Embedded newform data - 363.6.a.e.1.1

Formats: - HTML - YAML - JSON - 2024-05-16T06:49:44.094046

• 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': 13068, 'analytic_conductor': 58.21932659211197, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [11, 1]], 'atkin_lehner_string': '++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [363, 1, [122, 244], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-9, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398610145643, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '363.6.a.e', 'level': 363, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 11], 'level_radical': 33, 'minimal_twist': '363.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+9q^{2}-9q^{3}+7^{2}q^{4}+24q^{5}-3^{4}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '363.6.a', 'trace_display': [9, -9, 24, -72], 'trace_hash': 195609793728831918, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.974', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.902', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.695', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [1, 9, -9, 49, 24, -81, -72, 153, 81, 216, 0, -441, -306, -648, -216, -191, -1206, 729, 774, 1176, 648, 0, -4626, -1377, -2549, -2754, -729, -3528, 7686, -1944, 5428, -6615, 0, -10854, -1728, 3969, 3454, 6966, 2754, 3672, -7866, 5832, -15786, 0, 1944, -41634, -6402, 1719, -11623, -22941, 10854, -14994, -21684, -6561, 0, -11016, -6966, 69174, -27420, -10584, -52866, 48852, -5832, -53423, -7344, 0, 25012, -59094, 41634, -15552, 65058, 12393, 26676, 31086, 22941, 37926, 0, 24786, 18612, -4584, 6561, -70794, 0, 31752, -28944, -142074, -69174, 0, -41670, 17496, 22032, -226674, -48852, -57618, 18576, 59535, 40694, -104607, 0, -124901, 76554, 97686, -81748, -46818, 15552, -195156, 53748, -35721, 213390, 0, -31086, 13752, -141594, -62694, -111024, 376614, -24786, -246780, 86832, -33048, 0, -475794, 70794, 265972, -136176, -52488, -196812, -269127, 142074, -66096, 68436, 0, -55728, 225108, 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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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'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 5, 'hecke_orbit_code': 18014398610145643, 'label': '363.6.a.e.1.1', 'level': 363, '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': [[[[3, -1], [11, -1]], 20, 6], [[[3, -1], [11, 1]], 26, 3], [[[3, 1], [11, 1]], 22, 6], [[[3, 1], [11, -1]], 23, 6]], 'ALdims': [22, 23, 26, 20], 'Nk2': 13068, 'analytic_conductor': 58.21932659211197, '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': [363, 1, [122, 244], [1, 1]], 'conrey_index': 1, 'cusp_dim': 208, 'dim': 91, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663659, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 3, 3, 4, 4, 6, 6, 10, 10, 10, 10, 10], 'label': '363.6.a', 'level': 363, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 11], 'level_radical': 33, 'mf_dim': 232, 'mf_new_dim': 91, 'num_forms': 21, 'plus_dim': 42, 'prim_orbit_index': 1, 'relative_dim': 91, 'sturm_bound': 264, 'trace_bound': 4, 'trace_display': [-2, 9, 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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: 44130456
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398610145643, 'source_is_minimal': True, 'source_label': '363.6.a.e.1.1', 'source_level': 363, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398610145643, 'target_is_minimal': True, 'target_label': '363.6.a.e.1.1', 'target_level': 363, 'twist_class_label': '363.6.a.a.1.1', 'twist_class_level': 363, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 44130457
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398610145643, 'source_is_minimal': True, 'source_label': '363.6.a.e.1.1', 'source_level': 363, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100664385, 'target_is_minimal': False, 'target_label': '1089.6.a.a.1.1', 'target_level': 1089, 'twist_class_label': '363.6.a.a.1.1', 'twist_class_level': 363, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 44130458
    {'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398610145643, 'source_is_minimal': True, 'source_label': '363.6.a.e.1.1', 'source_level': 363, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663659, 'target_is_minimal': True, 'target_label': '363.6.a.a.1.1', 'target_level': 363, 'twist_class_label': '363.6.a.a.1.1', 'twist_class_level': 363, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 6}
  • id: 44130459
    {'conductor': 33, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398610145643, 'source_is_minimal': True, 'source_label': '363.6.a.e.1.1', 'source_level': 363, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797119628353, 'target_is_minimal': False, 'target_label': '1089.6.a.i.1.1', 'target_level': 1089, 'twist_class_label': '363.6.a.a.1.1', 'twist_class_level': 363, 'twisting_char_label': '33.32', 'twisting_conrey_index': 32, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 778575
    {'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 18014398610145643, 'p': 2}
  • id: 778576
    {'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 18014398610145643, 'p': 3}
  • id: 778577
    {'charpoly_factorization': [[[-24, 1], 1]], 'hecke_orbit_code': 18014398610145643, 'p': 5}
  • id: 778578
