Newspace data - 768.4.a

Formats: - HTML - YAML - JSON - 2023-09-29T10:17:24.408391

• 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': [[[[2, -1], [3, -1]], 14, 6], [[[2, 1], [3, -1]], 10, 5], [[[2, -1], [3, 1]], 12, 5], [[[2, 1], [3, 1]], 12, 6]], 'ALdims': [12, 10, 12, 14], 'Nk2': 12288, 'analytic_conductor': 45.31346688440879, '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': [768, 1, [511, 517, 257], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 360, 'dim': 48, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7, 11, 19], 'hecke_orbit_code': 67109632, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4], 'label': '768.4.a', 'level': 768, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 408, 'mf_new_dim': 48, 'num_forms': 22, 'plus_dim': 26, 'prim_orbit_index': 1, 'relative_dim': 48, 'sturm_bound': 512, 'trace_bound': 11, 'trace_display': 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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: 295691
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '768.4.a', 'level': 768, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '6.4.a', 'sub_level': 6, 'sub_mult': 8, 'weight': 4}
  • id: 295692
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '768.4.a', 'level': 768, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '8.4.a', 'sub_level': 8, 'sub_mult': 12, 'weight': 4}
  • id: 295679
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '768.4.a', 'level': 768, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '12.4.a', 'sub_level': 12, 'sub_mult': 7, 'weight': 4}
  • id: 295681
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '768.4.a', 'level': 768, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '16.4.a', 'sub_level': 16, 'sub_mult': 10, 'weight': 4}
  • id: 295683
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '768.4.a', 'level': 768, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '24.4.a', 'sub_level': 24, 'sub_mult': 6, 'weight': 4}
  • id: 295685
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '768.4.a', 'level': 768, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '32.4.a', 'sub_level': 32, 'sub_mult': 8, 'weight': 4}
  • id: 295687
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '768.4.a', 'level': 768, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '48.4.a', 'sub_level': 48, 'sub_mult': 5, 'weight': 4}
  • id: 295688
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '768.4.a', 'level': 768, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '64.4.a', 'sub_level': 64, 'sub_mult': 6, 'weight': 4}
  • id: 295690
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '768.4.a', 'level': 768, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '96.4.a', 'sub_level': 96, 'sub_mult': 4, 'weight': 4}
  • id: 295680
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '768.4.a', 'level': 768, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '128.4.a', 'sub_level': 128, 'sub_mult': 4, 'weight': 4}
  • id: 295682
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '768.4.a', 'level': 768, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '192.4.a', 'sub_level': 192, 'sub_mult': 3, 'weight': 4}
  • id: 295684
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '768.4.a', 'level': 768, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 22, 'sub_label': '256.4.a', 'sub_level': 256, 'sub_mult': 2, 'weight': 4}
  • id: 295686
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '768.4.a', 'level': 768, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 24, 'sub_label': '384.4.a', 'sub_level': 384, 'sub_mult': 2, 'weight': 4}
  • id: 295689
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '768.4.a', 'level': 768, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 48, 'sub_label': '768.4.a', 'sub_level': 768, 'sub_mult': 1, 'weight': 4}
• mf_newspace_portraits •

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

  
  {'char_orbit_index': 1, 'label': '768.4.a', 'level': 768, 'portrait': 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', 'weight': 4}
• mf_hecke_newspace_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 10745000
    {'hecke_orbit_code': 67109632, 'n': 1, 'trace_an': 48}
  • id: 10745001
    {'hecke_orbit_code': 67109632, 'n': 2, 'trace_an': 0}
  • id: 10745002
    {'hecke_orbit_code': 67109632, 'n': 3, 'trace_an': 0}
  • id: 10745003
    {'hecke_orbit_code': 67109632, 'n': 4, 'trace_an': 0}
  • id: 10745004
    {'hecke_orbit_code': 67109632, 'n': 5, 'trace_an': 0}
  • id: 10745005
    {'hecke_orbit_code': 67109632, 'n': 6, 'trace_an': 0}
  • id: 10745006
    {'hecke_orbit_code': 67109632, 'n': 7, 'trace_an': 0}
  • id: 10745007
    {'hecke_orbit_code': 67109632, 'n': 8, 'trace_an': 0}
  • id: 10745008
    {'hecke_orbit_code': 67109632, 'n': 9, 'trace_an': 432}
  • id: 10745009
