Embedded newform data - 1849.4.a.j.1.17

Formats: - HTML - YAML - JSON - 2024-04-29T15:46:58.942998

• 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': 29584, 'analytic_conductor': 109.0945316006144, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[43, -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': [1849, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 50, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [1651856004935548928, 82260807360241827840, -531092760752833413120, -144705449928338223104, 3856990142374501713920, -1564681533306286054400, -11784224319046721060352, 7194374950347044332288, 20592265282295756891008, -14280247339550011492480, -23412752090055212321888, 16974282360743358715232, 18572783543421760019008, -13566692591936284020264, -10724131854221258094720, 7759009842997111669977, 4632518886634039987386, -3304151371387437985708, -1525312598382370236542, 1076844921121088175846, 387788315548068246851, -273868323045666810674, -76760593615093112044, 55108844792806705327, 11875567884081789101, -8857890186268483216, -1433717479694624334, 1144263980650152844, 133779545178999837, -119179299748027760, -9410837257970579, 10012996386335263, 468145500571917, -677026138326206, -13068788444365, 36637127217046, -153098536947, -1571688953682, 38256545390, 52653591537, -2196694321, -1346150396, 76406200, 25331608, -1768829, -330340, 26833, 2664, -243, -10, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532396713445177, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '1849.4.a.j', 'level': 1849, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [43], 'level_radical': 43, 'minimal_twist': '1849.4.a.i', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 50, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1849.4.a', 'trace_display': [10, 2, -8, 6], 'traces': [50, 10, 2, 186, -8, -51, 6, 138, 360, -137, -252, 48, -192, -272, -314, 542, -236, 386, -12, -108, -408, -1235, -630, -613, 1098, -1493, -10, 242, -208, 48, -932, 1124, -254, -765, -1452, 747, 90, -1213, 1610, -1693, -1354, 16, 0, -2704, -4508, -233, -3484, 376, 1324, 408, -4054, -2176, -726, -6497, 3288, -7097, -870, 275, -4370, -3891, -1172, 1546, 3686, 606, -2610, -4697, -344, -3221, -136, 1310, -162, 5814, -746, -4332, -236, -1338, -2024, -2782, -2656, 5713, -86, 4168, -3514, -4269, 7558, 0, -10278, -11692, -2640, -8286, 5946, -4271, 2, -9062, -12140, -700, -3864, 2826, -8174, 2279, -4066, -7557, -5532, -11660, -4090, 7973, -3720, -23895, -4914, 5459, -9506, -12629, 3546, 12604, 3818, 10677, -11188, -1186, 12366, -15224, 1674, -4224, 5172, -6881, -2322, 7683, -5906, 13216, 0, -11246, -7572, -28557, 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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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-0.42997484606041736, -0.2875448181678302, -0.2806260261083685, -0.15004182923501072, -0.24900083788805125, -0.4140856116854838, -0.15702370172813568, -0.33057075720524615, -0.16311230978717983, -0.15356595963310374, -0.14740873429099158, -0.37940836145191553, -0.29831647507028214], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 17, 'dual_embedding_m': 17, 'embedding_index': 17, 'embedding_m': 17, 'hecke_orbit': 10, 'hecke_orbit_code': 40532396713445177, 'label': '1849.4.a.j.1.17', 'level': 1849, 'weight': 4}
• 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': [[[[43, 1]], 221, 6], [[[43, -1]], 210, 7]], 'ALdims': [221, 210], 'Nk2': 29584, 'analytic_conductor': 109.0945316006144, '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': [1849, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 451, 'dim': 431, 'eis_dim': 44, 'eis_new_dim': 41, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 67110713, 'hecke_orbit_dims': [1, 4, 6, 10, 10, 10, 30, 30, 50, 50, 60, 60, 110], 'label': '1849.4.a', 'level': 1849, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [43], 'level_radical': 43, 'mf_dim': 495, 'mf_new_dim': 472, 'num_forms': 13, 'plus_dim': 221, 'prim_orbit_index': 1, 'relative_dim': 431, 'sturm_bound': 630, 'trace_bound': 2, 'trace_display': [-2, 4, -16, 12], 'traces': [431, -2, 4, 1656, -16, 30, 12, 12, 3519, -54, 80, 96, -58, 72, 32, 5900, 196, -218, 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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: 46889273
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 50, 'source_embedding_index': 17, 'source_hecke_orbit_code': 40532396713445177, 'source_is_minimal': True, 'source_label': '1849.4.a.j.1.17', 'source_level': 1849, 'target_conrey_index': 1, 'target_dim': 50, 'target_embedding_index': 17, 'target_hecke_orbit_code': 40532396713445177, 'target_is_minimal': True, 'target_label': '1849.4.a.j.1.17', 'target_level': 1849, 'twist_class_label': '1849.4.a.i.1.34', 'twist_class_level': 1849, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 46889274
    {'conductor': 43, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 50, 'source_embedding_index': 17, 'source_hecke_orbit_code': 40532396713445177, 'source_is_minimal': True, 'source_label': '1849.4.a.j.1.17', 'source_level': 1849, 'target_conrey_index': 1, 'target_dim': 50, 'target_embedding_index': 34, 'target_hecke_orbit_code': 36028797086074681, 'target_is_minimal': True, 'target_label': '1849.4.a.i.1.34', 'target_level': 1849, 'twist_class_label': '1849.4.a.i.1.34', 'twist_class_level': 1849, 'twisting_char_label': '43.42', 'twisting_conrey_index': 42, 'weight': 4}
• hecke_orbit_code 40532396713445177 does not appear in mf_hecke_charpolys
• 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': 10, 'label': '1849.4.a.j', 'level': 1849, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 207745000
    {'hecke_orbit_code': 40532396713445177, 'n': 1, 'trace_an': 50}
  • id: 207745001
    {'hecke_orbit_code': 40532396713445177, 'n': 2, 'trace_an': 10}
  • id: 207745002
