
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  • id: 72574079
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  • id: 72574080
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  • id: 72574081
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  • id: 72574082
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  • id: 72574083
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  • id: 72574084
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  • id: 72574085
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  • id: 72574086
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  • id: 72574087
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  • id: 72574088
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  • id: 72574089
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  • id: 72574090
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  • id: 72574091
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  • id: 72574092
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  • id: 72574093
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  • id: 72574094
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  • id: 72574095
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  • id: 72574096
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  • id: 72574097
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  • id: 72574098
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  • id: 72574099
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  • id: 72574100
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  • id: 72574101
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  • id: 72574102
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  • id: 72574103
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  • id: 72574104
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  • id: 72574105
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  • id: 72574106
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  • id: 72574107
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  • id: 72574108
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  • id: 72574109
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  • id: 72574110
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  • id: 72574111
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  • id: 72574112
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  • id: 72574113
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  • id: 72574114
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  • id: 72574115
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  • id: 72574116
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  • id: 72574117
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  • id: 72574118
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  • id: 72574119
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  • id: 72574120
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  • id: 72574121
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  • id: 72574122
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  • id: 72574123
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  • id: 72574124
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  • id: 72574125
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  • id: 72574126
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  • id: 72574127
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  • id: 72574128
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  • id: 72574129
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  • id: 72574130
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  • id: 72574131
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  • id: 72574132
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  • id: 72574133
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  • id: 72574134
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  • id: 72574135
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  • id: 72574136
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  • id: 72574137
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  • id: 72574138
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  • id: 72574139
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  • id: 72574140
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  • id: 72574141
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  • id: 72574142
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  • id: 72574143
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  • id: 72574144
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  • id: 72574145
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  • id: 72574146
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  • id: 72574147
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  • id: 72574148
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  • id: 72574149
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  • id: 72574150
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  • id: 72574151
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  • id: 72574152
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  • id: 72574153
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  • id: 72574154
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  • id: 72574155
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  • id: 72574156
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  • id: 72574157
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  • id: 72574158
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  • id: 72574159
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  • id: 72574160
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  • id: 72574161
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  • id: 72574162
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  • id: 72574163
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  • id: 72574164
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  • id: 72574165
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  • id: 72574166
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  • id: 72574167
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  • id: 72574168
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  • id: 72574169
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  • id: 72574170
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  • id: 72574171
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  • id: 72574172
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  • id: 72574173
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  • id: 72574174
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  • id: 72574175
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  • id: 72574176
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  • id: 72574177
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  • id: 72574178
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  • id: 72574179
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  • id: 72574180
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  • id: 72574181
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  • id: 72574182
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  • id: 72574183
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  • id: 72574184
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  • id: 72574185
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  • id: 72574186
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  • id: 72574187
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  • id: 72574188
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  • id: 72574189
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  • id: 72574190
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  • id: 72574191
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  • id: 72574192
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  • id: 72574193
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  • id: 72574194
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  • id: 72574195
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  • id: 72574196
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  • id: 72574197
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  • id: 72574198
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  • id: 72574199
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  • id: 72574200
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  • id: 72574201
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  • id: 72574202
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  • id: 72574203
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  • id: 72574204
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  • id: 72574205
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  • id: 72574206
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  • id: 72574207
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  • id: 72574208
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  • id: 72574209
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  • id: 72574210
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  • id: 72574211
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  • id: 72574212
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  • id: 72574213
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  • id: 72574214
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  • id: 72574215
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  • id: 72574216
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  • id: 72574217
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  • id: 72574218
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  • id: 72574219
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  • id: 72574220
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  • id: 72574221
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  • id: 72574222
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  • id: 72574223
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  • id: 72574224
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  • id: 72574225
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  • id: 72574230
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  • id: 72574232
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  • id: 72574238
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  • id: 72574240
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  • id: 72574241
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  • id: 72574265
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  • id: 72574310
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  • id: 72574312
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  • id: 72574313
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  • id: 72574314
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  • id: 72574315
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  • id: 72574316
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  • id: 72574317
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  • id: 72574318
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  • id: 72574319
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  • id: 72574320
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  • id: 72574321
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  • id: 72574322
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  • id: 72574323
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  • id: 72574324
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  • id: 72574325
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  • id: 72574326
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  • id: 72574327
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  • id: 72574328
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  • id: 72574329
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  • id: 72574330
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  • id: 72574331
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  • id: 72574332
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  • id: 72574333
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  • id: 72574334
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  • id: 72574336
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  • id: 72574340
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  • id: 72574343
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  • id: 72574418
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  • id: 72574419
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  • id: 72574420
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  • id: 72574421
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  • id: 72574422
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  • id: 72574423
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  • id: 72574424
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  • id: 72574425
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  • id: 72574426