    {'hecke_orbit_code': 67109632, 'n': 10, 'trace_an': 0}
  • id: 10745010
    {'hecke_orbit_code': 67109632, 'n': 11, 'trace_an': 0}
  • id: 10745011
    {'hecke_orbit_code': 67109632, 'n': 12, 'trace_an': 0}
  • id: 10745012
    {'hecke_orbit_code': 67109632, 'n': 13, 'trace_an': 0}
  • id: 10745013
    {'hecke_orbit_code': 67109632, 'n': 14, 'trace_an': 0}
  • id: 10745014
    {'hecke_orbit_code': 67109632, 'n': 15, 'trace_an': 0}
  • id: 10745015
    {'hecke_orbit_code': 67109632, 'n': 16, 'trace_an': 0}
  • id: 10745016
    {'hecke_orbit_code': 67109632, 'n': 17, 'trace_an': 0}
  • id: 10745017
    {'hecke_orbit_code': 67109632, 'n': 18, 'trace_an': 0}
  • id: 10745018
    {'hecke_orbit_code': 67109632, 'n': 19, 'trace_an': 0}
  • id: 10745019
    {'hecke_orbit_code': 67109632, 'n': 20, 'trace_an': 0}
  • id: 10745020
    {'hecke_orbit_code': 67109632, 'n': 21, 'trace_an': 0}
  • id: 10745021
    {'hecke_orbit_code': 67109632, 'n': 22, 'trace_an': 0}
  • id: 10745022
    {'hecke_orbit_code': 67109632, 'n': 23, 'trace_an': 0}
  • id: 10745023
    {'hecke_orbit_code': 67109632, 'n': 24, 'trace_an': 0}
  • id: 10745024
    {'hecke_orbit_code': 67109632, 'n': 25, 'trace_an': 1200}
  • id: 10745025
    {'hecke_orbit_code': 67109632, 'n': 26, 'trace_an': 0}
  • id: 10745026
    {'hecke_orbit_code': 67109632, 'n': 27, 'trace_an': 0}
  • id: 10745027
    {'hecke_orbit_code': 67109632, 'n': 28, 'trace_an': 0}
  • id: 10745028
    {'hecke_orbit_code': 67109632, 'n': 29, 'trace_an': 0}
  • id: 10745029
    {'hecke_orbit_code': 67109632, 'n': 30, 'trace_an': 0}
  • id: 10745030
    {'hecke_orbit_code': 67109632, 'n': 31, 'trace_an': 0}
  • id: 10745031
    {'hecke_orbit_code': 67109632, 'n': 32, 'trace_an': 0}
  • id: 10745032
    {'hecke_orbit_code': 67109632, 'n': 33, 'trace_an': 0}
  • id: 10745033
    {'hecke_orbit_code': 67109632, 'n': 34, 'trace_an': 0}
  • id: 10745034
    {'hecke_orbit_code': 67109632, 'n': 35, 'trace_an': 0}
  • id: 10745035
    {'hecke_orbit_code': 67109632, 'n': 36, 'trace_an': 0}
  • id: 10745036
    {'hecke_orbit_code': 67109632, 'n': 37, 'trace_an': 0}
  • id: 10745037
    {'hecke_orbit_code': 67109632, 'n': 38, 'trace_an': 0}
  • id: 10745038
    {'hecke_orbit_code': 67109632, 'n': 39, 'trace_an': 0}
  • id: 10745039
    {'hecke_orbit_code': 67109632, 'n': 40, 'trace_an': 0}
  • id: 10745040
    {'hecke_orbit_code': 67109632, 'n': 41, 'trace_an': 0}
  • id: 10745041
    {'hecke_orbit_code': 67109632, 'n': 42, 'trace_an': 0}
  • id: 10745042
    {'hecke_orbit_code': 67109632, 'n': 43, 'trace_an': 0}
  • id: 10745043
    {'hecke_orbit_code': 67109632, 'n': 44, 'trace_an': 0}
  • id: 10745044
    {'hecke_orbit_code': 67109632, 'n': 45, 'trace_an': 0}
  • id: 10745045
    {'hecke_orbit_code': 67109632, 'n': 46, 'trace_an': 0}
  • id: 10745046
    {'hecke_orbit_code': 67109632, 'n': 47, 'trace_an': 0}
  • id: 10745047
    {'hecke_orbit_code': 67109632, 'n': 48, 'trace_an': 0}
  • id: 10745048
    {'hecke_orbit_code': 67109632, 'n': 49, 'trace_an': 912}
  • id: 10745049
    {'hecke_orbit_code': 67109632, 'n': 50, 'trace_an': 0}
  • id: 10745050
    {'hecke_orbit_code': 67109632, 'n': 51, 'trace_an': 0}
  • id: 10745051
    {'hecke_orbit_code': 67109632, 'n': 52, 'trace_an': 0}
  • id: 10745052
    {'hecke_orbit_code': 67109632, 'n': 53, 'trace_an': 0}
  • id: 10745053
    {'hecke_orbit_code': 67109632, 'n': 54, 'trace_an': 0}
  • id: 10745054
    {'hecke_orbit_code': 67109632, 'n': 55, 'trace_an': 0}
  • id: 10745055
    {'hecke_orbit_code': 67109632, 'n': 56, 'trace_an': 0}
  • id: 10745056
    {'hecke_orbit_code': 67109632, 'n': 57, 'trace_an': -672}
  • id: 10745057
    {'hecke_orbit_code': 67109632, 'n': 58, 'trace_an': 0}
  • id: 10745058
    {'hecke_orbit_code': 67109632, 'n': 59, 'trace_an': 0}
  • id: 10745059
    {'hecke_orbit_code': 67109632, 'n': 60, 'trace_an': 0}
  • id: 10745060
    {'hecke_orbit_code': 67109632, 'n': 61, 'trace_an': 0}
  • id: 10745061
    {'hecke_orbit_code': 67109632, 'n': 62, 'trace_an': 0}
  • id: 10745062
    {'hecke_orbit_code': 67109632, 'n': 63, 'trace_an': 0}
  • id: 10745063
    {'hecke_orbit_code': 67109632, 'n': 64, 'trace_an': 0}
  • id: 10745064
    {'hecke_orbit_code': 67109632, 'n': 65, 'trace_an': 1952}
  • id: 10745065
    {'hecke_orbit_code': 67109632, 'n': 66, 'trace_an': 0}
  • id: 10745066
    {'hecke_orbit_code': 67109632, 'n': 67, 'trace_an': 0}
  • id: 10745067
    {'hecke_orbit_code': 67109632, 'n': 68, 'trace_an': 0}
  • id: 10745068
    {'hecke_orbit_code': 67109632, 'n': 69, 'trace_an': 0}
  • id: 10745069
    {'hecke_orbit_code': 67109632, 'n': 70, 'trace_an': 0}
  • id: 10745070
    {'hecke_orbit_code': 67109632, 'n': 71, 'trace_an': 0}
  • id: 10745071
    {'hecke_orbit_code': 67109632, 'n': 72, 'trace_an': 0}
  • id: 10745072
    {'hecke_orbit_code': 67109632, 'n': 73, 'trace_an': 2048}
