Embedded newform data - 531.8.a.g.1.19

Formats: - HTML - YAML - JSON - 2024-05-21T06:15:03.377177

• 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
  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_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	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': 33984, 'analytic_conductor': 165.87644853206865, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [59, -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': [531, 1, [119, 415], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 33, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-18817977717306260823784554496000, -19264142738713112318238628249600, 107859447550008907838325050572800, -94346496927374668054863355576320, 15276051281660051806187188387840, 11960785965628563257465626689536, -3504180365799062865664298319872, -670572271555575243815711735808, 249402541750376793155350429696, 22979629267817651898520240128, -9626978627051392266270900224, -558103164403884318555160576, 234164179992760769632440320, 10324723510380916242298880, -3844459417620846912455680, -147792757044277817572864, 44209640220820192531968, 1613649058338230424320, -363374803729567497600, -13179416635511573632, 2153733459191446456, 79269857034902260, -9195169272753086, -346170752179953, 27937840028928, 1077513553842, -58776622774, -2319525047, 81195236, 3271065, -66112, -2712, 24, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597898441235, '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': '531.8.a.g', 'level': 531, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 59], 'level_radical': 177, 'minimal_twist': '531.8.a.g', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 33, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '531.8.a', 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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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-0.31206849614697224, -0.11549374552246928, -0.27110724107913275, -0.36277975166132254, -0.2940122012397935, -0.3342385483412236, -0.24622328370501154, -0.18040358714341945, -0.3395694595176873, -0.2943120050777882, -0.23011013222340632, -0.4015281880444969, -0.24322391187632053, -0.28191995521665825, -0.2083443502789788, -0.27505209528820407, -0.31475094893423033, -0.29902240307875466, -0.2873070651576173, -0.32282011049736054, -0.35163098380121877, -0.30345721983246193, -0.195676711303265, -0.1617640254694552], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 19, 'dual_embedding_m': 19, 'embedding_index': 19, 'embedding_m': 19, 'hecke_orbit': 7, 'hecke_orbit_code': 27021597898441235, 'label': '531.8.a.g.1.19', 'level': 531, 'weight': 8}
• mf_newspaces •

  Column	Type
  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_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	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

  
  {'ALdims': [33, 33, 48, 54], 'Nk2': 33984, 'analytic_conductor': 165.87644853206865, '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': [531, 1, [119, 415], [1, 1]], 'conrey_index': 1, 'cusp_dim': 416, 'dim': 168, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134218259, 'hecke_orbit_dims': [14, 16, 17, 17, 18, 20, 33, 33], 'label': '531.8.a', 'level': 531, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 59], 'level_radical': 177, 'mf_dim': 424, 'mf_new_dim': 168, 'num_forms': 8, 'plus_dim': 87, 'prim_orbit_index': 1, 'relative_dim': 168, 'sturm_bound': 480, 'trace_bound': 2, 'trace_display': [6, 0, 640, 434], 'traces': [168, 6, 0, 10326, 640, 0, 434, -318, 0, 9620, -8566, 0, -17758, 26806, 0, 629086, 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0, -7209810072, 83723514628, 0, 99168808342, -87924912246, 0, 23894934748, -171504495044, 0, -137195783500, -68518174764, 0, -79168709432, -33041457264, 0, 9101040232, 41660904036, 0, -26416284578, 124323017436, 0, 84335483450, -160017610298, 0, -16273472218, 259173992892, 0, -116458453856, -946492992, 0, 63887985254, -43391170784, 0, -41083024600, 119188656744, 0, -21118420766, 114369366800, 0, -3381359856, 73223346883, 0, 119451884356, 1161263924, 0, 163710295708, 78567321153, 0, 18010881511, -46218017032, 0, -26894857390, -122188150962, 0, 101959732888, -70925446682, 0, -149116215524, -45866772600, 0, -44920318930, 61529462304, 0, 81511594572, -75502740024, 0, -37358505076, -113087317372, 0, 106522945914, 132487400166, 0, -129043018448, -93673076540, 0, 66939523168, 40490959080, 0, 66623110750, -106722726050, 0, -23078018932, 56005559234, 0, -134062013700, -106818379432, 0, -104267722768, -62444890743, 0, 109769163068, -47566868674, 0, 10794538572, -74939633856, 0, 172470425418, 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-243325449492, 128187238084, 0, 14791194944, -112839211360, 0, -160958367496, 245713278264, 0, -36058797142, -12170230872, 0, -107084301752, -222095274013, 0, 12809359944, 163363288102, 0, -185955380742], 'weight': 8, '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: 45692854
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 33, 'source_embedding_index': 19, 'source_hecke_orbit_code': 27021597898441235, 'source_is_minimal': True, 'source_label': '531.8.a.g.1.19', 'source_level': 531, 'target_conrey_index': 1, 'target_dim': 33, 'target_embedding_index': 19, 'target_hecke_orbit_code': 27021597898441235, 'target_is_minimal': True, 'target_label': '531.8.a.g.1.19', 'target_level': 531, 'twist_class_label': '531.8.a.g.1.19', 'twist_class_level': 531, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 45692855
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 33, 'source_embedding_index': 19, 'source_hecke_orbit_code': 27021597898441235, 'source_is_minimal': True, 'source_label': '531.8.a.g.1.19', 'source_level': 531, 'target_conrey_index': 1, 'target_dim': 33, 'target_embedding_index': 15, 'target_hecke_orbit_code': 31525197525811731, 'target_is_minimal': True, 'target_label': '531.8.a.h.1.15', 'target_level': 531, 'twist_class_label': '531.8.a.g.1.19', 'twist_class_level': 531, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
• hecke_orbit_code 27021597898441235 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': 7, 'label': '531.8.a.g', 'level': 531, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 181939000