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  • id: 72574427
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  • id: 72574428
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  • id: 72574429
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  • id: 72574430
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  • id: 72574431
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  • id: 72574432
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  • id: 72574433
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  • id: 72574434
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  • id: 72574435
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  • id: 72574436
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  • id: 72574437
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  • id: 72574438
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  • id: 72574439
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  • id: 72574440
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  • id: 72574441
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  • id: 72574442
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  • id: 72574443
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  • id: 72574444
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  • id: 72574445
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  • id: 72574446
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  • id: 72574447
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  • id: 72574448
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  • id: 72574449
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  • id: 72574450
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  • id: 72574451
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  • id: 72574452
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  • id: 72574453
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  • id: 72574454
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  • id: 72574455
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  • id: 72574456
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  • id: 72574457
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  • id: 72574458
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  • id: 72574459
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  • id: 72574460
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  • id: 72574461
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  • id: 72574462
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  • id: 72574463
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  • id: 72574464
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  • id: 72574465
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  • id: 72574466
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  • id: 72574467
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  • id: 72574468
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  • id: 72574469
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  • id: 72574470
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  • id: 72574471
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  • id: 72574472
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  • id: 72574473
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  • id: 72574474
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  • id: 72574475
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  • id: 72574476
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  • id: 72574477
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  • id: 72574478
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  • id: 72574479
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  • id: 72574480
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  • id: 72574481
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  • id: 72574482
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  • id: 72574483
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  • id: 72574484
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  • id: 72574485
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  • id: 72574486
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  • id: 72574487
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  • id: 72574488
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  • id: 72574489
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  • id: 72574490
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  • id: 72574491
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  • id: 72574492
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  • id: 72574493
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  • id: 72574494
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  • id: 72574495
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  • id: 72574496
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  • id: 72574497
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  • id: 72574498
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  • id: 72574499
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  • id: 72574500
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  • id: 72574501
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  • id: 72574502
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  • id: 72574503
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  • id: 72574504
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  • id: 72574505
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  • id: 72574506
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  • id: 72574507
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  • id: 72574508
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  • id: 72574509
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  • id: 72574510
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  • id: 72574511
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  • id: 72574512
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  • id: 72574513
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  • id: 72574514
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  • id: 72574515
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  • id: 72574516
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  • id: 72574517
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  • id: 72574518
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  • id: 72574519
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  • id: 72574520
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  • id: 72574521
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  • id: 72574522
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  • id: 72574523
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  • id: 72574524
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  • id: 72574525
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  • id: 72574526
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  • id: 72574527
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  • id: 72574528
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  • id: 72574529
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  • id: 72574530
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  • id: 72574531
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  • id: 72574532
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  • id: 72574533
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  • id: 72574534
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  • id: 72574535
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  • id: 72574536
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  • id: 72574537
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  • id: 72574538
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  • id: 72574539
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  • id: 72574540
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  • id: 72574541
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  • id: 72574542
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  • id: 72574543
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  • id: 72574544
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  • id: 72574545
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  • id: 72574546
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  • id: 72574547
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  • id: 72574548
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  • id: 72574549
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  • id: 72574550
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  • id: 72574551
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  • id: 72574552
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  • id: 72574553
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  • id: 72574554
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  • id: 72574555
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  • id: 72574556
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  • id: 72574557
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  • id: 72574558
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  • id: 72574559
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  • id: 72574560
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  • id: 72574561
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  • id: 72574562
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  • id: 72574563
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  • id: 72574564
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  • id: 72574565
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  • id: 72574566
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  • id: 72574567
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  • id: 72574568
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  • id: 72574569
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  • id: 72574570
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  • id: 72574571
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  • id: 72574572
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  • id: 72574573
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  • id: 72574574
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  • id: 72574575
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  • id: 72574576
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  • id: 72574577
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  • id: 72574578
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  • id: 72574579
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  • id: 72574580
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  • id: 72574588
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  • id: 72574589
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  • id: 72574590
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  • id: 72574596
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  • id: 72574598
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  • id: 72574600
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  • id: 72574601
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  • id: 72574602
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  • id: 72574603
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  • id: 72574605
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  • id: 72574606
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  • id: 72574607
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  • id: 72574608
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  • id: 72574610
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  • id: 72574712
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  • id: 72574713
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  • id: 72574716
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    {'hecke_orbit_code': 4503599694479867, 'n': 987, 'trace_an': 13860}
  • id: 72574987
    {'hecke_orbit_code': 4503599694479867, 'n': 988, 'trace_an': 0}
  • id: 72574988
    {'hecke_orbit_code': 4503599694479867, 'n': 989, 'trace_an': 39852}
  • id: 72574989
    {'hecke_orbit_code': 4503599694479867, 'n': 990, 'trace_an': 1386}
  • id: 72574990
    {'hecke_orbit_code': 4503599694479867, 'n': 991, 'trace_an': -39614}
  • id: 72574991
    {'hecke_orbit_code': 4503599694479867, 'n': 992, 'trace_an': -31556}
  • id: 72574992
    {'hecke_orbit_code': 4503599694479867, 'n': 993, 'trace_an': 3084}
  • id: 72574993
    {'hecke_orbit_code': 4503599694479867, 'n': 994, 'trace_an': -10860}
  • id: 72574994
    {'hecke_orbit_code': 4503599694479867, 'n': 995, 'trace_an': 14126}
  • id: 72574995
    {'hecke_orbit_code': 4503599694479867, 'n': 996, 'trace_an': -10878}
  • id: 72574996
    {'hecke_orbit_code': 4503599694479867, 'n': 997, 'trace_an': -36503}
  • id: 72574997
    {'hecke_orbit_code': 4503599694479867, 'n': 998, 'trace_an': -8976}
  • id: 72574998
    {'hecke_orbit_code': 4503599694479867, 'n': 999, 'trace_an': 351}
  • id: 72574999
    {'hecke_orbit_code': 4503599694479867, 'n': 1000, 'trace_an': -21105}