  • id: 10745073
    {'hecke_orbit_code': 67109632, 'n': 74, 'trace_an': 0}
  • id: 10745074
    {'hecke_orbit_code': 67109632, 'n': 75, 'trace_an': 0}
  • id: 10745075
    {'hecke_orbit_code': 67109632, 'n': 76, 'trace_an': 0}
  • id: 10745076
    {'hecke_orbit_code': 67109632, 'n': 77, 'trace_an': 0}
  • id: 10745077
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  • id: 10745080
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  • id: 10745082
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  • id: 10745084
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  • id: 10745085
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  • id: 10745087
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  • id: 10745088
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  • id: 10745090
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  • id: 10745091
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  • id: 10745092
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  • id: 10745093
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  • id: 10745094
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  • id: 10745095
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  • id: 10745096
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  • id: 10745097
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  • id: 10745098
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  • id: 10745099
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  • id: 10745100
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  • id: 10745101
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  • id: 10745102
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  • id: 10745103
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  • id: 10745104
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  • id: 10745107
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  • id: 10745108
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  • id: 10745109
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  • id: 10745110
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  • id: 10745111
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  • id: 10745112
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  • id: 10745113
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  • id: 10745114
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  • id: 10745115
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  • id: 10745117
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  • id: 10745118
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  • id: 10745119
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  • id: 10745120
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  • id: 10745121
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  • id: 10745122
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  • id: 10745123
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  • id: 10745124
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  • id: 10745125
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  • id: 10745126
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  • id: 10745127
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  • id: 10745128
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  • id: 10745129
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  • id: 10745130
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  • id: 10745131
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  • id: 10745132
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  • id: 10745135
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  • id: 10745136
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  • id: 10745144
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  • id: 10745145
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  • id: 10745152
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  • id: 10745154
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  • id: 10745166
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  • id: 10745168
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  • id: 10745178
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  • id: 10745179
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  • id: 10745185
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  • id: 10745186
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  • id: 10745187
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  • id: 10745188
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  • id: 10745189
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  • id: 10745190
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  • id: 10745191
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  • id: 10745192