    {'hecke_orbit_code': 40532396713445177, 'n': 3, 'trace_an': 2}
  • id: 207745003
    {'hecke_orbit_code': 40532396713445177, 'n': 4, 'trace_an': 186}
  • id: 207745004
    {'hecke_orbit_code': 40532396713445177, 'n': 5, 'trace_an': -8}
  • id: 207745005
    {'hecke_orbit_code': 40532396713445177, 'n': 6, 'trace_an': -51}
  • id: 207745006
    {'hecke_orbit_code': 40532396713445177, 'n': 7, 'trace_an': 6}
  • id: 207745007
    {'hecke_orbit_code': 40532396713445177, 'n': 8, 'trace_an': 138}
  • id: 207745008
    {'hecke_orbit_code': 40532396713445177, 'n': 9, 'trace_an': 360}
  • id: 207745009
    {'hecke_orbit_code': 40532396713445177, 'n': 10, 'trace_an': -137}
  • id: 207745010
    {'hecke_orbit_code': 40532396713445177, 'n': 11, 'trace_an': -252}
  • id: 207745011
    {'hecke_orbit_code': 40532396713445177, 'n': 12, 'trace_an': 48}
  • id: 207745012
    {'hecke_orbit_code': 40532396713445177, 'n': 13, 'trace_an': -192}
  • id: 207745013
    {'hecke_orbit_code': 40532396713445177, 'n': 14, 'trace_an': -272}
  • id: 207745014
    {'hecke_orbit_code': 40532396713445177, 'n': 15, 'trace_an': -314}
  • id: 207745015
    {'hecke_orbit_code': 40532396713445177, 'n': 16, 'trace_an': 542}
  • id: 207745016
    {'hecke_orbit_code': 40532396713445177, 'n': 17, 'trace_an': -236}
  • id: 207745017
    {'hecke_orbit_code': 40532396713445177, 'n': 18, 'trace_an': 386}
  • id: 207745018
    {'hecke_orbit_code': 40532396713445177, 'n': 19, 'trace_an': -12}
  • id: 207745019
    {'hecke_orbit_code': 40532396713445177, 'n': 20, 'trace_an': -108}
  • id: 207745020
    {'hecke_orbit_code': 40532396713445177, 'n': 21, 'trace_an': -408}
  • id: 207745021
    {'hecke_orbit_code': 40532396713445177, 'n': 22, 'trace_an': -1235}
  • id: 207745022
    {'hecke_orbit_code': 40532396713445177, 'n': 23, 'trace_an': -630}
  • id: 207745023
    {'hecke_orbit_code': 40532396713445177, 'n': 24, 'trace_an': -613}
  • id: 207745024
    {'hecke_orbit_code': 40532396713445177, 'n': 25, 'trace_an': 1098}
  • id: 207745025
    {'hecke_orbit_code': 40532396713445177, 'n': 26, 'trace_an': -1493}
  • id: 207745026
    {'hecke_orbit_code': 40532396713445177, 'n': 27, 'trace_an': -10}
  • id: 207745027
    {'hecke_orbit_code': 40532396713445177, 'n': 28, 'trace_an': 242}
  • id: 207745028
    {'hecke_orbit_code': 40532396713445177, 'n': 29, 'trace_an': -208}
  • id: 207745029
    {'hecke_orbit_code': 40532396713445177, 'n': 30, 'trace_an': 48}
  • id: 207745030
    {'hecke_orbit_code': 40532396713445177, 'n': 31, 'trace_an': -932}
  • id: 207745031
    {'hecke_orbit_code': 40532396713445177, 'n': 32, 'trace_an': 1124}
  • id: 207745032
    {'hecke_orbit_code': 40532396713445177, 'n': 33, 'trace_an': -254}
  • id: 207745033
    {'hecke_orbit_code': 40532396713445177, 'n': 34, 'trace_an': -765}
  • id: 207745034
    {'hecke_orbit_code': 40532396713445177, 'n': 35, 'trace_an': -1452}
  • id: 207745035
    {'hecke_orbit_code': 40532396713445177, 'n': 36, 'trace_an': 747}
  • id: 207745036
    {'hecke_orbit_code': 40532396713445177, 'n': 37, 'trace_an': 90}
  • id: 207745037
    {'hecke_orbit_code': 40532396713445177, 'n': 38, 'trace_an': -1213}
  • id: 207745038
    {'hecke_orbit_code': 40532396713445177, 'n': 39, 'trace_an': 1610}
  • id: 207745039
    {'hecke_orbit_code': 40532396713445177, 'n': 40, 'trace_an': -1693}
  • id: 207745040
    {'hecke_orbit_code': 40532396713445177, 'n': 41, 'trace_an': -1354}
  • id: 207745041
    {'hecke_orbit_code': 40532396713445177, 'n': 42, 'trace_an': 16}
  • id: 207745042
    {'hecke_orbit_code': 40532396713445177, 'n': 43, 'trace_an': 0}
  • id: 207745043
    {'hecke_orbit_code': 40532396713445177, 'n': 44, 'trace_an': -2704}
  • id: 207745044
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  • id: 207745050
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  • id: 207745051
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  • id: 207745053
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  • id: 207745054
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  • id: 207745056
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  • id: 207745057
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  • id: 207745058
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  • id: 207745059
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  • id: 207745062
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  • id: 207745063
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  • id: 207745064
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  • id: 207745065
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  • id: 207745067
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  • id: 207745070
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  • id: 207745071
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  • id: 207745072
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  • id: 207745073
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  • id: 207745076
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  • id: 207745077
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  • id: 207745078
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  • id: 207745090
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  • id: 207745122
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  • id: 207745126
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  • id: 207745127
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  • id: 207745131
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  • id: 207745132
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  • id: 207745134
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  • id: 207745135
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  • id: 207745136
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  • id: 207745137
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  • id: 207745138
