Newspace data - 441.6.a

Formats: - HTML - YAML - JSON - 2023-09-27T18:52:15.206488

• 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], [7, -1]], 24, 15], [[[3, 1], [7, -1]], 19, 6], [[[3, -1], [7, 1]], 25, 7], [[[3, 1], [7, 1]], 15, 3]], 'ALdims': [15, 19, 25, 24], 'Nk2': 15876, 'analytic_conductor': 70.72926453752446, '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': [441, 1, [344, 199], [1, 1]], 'conrey_index': 1, 'cusp_dim': 264, 'dim': 83, 'eis_dim': 32, 'eis_new_dim': 5, 'hecke_cutter_primes': [2, 5, 13], 'hecke_orbit_code': 100663737, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 6, 6, 6, 6, 8], 'label': '441.6.a', 'level': 441, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 296, 'mf_new_dim': 88, 'num_forms': 31, 'plus_dim': 39, 'prim_orbit_index': 1, 'relative_dim': 83, 'sturm_bound': 336, 'trace_bound': 13, 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5090256496, -1304161356, 0, 0, -830691808, 0, 565876560, 1325266364, 0, -2510427984, 0, 0, -6082495536, 374098032, 0, 1324227512, -664450560, 0, -3723490416, 4284983980, 0, -661844412, 158389080, 0, 0, -2785004054, 0, 1265143304, -4956841176, 0, 3629932368, 0, 0, -1971645014, 1903469892, 0, -1390641984, 567693864, 0, 827161888, -445146152, 0, -1945569308, 1492836096, 0, 0, -5309931180, 0, -1482474046, -573003972, 0, -835922584, 0, 0, -3833923724, 1508166864, 0, -714013728, 155923590, 0, 2418937080, -2137100004, 0, -2600253656, -496818444, 0, 0, -1165028176, 0, -3541862476, 2894594740, 0, 326198352, 0, 0, -1144216592, 2266218624, 0, 1115297232, -1667396928, 0, -38326236, 4124994072, 0, 1257941056, -1602755520, 0, 0, -16266184, 0, -1407176970, -2283409788, 0, 1493868500, 0, 0, 62429016, 978299460, 0, 180761536, 94362930, 0, -1567630032, 1031777460, 0, -4087706648, 2374559952, 0, 0, 943662938, 0, 1111445088, 2225307680, 0, -3280049616, 0, 0, -709935212, 1009810098, 0, 694940576, 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• mf_subspaces •

  Column	Type
  char_orbit_index	smallint
  char_orbit_label	text
  conrey_index	integer
  conrey_indexes	integer[]
  label	text
  level	integer
  sub_char_orbit_index	smallint
  sub_char_orbit_label	text
  sub_conrey_index	integer
  sub_conrey_indexes	integer[]
  sub_dim	integer
  sub_label	text
  sub_level	integer
  sub_mult	integer
  weight	smallint

  
  
  • id: 215067
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '441.6.a', 'level': 441, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '3.6.a', 'sub_level': 3, 'sub_mult': 6, 'weight': 6}
  • id: 215068
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '441.6.a', 'level': 441, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '7.6.a', 'sub_level': 7, 'sub_mult': 6, 'weight': 6}
  • id: 215069
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '441.6.a', 'level': 441, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '9.6.a', 'sub_level': 9, 'sub_mult': 3, 'weight': 6}
  • id: 215063
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '441.6.a', 'level': 441, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '21.6.a', 'sub_level': 21, 'sub_mult': 4, 'weight': 6}
  • id: 215065
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '441.6.a', 'level': 441, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 14, 'sub_label': '49.6.a', 'sub_level': 49, 'sub_mult': 3, 'weight': 6}
  • id: 215066
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '441.6.a', 'level': 441, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 13, 'sub_label': '63.6.a', 'sub_level': 63, 'sub_mult': 2, 'weight': 6}
  • id: 215062
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '441.6.a', 'level': 441, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 35, 'sub_label': '147.6.a', 'sub_level': 147, 'sub_mult': 2, 'weight': 6}
  • id: 215064
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '441.6.a', 'level': 441, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 83, 'sub_label': '441.6.a', 'sub_level': 441, 'sub_mult': 1, 'weight': 6}
• mf_newspace_portraits •

  Column	Type
  char_orbit_index	smallint
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'label': '441.6.a', 'level': 441, 'portrait': 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', 'weight': 6}