    {'hecke_orbit_code': 27021597898441235, 'n': 1, 'trace_an': 33}
  • id: 181939001
    {'hecke_orbit_code': 27021597898441235, 'n': 2, 'trace_an': -24}
  • id: 181939002
    {'hecke_orbit_code': 27021597898441235, 'n': 3, 'trace_an': 0}
  • id: 181939003
    {'hecke_orbit_code': 27021597898441235, 'n': 4, 'trace_an': 1776}
  • id: 181939004
    {'hecke_orbit_code': 27021597898441235, 'n': 5, 'trace_an': -1000}
  • id: 181939005
    {'hecke_orbit_code': 27021597898441235, 'n': 6, 'trace_an': 0}
  • id: 181939006
    {'hecke_orbit_code': 27021597898441235, 'n': 7, 'trace_an': 154}
  • id: 181939007
    {'hecke_orbit_code': 27021597898441235, 'n': 8, 'trace_an': -4608}
  • id: 181939008
    {'hecke_orbit_code': 27021597898441235, 'n': 9, 'trace_an': 0}
  • id: 181939009
    {'hecke_orbit_code': 27021597898441235, 'n': 10, 'trace_an': 5042}
  • id: 181939010
    {'hecke_orbit_code': 27021597898441235, 'n': 11, 'trace_an': -13310}
  • id: 181939011
    {'hecke_orbit_code': 27021597898441235, 'n': 12, 'trace_an': 0}
  • id: 181939012
    {'hecke_orbit_code': 27021597898441235, 'n': 13, 'trace_an': -14172}
  • id: 181939013
    {'hecke_orbit_code': 27021597898441235, 'n': 14, 'trace_an': -16464}
  • id: 181939014
    {'hecke_orbit_code': 27021597898441235, 'n': 15, 'trace_an': 0}
  • id: 181939015
    {'hecke_orbit_code': 27021597898441235, 'n': 16, 'trace_an': 95772}
  • id: 181939016
    {'hecke_orbit_code': 27021597898441235, 'n': 17, 'trace_an': -39304}
  • id: 181939017
    {'hecke_orbit_code': 27021597898441235, 'n': 18, 'trace_an': 0}
  • id: 181939018
    {'hecke_orbit_code': 27021597898441235, 'n': 19, 'trace_an': -56302}
  • id: 181939019
    {'hecke_orbit_code': 27021597898441235, 'n': 20, 'trace_an': 17936}
  • id: 181939020
    {'hecke_orbit_code': 27021597898441235, 'n': 21, 'trace_an': 0}
  • id: 181939021
    {'hecke_orbit_code': 27021597898441235, 'n': 22, 'trace_an': 152764}
  • id: 181939022
    {'hecke_orbit_code': 27021597898441235, 'n': 23, 'trace_an': -17988}
  • id: 181939023
    {'hecke_orbit_code': 27021597898441235, 'n': 24, 'trace_an': 0}
  • id: 181939024
    {'hecke_orbit_code': 27021597898441235, 'n': 25, 'trace_an': 468523}
  • id: 181939025
    {'hecke_orbit_code': 27021597898441235, 'n': 26, 'trace_an': 27624}
  • id: 181939026
    {'hecke_orbit_code': 27021597898441235, 'n': 27, 'trace_an': 0}
  • id: 181939027
    {'hecke_orbit_code': 27021597898441235, 'n': 28, 'trace_an': -59896}
  • id: 181939028
    {'hecke_orbit_code': 27021597898441235, 'n': 29, 'trace_an': -474564}
  • id: 181939029
    {'hecke_orbit_code': 27021597898441235, 'n': 30, 'trace_an': 0}
  • id: 181939030
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  • id: 181939031
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  • id: 181939033
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  • id: 181939034
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  • id: 181939035
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  • id: 181939036
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  • id: 181939037
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  • id: 181939038
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  • id: 181939039
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  • id: 181939040
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  • id: 181939041
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  • id: 181939042
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  • id: 181939043
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  • id: 181939044
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  • id: 181939045
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  • id: 181939046
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  • id: 181939047
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  • id: 181939048
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  • id: 181939049
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  • id: 181939050
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  • id: 181939051
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  • id: 181939052
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  • id: 181939053
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  • id: 181939054
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  • id: 181939055
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  • id: 181939056
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  • id: 181939057
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  • id: 181939058
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  • id: 181939060
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  • id: 181939061
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  • id: 181939062
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  • id: 181939063
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  • id: 181939064
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  • id: 181939065
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  • id: 181939066
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  • id: 181939067
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  • id: 181939068
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  • id: 181939069
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  • id: 181939070
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  • id: 181939071
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  • id: 181939072
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  • id: 181939073
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  • id: 181939074
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  • id: 181939075
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  • id: 181939076
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  • id: 181939077
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  • id: 181939078
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  • id: 181939079
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  • id: 181939080
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  • id: 181939081
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  • id: 181939082