    {'charpoly_factorization': [[[72, 1], 1]], 'hecke_orbit_code': 18014398610145643, 'p': 7}
  • id: 778579
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398610145643, 'p': 11}
  • id: 778580
    {'charpoly_factorization': [[[306, 1], 1]], 'hecke_orbit_code': 18014398610145643, 'p': 13}
  • id: 778581
    {'charpoly_factorization': [[[1206, 1], 1]], 'hecke_orbit_code': 18014398610145643, 'p': 17}
  • id: 778582
    {'charpoly_factorization': [[[-774, 1], 1]], 'hecke_orbit_code': 18014398610145643, 'p': 19}
  • id: 778583
    {'charpoly_factorization': [[[4626, 1], 1]], 'hecke_orbit_code': 18014398610145643, 'p': 23}
  • id: 778584
    {'charpoly_factorization': [[[-7686, 1], 1]], 'hecke_orbit_code': 18014398610145643, 'p': 29}
  • id: 778585
    {'charpoly_factorization': [[[-5428, 1], 1]], 'hecke_orbit_code': 18014398610145643, 'p': 31}
  • id: 778586
    {'charpoly_factorization': [[[-3454, 1], 1]], 'hecke_orbit_code': 18014398610145643, 'p': 37}
  • id: 778587
    {'charpoly_factorization': [[[7866, 1], 1]], 'hecke_orbit_code': 18014398610145643, 'p': 41}
  • id: 778588
    {'charpoly_factorization': [[[15786, 1], 1]], 'hecke_orbit_code': 18014398610145643, 'p': 43}
  • id: 778589
    {'charpoly_factorization': [[[6402, 1], 1]], 'hecke_orbit_code': 18014398610145643, 'p': 47}
  • id: 778590
    {'charpoly_factorization': [[[21684, 1], 1]], 'hecke_orbit_code': 18014398610145643, 'p': 53}
  • id: 778591
    {'charpoly_factorization': [[[27420, 1], 1]], 'hecke_orbit_code': 18014398610145643, 'p': 59}
  • id: 778592
    {'charpoly_factorization': [[[52866, 1], 1]], 'hecke_orbit_code': 18014398610145643, 'p': 61}
  • id: 778593
    {'charpoly_factorization': [[[-25012, 1], 1]], 'hecke_orbit_code': 18014398610145643, 'p': 67}
  • id: 778594
    {'charpoly_factorization': [[[-65058, 1], 1]], 'hecke_orbit_code': 18014398610145643, 'p': 71}
  • id: 778595
    {'charpoly_factorization': [[[-26676, 1], 1]], 'hecke_orbit_code': 18014398610145643, 'p': 73}
  • id: 778596
    {'charpoly_factorization': [[[-18612, 1], 1]], 'hecke_orbit_code': 18014398610145643, 'p': 79}
  • id: 778597
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398610145643, 'p': 83}
  • id: 778598
    {'charpoly_factorization': [[[41670, 1], 1]], 'hecke_orbit_code': 18014398610145643, 'p': 89}
  • id: 778599
    {'charpoly_factorization': [[[-40694, 1], 1]], 'hecke_orbit_code': 18014398610145643, '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': '363.6.a.e', 'level': 363, '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: 155491000
    {'hecke_orbit_code': 18014398610145643, 'n': 1, 'trace_an': 1}
  • id: 155491001
    {'hecke_orbit_code': 18014398610145643, 'n': 2, 'trace_an': 9}
  • id: 155491002
    {'hecke_orbit_code': 18014398610145643, 'n': 3, 'trace_an': -9}
  • id: 155491003
    {'hecke_orbit_code': 18014398610145643, 'n': 4, 'trace_an': 49}
  • id: 155491004
    {'hecke_orbit_code': 18014398610145643, 'n': 5, 'trace_an': 24}
  • id: 155491005
    {'hecke_orbit_code': 18014398610145643, 'n': 6, 'trace_an': -81}
  • id: 155491006
    {'hecke_orbit_code': 18014398610145643, 'n': 7, 'trace_an': -72}
  • id: 155491007
    {'hecke_orbit_code': 18014398610145643, 'n': 8, 'trace_an': 153}
  • id: 155491008
    {'hecke_orbit_code': 18014398610145643, 'n': 9, 'trace_an': 81}
  • id: 155491009
    {'hecke_orbit_code': 18014398610145643, 'n': 10, 'trace_an': 216}
  • id: 155491010
    {'hecke_orbit_code': 18014398610145643, 'n': 11, 'trace_an': 0}
  • id: 155491011
    {'hecke_orbit_code': 18014398610145643, 'n': 12, 'trace_an': -441}
  • id: 155491012
    {'hecke_orbit_code': 18014398610145643, 'n': 13, 'trace_an': -306}
  • id: 155491013
    {'hecke_orbit_code': 18014398610145643, 'n': 14, 'trace_an': -648}
  • id: 155491014
    {'hecke_orbit_code': 18014398610145643, 'n': 15, 'trace_an': -216}
  • id: 155491015
    {'hecke_orbit_code': 18014398610145643, 'n': 16, 'trace_an': -191}
  • id: 155491016
    {'hecke_orbit_code': 18014398610145643, 'n': 17, 'trace_an': -1206}
  • id: 155491017
    {'hecke_orbit_code': 18014398610145643, 'n': 18, 'trace_an': 729}
  • id: 155491018
    {'hecke_orbit_code': 18014398610145643, 'n': 19, 'trace_an': 774}
  • id: 155491019
    {'hecke_orbit_code': 18014398610145643, 'n': 20, 'trace_an': 1176}
  • id: 155491020
    {'hecke_orbit_code': 18014398610145643, 'n': 21, 'trace_an': 648}
  • id: 155491021
    {'hecke_orbit_code': 18014398610145643, 'n': 22, 'trace_an': 0}
  • id: 155491022
    {'hecke_orbit_code': 18014398610145643, 'n': 23, 'trace_an': -4626}
  • id: 155491023
    {'hecke_orbit_code': 18014398610145643, 'n': 24, 'trace_an': -1377}
  • id: 155491024
    {'hecke_orbit_code': 18014398610145643, 'n': 25, 'trace_an': -2549}
  • id: 155491025
    {'hecke_orbit_code': 18014398610145643, 'n': 26, 'trace_an': -2754}
  • id: 155491026
    {'hecke_orbit_code': 18014398610145643, 'n': 27, 'trace_an': -729}
  • id: 155491027
    {'hecke_orbit_code': 18014398610145643, 'n': 28, 'trace_an': -3528}
  • id: 155491028
    {'hecke_orbit_code': 18014398610145643, 'n': 29, 'trace_an': 7686}
  • id: 155491029
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  • id: 155491030
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  • id: 155491031
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  • id: 155491032
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  • id: 155491033