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  • id: 207745139
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  • id: 207745140
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  • id: 207745141
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  • id: 207745142
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  • id: 207745143
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  • id: 207745144
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  • id: 207745145
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  • id: 207745146
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  • id: 207745147
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  • id: 207745148
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  • id: 207745152
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  • id: 207745154
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  • id: 207745167
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  • id: 207745177
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  • id: 207745235
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  • id: 207745242
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  • id: 207745243
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  • id: 207745244
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  • id: 207745245
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  • id: 207745248
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  • id: 207745249
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  • id: 207745250
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  • id: 207745251
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  • id: 207745252
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  • id: 207745254
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  • id: 207745256
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  • id: 207745277
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  • id: 207745281
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  • id: 207745282
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  • id: 207745301
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  • id: 207745305
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  • id: 207745306
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  • id: 207745307
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  • id: 207745311
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  • id: 207745312
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  • id: 207745316
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  • id: 207745317
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  • id: 207745318
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  • id: 207745319
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  • id: 207745320
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  • id: 207745321
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  • id: 207745322
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  • id: 207745323
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  • id: 207745324
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  • id: 207745325
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  • id: 207745326
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  • id: 207745327
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  • id: 207745328
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  • id: 207745329
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  • id: 207745330
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  • id: 207745331
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  • id: 207745332
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  • id: 207745333
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  • id: 207745334
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  • id: 207745335
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  • id: 207745336
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  • id: 207745337
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  • id: 207745338
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  • id: 207745339
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  • id: 207745340
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  • id: 207745341
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  • id: 207745342
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  • id: 207745346
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  • id: 207745348
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  • id: 207745350
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    {'hecke_orbit_code': 40532396713445177, 'n': 988, 'trace_an': -62888}
  • id: 207745988
    {'hecke_orbit_code': 40532396713445177, 'n': 989, 'trace_an': 0}
  • id: 207745989
    {'hecke_orbit_code': 40532396713445177, 'n': 990, 'trace_an': 517014}
  • id: 207745990
    {'hecke_orbit_code': 40532396713445177, 'n': 991, 'trace_an': -235928}
  • id: 207745991
    {'hecke_orbit_code': 40532396713445177, 'n': 992, 'trace_an': 61515}
  • id: 207745992
    {'hecke_orbit_code': 40532396713445177, 'n': 993, 'trace_an': -67956}
  • id: 207745993
    {'hecke_orbit_code': 40532396713445177, 'n': 994, 'trace_an': -47301}
  • id: 207745994
    {'hecke_orbit_code': 40532396713445177, 'n': 995, 'trace_an': 105478}
  • id: 207745995
    {'hecke_orbit_code': 40532396713445177, 'n': 996, 'trace_an': 176879}
  • id: 207745996
    {'hecke_orbit_code': 40532396713445177, 'n': 997, 'trace_an': 53726}
  • id: 207745997
    {'hecke_orbit_code': 40532396713445177, 'n': 998, 'trace_an': 44696}
  • id: 207745998
    {'hecke_orbit_code': 40532396713445177, 'n': 999, 'trace_an': -35100}
  • id: 207745999
    {'hecke_orbit_code': 40532396713445177, 'n': 1000, 'trace_an': 310293}