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  • id: 181939083
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  • id: 181939084
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  • id: 181939085
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  • id: 181939086
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  • id: 181939087
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  • id: 181939088
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  • id: 181939089
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  • id: 181939090
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  • id: 181939091
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  • id: 181939092
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  • id: 181939093
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  • id: 181939094
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  • id: 181939095
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  • id: 181939096
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  • id: 181939097
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  • id: 181939099
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  • id: 181939100
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  • id: 181939101
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  • id: 181939102
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  • id: 181939103
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  • id: 181939104
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  • id: 181939105
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  • id: 181939106
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  • id: 181939108
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  • id: 181939109
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  • id: 181939110
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  • id: 181939111
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  • id: 181939112
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  • id: 181939113
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  • id: 181939114
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  • id: 181939115
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  • id: 181939116
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  • id: 181939117
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  • id: 181939118
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  • id: 181939119
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  • id: 181939120
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  • id: 181939121
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  • id: 181939122
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  • id: 181939123
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  • id: 181939124
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  • id: 181939125
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  • id: 181939126
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  • id: 181939127
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  • id: 181939128
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  • id: 181939129
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  • id: 181939130
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  • id: 181939131
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  • id: 181939132
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  • id: 181939133
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  • id: 181939134
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  • id: 181939135
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  • id: 181939136
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  • id: 181939137
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  • id: 181939138
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  • id: 181939139
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  • id: 181939140
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  • id: 181939141
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  • id: 181939142
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  • id: 181939143
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  • id: 181939144
    {'hecke_orbit_code': 27021597898441235, 'n': 145, 'trace_an': -62325118}
  • id: 181939145
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  • id: 181939146
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  • id: 181939147
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  • id: 181939148
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  • id: 181939149
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  • id: 181939150
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  • id: 181939151
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  • id: 181939152
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  • id: 181939153
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  • id: 181939154
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  • id: 181939155
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  • id: 181939156
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  • id: 181939157
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  • id: 181939158
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  • id: 181939159
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  • id: 181939160
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  • id: 181939161
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  • id: 181939162
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  • id: 181939163
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  • id: 181939164
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  • id: 181939165
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  • id: 181939166
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  • id: 181939167
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  • id: 181939168
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  • id: 181939169
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  • id: 181939170
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  • id: 181939171