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  • id: 155491034
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  • id: 155491035
    {'hecke_orbit_code': 18014398610145643, 'n': 36, 'trace_an': 3969}
  • id: 155491036
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  • id: 155491037
    {'hecke_orbit_code': 18014398610145643, 'n': 38, 'trace_an': 6966}
  • id: 155491038
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  • id: 155491039
    {'hecke_orbit_code': 18014398610145643, 'n': 40, 'trace_an': 3672}
  • id: 155491040
    {'hecke_orbit_code': 18014398610145643, 'n': 41, 'trace_an': -7866}
  • id: 155491041
    {'hecke_orbit_code': 18014398610145643, 'n': 42, 'trace_an': 5832}
  • id: 155491042
    {'hecke_orbit_code': 18014398610145643, 'n': 43, 'trace_an': -15786}
  • id: 155491043
    {'hecke_orbit_code': 18014398610145643, 'n': 44, 'trace_an': 0}
  • id: 155491044
    {'hecke_orbit_code': 18014398610145643, 'n': 45, 'trace_an': 1944}
  • id: 155491045
    {'hecke_orbit_code': 18014398610145643, 'n': 46, 'trace_an': -41634}
  • id: 155491046
    {'hecke_orbit_code': 18014398610145643, 'n': 47, 'trace_an': -6402}
  • id: 155491047
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  • id: 155491048
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  • id: 155491049
    {'hecke_orbit_code': 18014398610145643, 'n': 50, 'trace_an': -22941}
  • id: 155491050
    {'hecke_orbit_code': 18014398610145643, 'n': 51, 'trace_an': 10854}
  • id: 155491051
    {'hecke_orbit_code': 18014398610145643, 'n': 52, 'trace_an': -14994}
  • id: 155491052
    {'hecke_orbit_code': 18014398610145643, 'n': 53, 'trace_an': -21684}
  • id: 155491053
    {'hecke_orbit_code': 18014398610145643, 'n': 54, 'trace_an': -6561}
  • id: 155491054
    {'hecke_orbit_code': 18014398610145643, 'n': 55, 'trace_an': 0}
  • id: 155491055
    {'hecke_orbit_code': 18014398610145643, 'n': 56, 'trace_an': -11016}
  • id: 155491056
    {'hecke_orbit_code': 18014398610145643, 'n': 57, 'trace_an': -6966}
  • id: 155491057
    {'hecke_orbit_code': 18014398610145643, 'n': 58, 'trace_an': 69174}
  • id: 155491058
    {'hecke_orbit_code': 18014398610145643, 'n': 59, 'trace_an': -27420}
  • id: 155491059
    {'hecke_orbit_code': 18014398610145643, 'n': 60, 'trace_an': -10584}
  • id: 155491060
    {'hecke_orbit_code': 18014398610145643, 'n': 61, 'trace_an': -52866}
  • id: 155491061
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  • id: 155491062
    {'hecke_orbit_code': 18014398610145643, 'n': 63, 'trace_an': -5832}
  • id: 155491063
    {'hecke_orbit_code': 18014398610145643, 'n': 64, 'trace_an': -53423}
  • id: 155491064
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  • id: 155491065
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  • id: 155491066
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  • id: 155491067
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  • id: 155491068
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  • id: 155491069
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  • id: 155491070
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  • id: 155491071
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  • id: 155491072
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  • id: 155491073
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  • id: 155491074
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  • id: 155491075
    {'hecke_orbit_code': 18014398610145643, 'n': 76, 'trace_an': 37926}
  • id: 155491076
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  • id: 155491077
    {'hecke_orbit_code': 18014398610145643, 'n': 78, 'trace_an': 24786}
  • id: 155491078
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  • id: 155491079
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  • id: 155491080
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  • id: 155491081
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  • id: 155491082
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  • id: 155491083
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  • id: 155491084
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  • id: 155491085
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  • id: 155491086
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  • id: 155491087
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  • id: 155491088
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  • id: 155491089
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  • id: 155491090
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  • id: 155491091
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  • id: 155491092
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  • id: 155491093
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  • id: 155491094
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  • id: 155491095
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  • id: 155491096
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  • id: 155491097
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  • id: 155491098
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  • id: 155491099
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  • id: 155491100
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  • id: 155491101