• mf_hecke_newspace_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 12915000
    {'hecke_orbit_code': 100663737, 'n': 1, 'trace_an': 83}
  • id: 12915001
    {'hecke_orbit_code': 100663737, 'n': 2, 'trace_an': 2}
  • id: 12915002
    {'hecke_orbit_code': 100663737, 'n': 3, 'trace_an': 0}
  • id: 12915003
    {'hecke_orbit_code': 100663737, 'n': 4, 'trace_an': 1296}
  • id: 12915004
    {'hecke_orbit_code': 100663737, 'n': 5, 'trace_an': -36}
  • id: 12915005
    {'hecke_orbit_code': 100663737, 'n': 6, 'trace_an': 0}
  • id: 12915006
    {'hecke_orbit_code': 100663737, 'n': 7, 'trace_an': 0}
  • id: 12915007
    {'hecke_orbit_code': 100663737, 'n': 8, 'trace_an': 132}
  • id: 12915008
    {'hecke_orbit_code': 100663737, 'n': 9, 'trace_an': 0}
  • id: 12915009
    {'hecke_orbit_code': 100663737, 'n': 10, 'trace_an': 192}
  • id: 12915010
    {'hecke_orbit_code': 100663737, 'n': 11, 'trace_an': 200}
  • id: 12915011
    {'hecke_orbit_code': 100663737, 'n': 12, 'trace_an': 0}
  • id: 12915012
    {'hecke_orbit_code': 100663737, 'n': 13, 'trace_an': 104}
  • id: 12915013
    {'hecke_orbit_code': 100663737, 'n': 14, 'trace_an': 0}
  • id: 12915014
    {'hecke_orbit_code': 100663737, 'n': 15, 'trace_an': 0}
  • id: 12915015
    {'hecke_orbit_code': 100663737, 'n': 16, 'trace_an': 18876}
  • id: 12915016
    {'hecke_orbit_code': 100663737, 'n': 17, 'trace_an': -2208}
  • id: 12915017
    {'hecke_orbit_code': 100663737, 'n': 18, 'trace_an': 0}
  • id: 12915018
    {'hecke_orbit_code': 100663737, 'n': 19, 'trace_an': -4312}
  • id: 12915019
    {'hecke_orbit_code': 100663737, 'n': 20, 'trace_an': -7764}
  • id: 12915020
    {'hecke_orbit_code': 100663737, 'n': 21, 'trace_an': 0}
  • id: 12915021
    {'hecke_orbit_code': 100663737, 'n': 22, 'trace_an': -4964}
  • id: 12915022
    {'hecke_orbit_code': 100663737, 'n': 23, 'trace_an': 6304}
  • id: 12915023
    {'hecke_orbit_code': 100663737, 'n': 24, 'trace_an': 0}
  • id: 12915024
    {'hecke_orbit_code': 100663737, 'n': 25, 'trace_an': 46469}
  • id: 12915025
    {'hecke_orbit_code': 100663737, 'n': 26, 'trace_an': 5544}
  • id: 12915026
    {'hecke_orbit_code': 100663737, 'n': 27, 'trace_an': 0}
  • id: 12915027
    {'hecke_orbit_code': 100663737, 'n': 28, 'trace_an': 0}
  • id: 12915028
    {'hecke_orbit_code': 100663737, 'n': 29, 'trace_an': 7618}
  • id: 12915029
    {'hecke_orbit_code': 100663737, 'n': 30, 'trace_an': 0}
  • id: 12915030
    {'hecke_orbit_code': 100663737, 'n': 31, 'trace_an': 5576}
  • id: 12915031
    {'hecke_orbit_code': 100663737, 'n': 32, 'trace_an': 5836}
  • id: 12915032
    {'hecke_orbit_code': 100663737, 'n': 33, 'trace_an': 0}
  • id: 12915033
    {'hecke_orbit_code': 100663737, 'n': 34, 'trace_an': 18522}
  • id: 12915034
    {'hecke_orbit_code': 100663737, 'n': 35, 'trace_an': 0}
  • id: 12915035
    {'hecke_orbit_code': 100663737, 'n': 36, 'trace_an': 0}
  • id: 12915036
    {'hecke_orbit_code': 100663737, 'n': 37, 'trace_an': 17366}
  • id: 12915037
    {'hecke_orbit_code': 100663737, 'n': 38, 'trace_an': -26526}
  • id: 12915038
    {'hecke_orbit_code': 100663737, 'n': 39, 'trace_an': 0}
  • id: 12915039
    {'hecke_orbit_code': 100663737, 'n': 40, 'trace_an': 26136}
  • id: 12915040
    {'hecke_orbit_code': 100663737, 'n': 41, 'trace_an': -13008}
  • id: 12915041
    {'hecke_orbit_code': 100663737, 'n': 42, 'trace_an': 0}
  • id: 12915042
    {'hecke_orbit_code': 100663737, 'n': 43, 'trace_an': -26896}
  • id: 12915043
    {'hecke_orbit_code': 100663737, 'n': 44, 'trace_an': 30376}
  • id: 12915044
    {'hecke_orbit_code': 100663737, 'n': 45, 'trace_an': 0}
  • id: 12915045
    {'hecke_orbit_code': 100663737, 'n': 46, 'trace_an': 50612}
  • id: 12915046
    {'hecke_orbit_code': 100663737, 'n': 47, 'trace_an': -8832}
  • id: 12915047
    {'hecke_orbit_code': 100663737, 'n': 48, 'trace_an': 0}
  • id: 12915048
    {'hecke_orbit_code': 100663737, 'n': 49, 'trace_an': 0}
  • id: 12915049
    {'hecke_orbit_code': 100663737, 'n': 50, 'trace_an': 70322}
  • id: 12915050
    {'hecke_orbit_code': 100663737, 'n': 51, 'trace_an': 0}
  • id: 12915051
    {'hecke_orbit_code': 100663737, 'n': 52, 'trace_an': 64532}