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  • id: 181939172
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  • id: 181939173
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  • id: 181939174
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  • id: 181939175
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  • id: 181939176
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  • id: 181939177
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  • id: 181939178
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  • id: 181939179
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  • id: 181939180
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  • id: 181939181
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  • id: 181939182
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  • id: 181939183
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  • id: 181939184
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  • id: 181939185
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  • id: 181939186
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  • id: 181939187
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  • id: 181939188
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  • id: 181939189
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  • id: 181939190
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  • id: 181939191
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  • id: 181939192
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  • id: 181939193
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  • id: 181939194
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  • id: 181939195
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  • id: 181939196
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  • id: 181939197
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  • id: 181939198
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  • id: 181939199
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  • id: 181939200
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  • id: 181939201
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  • id: 181939202
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  • id: 181939203
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  • id: 181939204
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  • id: 181939205
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  • id: 181939206
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  • id: 181939207
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  • id: 181939208
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  • id: 181939209
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  • id: 181939210
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  • id: 181939211
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  • id: 181939212
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  • id: 181939213
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  • id: 181939214
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  • id: 181939215
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  • id: 181939216
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  • id: 181939217
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  • id: 181939218
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  • id: 181939219
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  • id: 181939220
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  • id: 181939221
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  • id: 181939970
    {'hecke_orbit_code': 27021597898441235, 'n': 971, 'trace_an': -202865694120}
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  • id: 181939972
    {'hecke_orbit_code': 27021597898441235, 'n': 973, 'trace_an': 30415779966}
  • id: 181939973
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  • id: 181939975
    {'hecke_orbit_code': 27021597898441235, 'n': 976, 'trace_an': 121707711134}
  • id: 181939976
    {'hecke_orbit_code': 27021597898441235, 'n': 977, 'trace_an': -298904439832}
  • id: 181939977
    {'hecke_orbit_code': 27021597898441235, 'n': 978, 'trace_an': 0}
  • id: 181939978
    {'hecke_orbit_code': 27021597898441235, 'n': 979, 'trace_an': -38734534982}
  • id: 181939979
    {'hecke_orbit_code': 27021597898441235, 'n': 980, 'trace_an': -78525479052}
  • id: 181939980
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  • id: 181939981
    {'hecke_orbit_code': 27021597898441235, 'n': 982, 'trace_an': -188931594646}
  • id: 181939982
    {'hecke_orbit_code': 27021597898441235, 'n': 983, 'trace_an': -181237197930}
  • id: 181939983
    {'hecke_orbit_code': 27021597898441235, 'n': 984, 'trace_an': 0}
  • id: 181939984
    {'hecke_orbit_code': 27021597898441235, 'n': 985, 'trace_an': 8177882120}
  • id: 181939985
    {'hecke_orbit_code': 27021597898441235, 'n': 986, 'trace_an': -66881198600}
  • id: 181939986
    {'hecke_orbit_code': 27021597898441235, 'n': 987, 'trace_an': 0}
  • id: 181939987
    {'hecke_orbit_code': 27021597898441235, 'n': 988, 'trace_an': -125148203590}
  • id: 181939988
    {'hecke_orbit_code': 27021597898441235, 'n': 989, 'trace_an': -272093680896}
  • id: 181939989
    {'hecke_orbit_code': 27021597898441235, 'n': 990, 'trace_an': 0}
  • id: 181939990
    {'hecke_orbit_code': 27021597898441235, 'n': 991, 'trace_an': 21724576240}
  • id: 181939991
    {'hecke_orbit_code': 27021597898441235, 'n': 992, 'trace_an': -134818537164}
  • id: 181939992
    {'hecke_orbit_code': 27021597898441235, 'n': 993, 'trace_an': 0}
  • id: 181939993
    {'hecke_orbit_code': 27021597898441235, 'n': 994, 'trace_an': -7610452526}
  • id: 181939994
    {'hecke_orbit_code': 27021597898441235, 'n': 995, 'trace_an': -426511011904}
  • id: 181939995
    {'hecke_orbit_code': 27021597898441235, 'n': 996, 'trace_an': 0}
  • id: 181939996
    {'hecke_orbit_code': 27021597898441235, 'n': 997, 'trace_an': -9203736496}
  • id: 181939997
    {'hecke_orbit_code': 27021597898441235, 'n': 998, 'trace_an': 144076327308}
  • id: 181939998
    {'hecke_orbit_code': 27021597898441235, 'n': 999, 'trace_an': 0}
  • id: 181939999
    {'hecke_orbit_code': 27021597898441235, 'n': 1000, 'trace_an': -22931135146}