    {'hecke_orbit_code': 18014398610145643, 'n': 102, 'trace_an': 97686}
  • id: 155491102
    {'hecke_orbit_code': 18014398610145643, 'n': 103, 'trace_an': -81748}
  • id: 155491103
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  • id: 155491104
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  • id: 155491105
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  • id: 155491106
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  • id: 155491107
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  • id: 155491108
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  • id: 155491109
    {'hecke_orbit_code': 18014398610145643, 'n': 110, 'trace_an': 0}
  • id: 155491110
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  • id: 155491111
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  • id: 155491112
    {'hecke_orbit_code': 18014398610145643, 'n': 113, 'trace_an': -141594}
  • id: 155491113
    {'hecke_orbit_code': 18014398610145643, 'n': 114, 'trace_an': -62694}
  • id: 155491114
    {'hecke_orbit_code': 18014398610145643, 'n': 115, 'trace_an': -111024}
  • id: 155491115
    {'hecke_orbit_code': 18014398610145643, 'n': 116, 'trace_an': 376614}
  • id: 155491116
    {'hecke_orbit_code': 18014398610145643, 'n': 117, 'trace_an': -24786}
  • id: 155491117
    {'hecke_orbit_code': 18014398610145643, 'n': 118, 'trace_an': -246780}
  • id: 155491118
    {'hecke_orbit_code': 18014398610145643, 'n': 119, 'trace_an': 86832}
  • id: 155491119
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  • id: 155491120
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  • id: 155491121
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  • id: 155491122
    {'hecke_orbit_code': 18014398610145643, 'n': 123, 'trace_an': 70794}
  • id: 155491123
    {'hecke_orbit_code': 18014398610145643, 'n': 124, 'trace_an': 265972}
  • id: 155491124
    {'hecke_orbit_code': 18014398610145643, 'n': 125, 'trace_an': -136176}
  • id: 155491125
    {'hecke_orbit_code': 18014398610145643, 'n': 126, 'trace_an': -52488}
  • id: 155491126
    {'hecke_orbit_code': 18014398610145643, 'n': 127, 'trace_an': -196812}
  • id: 155491127
    {'hecke_orbit_code': 18014398610145643, 'n': 128, 'trace_an': -269127}
  • id: 155491128
    {'hecke_orbit_code': 18014398610145643, 'n': 129, 'trace_an': 142074}
  • id: 155491129
    {'hecke_orbit_code': 18014398610145643, 'n': 130, 'trace_an': -66096}
  • id: 155491130
    {'hecke_orbit_code': 18014398610145643, 'n': 131, 'trace_an': 68436}
  • id: 155491131
    {'hecke_orbit_code': 18014398610145643, 'n': 132, 'trace_an': 0}
  • id: 155491132
    {'hecke_orbit_code': 18014398610145643, 'n': 133, 'trace_an': -55728}
  • id: 155491133
    {'hecke_orbit_code': 18014398610145643, 'n': 134, 'trace_an': 225108}
  • id: 155491134
    {'hecke_orbit_code': 18014398610145643, 'n': 135, 'trace_an': -17496}
  • id: 155491135
    {'hecke_orbit_code': 18014398610145643, 'n': 136, 'trace_an': -184518}
  • id: 155491136
    {'hecke_orbit_code': 18014398610145643, 'n': 137, 'trace_an': -106806}
  • id: 155491137
    {'hecke_orbit_code': 18014398610145643, 'n': 138, 'trace_an': 374706}
  • id: 155491138
    {'hecke_orbit_code': 18014398610145643, 'n': 139, 'trace_an': -362322}
  • id: 155491139
    {'hecke_orbit_code': 18014398610145643, 'n': 140, 'trace_an': -84672}
  • id: 155491140
    {'hecke_orbit_code': 18014398610145643, 'n': 141, 'trace_an': 57618}
  • id: 155491141
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  • id: 155491142
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  • id: 155491143
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  • id: 155491144
    {'hecke_orbit_code': 18014398610145643, 'n': 145, 'trace_an': 184464}
  • id: 155491145
    {'hecke_orbit_code': 18014398610145643, 'n': 146, 'trace_an': 240084}
  • id: 155491146
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  • id: 155491147
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  • id: 155491148
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  • id: 155491149
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  • id: 155491150
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  • id: 155491151
    {'hecke_orbit_code': 18014398610145643, 'n': 152, 'trace_an': 118422}
  • id: 155491152
    {'hecke_orbit_code': 18014398610145643, 'n': 153, 'trace_an': -97686}
  • id: 155491153
    {'hecke_orbit_code': 18014398610145643, 'n': 154, 'trace_an': 0}
  • id: 155491154
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  • id: 155491155
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  • id: 155491156
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  • id: 155491157
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  • id: 155491158
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  • id: 155491159
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  • id: 155491160
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  • id: 155491161
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  • id: 155491162
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  • id: 155491163
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  • id: 155491164
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  • id: 155491165
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  • id: 155491166
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  • id: 155491167