  • id: 12915052
    {'hecke_orbit_code': 100663737, 'n': 53, 'trace_an': -29558}
  • id: 12915053
    {'hecke_orbit_code': 100663737, 'n': 54, 'trace_an': 0}
  • id: 12915054
    {'hecke_orbit_code': 100663737, 'n': 55, 'trace_an': -14472}
  • id: 12915055
    {'hecke_orbit_code': 100663737, 'n': 56, 'trace_an': 0}
  • id: 12915056
    {'hecke_orbit_code': 100663737, 'n': 57, 'trace_an': 0}
  • id: 12915057
    {'hecke_orbit_code': 100663737, 'n': 58, 'trace_an': 93092}
  • id: 12915058
    {'hecke_orbit_code': 100663737, 'n': 59, 'trace_an': -58176}
  • id: 12915059
    {'hecke_orbit_code': 100663737, 'n': 60, 'trace_an': 0}
  • id: 12915060
    {'hecke_orbit_code': 100663737, 'n': 61, 'trace_an': 23432}
  • id: 12915061
    {'hecke_orbit_code': 100663737, 'n': 62, 'trace_an': 131004}
  • id: 12915062
    {'hecke_orbit_code': 100663737, 'n': 63, 'trace_an': 0}
  • id: 12915063
    {'hecke_orbit_code': 100663737, 'n': 64, 'trace_an': 238484}
  • id: 12915064
    {'hecke_orbit_code': 100663737, 'n': 65, 'trace_an': -47580}
  • id: 12915065
    {'hecke_orbit_code': 100663737, 'n': 66, 'trace_an': 0}
  • id: 12915066
    {'hecke_orbit_code': 100663737, 'n': 67, 'trace_an': -172056}
  • id: 12915067
    {'hecke_orbit_code': 100663737, 'n': 68, 'trace_an': -105270}
  • id: 12915068
    {'hecke_orbit_code': 100663737, 'n': 69, 'trace_an': 0}
  • id: 12915069
    {'hecke_orbit_code': 100663737, 'n': 70, 'trace_an': 0}
  • id: 12915070
    {'hecke_orbit_code': 100663737, 'n': 71, 'trace_an': 150668}
  • id: 12915071
    {'hecke_orbit_code': 100663737, 'n': 72, 'trace_an': 0}
  • id: 12915072
    {'hecke_orbit_code': 100663737, 'n': 73, 'trace_an': 1964}
  • id: 12915073
    {'hecke_orbit_code': 100663737, 'n': 74, 'trace_an': 280596}
  • id: 12915074
    {'hecke_orbit_code': 100663737, 'n': 75, 'trace_an': 0}
  • id: 12915075
    {'hecke_orbit_code': 100663737, 'n': 76, 'trace_an': -207970}
  • id: 12915076
    {'hecke_orbit_code': 100663737, 'n': 77, 'trace_an': 0}
  • id: 12915077
    {'hecke_orbit_code': 100663737, 'n': 78, 'trace_an': 0}
  • id: 12915078
    {'hecke_orbit_code': 100663737, 'n': 79, 'trace_an': 37540}
  • id: 12915079
    {'hecke_orbit_code': 100663737, 'n': 80, 'trace_an': -498564}
  • id: 12915080
    {'hecke_orbit_code': 100663737, 'n': 81, 'trace_an': 0}
  • id: 12915081
    {'hecke_orbit_code': 100663737, 'n': 82, 'trace_an': 137586}
  • id: 12915082
    {'hecke_orbit_code': 100663737, 'n': 83, 'trace_an': 172560}
  • id: 12915083
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  • id: 12915920
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  • id: 12915921
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  • id: 12915922
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  • id: 12915923
    {'hecke_orbit_code': 100663737, 'n': 924, 'trace_an': 0}
  • id: 12915924
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  • id: 12915925
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  • id: 12915926
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  • id: 12915927
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  • id: 12915928
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  • id: 12915929
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  • id: 12915930
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  • id: 12915931
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  • id: 12915932
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  • id: 12915933
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  • id: 12915934
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  • id: 12915935
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  • id: 12915936
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  • id: 12915937
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  • id: 12915938
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  • id: 12915939
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  • id: 12915940
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  • id: 12915941
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  • id: 12915942
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  • id: 12915943