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  • id: 155491168
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  • id: 155491169
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  • id: 155491170
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  • id: 155491171
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  • id: 155491172
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  • id: 155491173
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  • id: 155491174
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  • id: 155491175
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  • id: 155491176
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  • id: 155491177
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  • id: 155491178
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  • id: 155491179
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  • id: 155491180
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  • id: 155491181
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  • id: 155491182
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  • id: 155491183
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  • id: 155491184
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  • id: 155491185
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  • id: 155491186
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  • id: 155491187
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  • id: 155491188
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  • id: 155491189
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  • id: 155491190
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  • id: 155491191
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  • id: 155491192
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  • id: 155491193
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  • id: 155491194
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  • id: 155491195
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  • id: 155491196
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  • id: 155491197
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  • id: 155491199
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  • id: 155491200
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  • id: 155491201
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  • id: 155491202
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  • id: 155491203
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  • id: 155491204
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  • id: 155491205
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  • id: 155491206
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  • id: 155491207
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  • id: 155491208
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  • id: 155491209
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  • id: 155491210
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  • id: 155491211
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  • id: 155491212
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  • id: 155491213
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  • id: 155491214
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  • id: 155491215
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  • id: 155491216
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  • id: 155491217
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  • id: 155491218
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  • id: 155491219
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  • id: 155491220
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  • id: 155491221
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  • id: 155491222
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  • id: 155491223
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  • id: 155491224
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  • id: 155491225
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  • id: 155491226
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  • id: 155491227
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  • id: 155491229
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  • id: 155491230
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  • id: 155491231
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  • id: 155491232
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  • id: 155491233
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  • id: 155491234
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  • id: 155491235
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  • id: 155491236
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  • id: 155491237
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  • id: 155491238
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  • id: 155491239
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  • id: 155491240
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  • id: 155491241
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  • id: 155491242
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  • id: 155491243
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  • id: 155491244
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  • id: 155491245
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  • id: 155491246
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  • id: 155491247
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  • id: 155491251
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  • id: 155491253
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  • id: 155491259
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  • id: 155491260
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  • id: 155491261
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  • id: 155491262
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  • id: 155491263
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  • id: 155491265
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  • id: 155491266
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  • id: 155491267
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  • id: 155491268
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  • id: 155491270
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  • id: 155491272
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  • id: 155491277
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  • id: 155491280
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  • id: 155491286
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  • id: 155491287
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  • id: 155491288
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  • id: 155491289
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  • id: 155491290
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  • id: 155491291
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  • id: 155491292
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  • id: 155491293
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  • id: 155491295
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  • id: 155491296
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  • id: 155491297
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  • id: 155491298
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  • id: 155491300
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  • id: 155491301
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  • id: 155491302
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  • id: 155491303
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  • id: 155491304
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  • id: 155491305
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  • id: 155491306
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  • id: 155491308
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  • id: 155491309
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  • id: 155491310
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  • id: 155491311
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  • id: 155491312
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  • id: 155491313
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  • id: 155491314
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  • id: 155491315
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  • id: 155491316
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  • id: 155491317
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  • id: 155491318
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  • id: 155491319
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  • id: 155491320
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  • id: 155491321
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  • id: 155491322
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  • id: 155491323
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  • id: 155491324
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  • id: 155491325
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  • id: 155491326
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  • id: 155491327
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  • id: 155491328
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  • id: 155491329
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  • id: 155491330
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  • id: 155491331
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  • id: 155491332
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  • id: 155491333
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  • id: 155491334
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  • id: 155491335
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  • id: 155491336
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  • id: 155491337
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  • id: 155491338
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  • id: 155491339
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  • id: 155491340
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  • id: 155491341
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  • id: 155491342
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  • id: 155491343
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  • id: 155491344
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  • id: 155491345
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  • id: 155491346