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  • id: 12915944
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  • id: 12915945
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  • id: 12915946
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  • id: 12915947
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  • id: 12915948
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  • id: 12915949
    {'hecke_orbit_code': 100663737, 'n': 950, 'trace_an': -50475018}
  • id: 12915950
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  • id: 12915951
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  • id: 12915952
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  • id: 12915953
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  • id: 12915954
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  • id: 12915955
    {'hecke_orbit_code': 100663737, 'n': 956, 'trace_an': -463540760}
  • id: 12915956
    {'hecke_orbit_code': 100663737, 'n': 957, 'trace_an': 0}
  • id: 12915957
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  • id: 12915958
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  • id: 12915959
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  • id: 12915960
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  • id: 12915961
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  • id: 12915962
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  • id: 12915963
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  • id: 12915964
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  • id: 12915965
    {'hecke_orbit_code': 100663737, 'n': 966, 'trace_an': 0}
  • id: 12915966
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  • id: 12915967
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  • id: 12915968
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  • id: 12915969
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  • id: 12915970
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  • id: 12915971
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  • id: 12915972
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  • id: 12915973
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  • id: 12915974
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  • id: 12915975
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  • id: 12915976
    {'hecke_orbit_code': 100663737, 'n': 977, 'trace_an': -80453074}
  • id: 12915977
    {'hecke_orbit_code': 100663737, 'n': 978, 'trace_an': 0}
  • id: 12915978
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  • id: 12915979
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  • id: 12915980
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  • id: 12915981
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  • id: 12915982
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  • id: 12915983
    {'hecke_orbit_code': 100663737, 'n': 984, 'trace_an': 0}
  • id: 12915984
    {'hecke_orbit_code': 100663737, 'n': 985, 'trace_an': -27531480}
  • id: 12915985
    {'hecke_orbit_code': 100663737, 'n': 986, 'trace_an': 2382276}
  • id: 12915986
    {'hecke_orbit_code': 100663737, 'n': 987, 'trace_an': 0}
  • id: 12915987
    {'hecke_orbit_code': 100663737, 'n': 988, 'trace_an': -38712656}
  • id: 12915988
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  • id: 12915989
    {'hecke_orbit_code': 100663737, 'n': 990, 'trace_an': 0}
  • id: 12915990
    {'hecke_orbit_code': 100663737, 'n': 991, 'trace_an': -22506316}
  • id: 12915991
    {'hecke_orbit_code': 100663737, 'n': 992, 'trace_an': 24374820}
  • id: 12915992
    {'hecke_orbit_code': 100663737, 'n': 993, 'trace_an': 0}
  • id: 12915993
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  • id: 12915994
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  • id: 12915995
    {'hecke_orbit_code': 100663737, 'n': 996, 'trace_an': 0}
  • id: 12915996
    {'hecke_orbit_code': 100663737, 'n': 997, 'trace_an': 28458488}
  • id: 12915997
    {'hecke_orbit_code': 100663737, 'n': 998, 'trace_an': 228489504}
  • id: 12915998
    {'hecke_orbit_code': 100663737, 'n': 999, 'trace_an': 0}
  • id: 12915999
    {'hecke_orbit_code': 100663737, 'n': 1000, 'trace_an': 465142992}