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  • id: 155491347
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  • id: 155491348
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  • id: 155491349
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  • id: 155491350
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  • id: 155491351
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  • id: 155491352
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  • id: 155491353
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  • id: 155491354
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  • id: 155491355
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  • id: 155491356
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  • id: 155491358
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  • id: 155491359
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  • id: 155491360
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  • id: 155491361
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  • id: 155491365
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  • id: 155491368
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  • id: 155491369
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  • id: 155491370
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  • id: 155491371
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  • id: 155491372
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  • id: 155491409
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  • id: 155491425
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  • id: 155491500
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  • id: 155491506
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  • id: 155491508
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  • id: 155491511
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  • id: 155491512
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  • id: 155491513
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  • id: 155491521
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    {'hecke_orbit_code': 18014398610145643, 'n': 966, 'trace_an': -26978832}
  • id: 155491966
    {'hecke_orbit_code': 18014398610145643, 'n': 967, 'trace_an': -21038724}
  • id: 155491967
    {'hecke_orbit_code': 18014398610145643, 'n': 968, 'trace_an': 0}
  • id: 155491968
    {'hecke_orbit_code': 18014398610145643, 'n': 969, 'trace_an': 8400996}
  • id: 155491969
    {'hecke_orbit_code': 18014398610145643, 'n': 970, 'trace_an': 8789904}
  • id: 155491970
    {'hecke_orbit_code': 18014398610145643, 'n': 971, 'trace_an': 35818020}
  • id: 155491971
    {'hecke_orbit_code': 18014398610145643, 'n': 972, 'trace_an': -2893401}
  • id: 155491972
    {'hecke_orbit_code': 18014398610145643, 'n': 973, 'trace_an': 26087184}
  • id: 155491973
    {'hecke_orbit_code': 18014398610145643, 'n': 974, 'trace_an': -18141264}
  • id: 155491974
    {'hecke_orbit_code': 18014398610145643, 'n': 975, 'trace_an': -7019946}
  • id: 155491975
    {'hecke_orbit_code': 18014398610145643, 'n': 976, 'trace_an': 10097406}
  • id: 155491976
    {'hecke_orbit_code': 18014398610145643, 'n': 977, 'trace_an': -1228230}
  • id: 155491977
    {'hecke_orbit_code': 18014398610145643, 'n': 978, 'trace_an': 17331084}
  • id: 155491978
    {'hecke_orbit_code': 18014398610145643, 'n': 979, 'trace_an': 0}
  • id: 155491979
    {'hecke_orbit_code': 18014398610145643, 'n': 980, 'trace_an': -13668648}
  • id: 155491980
    {'hecke_orbit_code': 18014398610145643, 'n': 981, 'trace_an': 17284590}
  • id: 155491981
    {'hecke_orbit_code': 18014398610145643, 'n': 982, 'trace_an': -4847364}
  • id: 155491982
    {'hecke_orbit_code': 18014398610145643, 'n': 983, 'trace_an': 3689286}
  • id: 155491983
    {'hecke_orbit_code': 18014398610145643, 'n': 984, 'trace_an': 10831482}
  • id: 155491984
    {'hecke_orbit_code': 18014398610145643, 'n': 985, 'trace_an': 5279472}
  • id: 155491985
    {'hecke_orbit_code': 18014398610145643, 'n': 986, 'trace_an': -83423844}
  • id: 155491986
    {'hecke_orbit_code': 18014398610145643, 'n': 987, 'trace_an': -4148496}
  • id: 155491987
    {'hecke_orbit_code': 18014398610145643, 'n': 988, 'trace_an': -11605356}
  • id: 155491988
    {'hecke_orbit_code': 18014398610145643, 'n': 989, 'trace_an': 73026036}
  • id: 155491989
    {'hecke_orbit_code': 18014398610145643, 'n': 990, 'trace_an': 0}
  • id: 155491990
    {'hecke_orbit_code': 18014398610145643, 'n': 991, 'trace_an': 12425308}
  • id: 155491991
    {'hecke_orbit_code': 18014398610145643, 'n': 992, 'trace_an': -35906220}
  • id: 155491992
    {'hecke_orbit_code': 18014398610145643, 'n': 993, 'trace_an': -29790468}
  • id: 155491993
    {'hecke_orbit_code': 18014398610145643, 'n': 994, 'trace_an': -42157584}
  • id: 155491994
    {'hecke_orbit_code': 18014398610145643, 'n': 995, 'trace_an': 13513344}
  • id: 155491995
    {'hecke_orbit_code': 18014398610145643, 'n': 996, 'trace_an': 0}
  • id: 155491996
    {'hecke_orbit_code': 18014398610145643, 'n': 997, 'trace_an': -28732806}
  • id: 155491997
    {'hecke_orbit_code': 18014398610145643, 'n': 998, 'trace_an': 46402884}
  • id: 155491998
    {'hecke_orbit_code': 18014398610145643, 'n': 999, 'trace_an': -2517966}
  • id: 155491999
    {'hecke_orbit_code': 18014398610145643, 'n': 1000, 'trace_an': -20834928}