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  • id: 10745193
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  • id: 10745194
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  • id: 10745195
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  • id: 10745196
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  • id: 10745197
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  • id: 10745198
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  • id: 10745199
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  • id: 10745200
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  • id: 10745201
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  • id: 10745202
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  • id: 10745203
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  • id: 10745204
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  • id: 10745206
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  • id: 10745207
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  • id: 10745208
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  • id: 10745210
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  • id: 10745216
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  • id: 10745217
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  • id: 10745218
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  • id: 10745219
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  • id: 10745220
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  • id: 10745222
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  • id: 10745223
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  • id: 10745224
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  • id: 10745225
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  • id: 10745227
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  • id: 10745228
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  • id: 10745229
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  • id: 10745230
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  • id: 10745231
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  • id: 10745232
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  • id: 10745233
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  • id: 10745237
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  • id: 10745238
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  • id: 10745239
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  • id: 10745240
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  • id: 10745241
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  • id: 10745242
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  • id: 10745243
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  • id: 10745246
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  • id: 10745247
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  • id: 10745248
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  • id: 10745249
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  • id: 10745250
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  • id: 10745251
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  • id: 10745944
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  • id: 10745945
    {'hecke_orbit_code': 67109632, 'n': 946, 'trace_an': 0}
  • id: 10745946
    {'hecke_orbit_code': 67109632, 'n': 947, 'trace_an': 0}
  • id: 10745947
    {'hecke_orbit_code': 67109632, 'n': 948, 'trace_an': 0}
  • id: 10745948
    {'hecke_orbit_code': 67109632, 'n': 949, 'trace_an': 0}
  • id: 10745949
    {'hecke_orbit_code': 67109632, 'n': 950, 'trace_an': 0}
  • id: 10745950
    {'hecke_orbit_code': 67109632, 'n': 951, 'trace_an': 0}
  • id: 10745951
    {'hecke_orbit_code': 67109632, 'n': 952, 'trace_an': 0}
  • id: 10745952
    {'hecke_orbit_code': 67109632, 'n': 953, 'trace_an': -94272}
  • id: 10745953
    {'hecke_orbit_code': 67109632, 'n': 954, 'trace_an': 0}
  • id: 10745954
    {'hecke_orbit_code': 67109632, 'n': 955, 'trace_an': 0}
  • id: 10745955
    {'hecke_orbit_code': 67109632, 'n': 956, 'trace_an': 0}
  • id: 10745956
    {'hecke_orbit_code': 67109632, 'n': 957, 'trace_an': 0}
  • id: 10745957
    {'hecke_orbit_code': 67109632, 'n': 958, 'trace_an': 0}
  • id: 10745958
    {'hecke_orbit_code': 67109632, 'n': 959, 'trace_an': 0}
  • id: 10745959
    {'hecke_orbit_code': 67109632, 'n': 960, 'trace_an': 0}
  • id: 10745960
    {'hecke_orbit_code': 67109632, 'n': 961, 'trace_an': 123664}
  • id: 10745961
    {'hecke_orbit_code': 67109632, 'n': 962, 'trace_an': 0}
  • id: 10745962
    {'hecke_orbit_code': 67109632, 'n': 963, 'trace_an': 0}
  • id: 10745963
    {'hecke_orbit_code': 67109632, 'n': 964, 'trace_an': 0}
  • id: 10745964
    {'hecke_orbit_code': 67109632, 'n': 965, 'trace_an': 0}
  • id: 10745965
    {'hecke_orbit_code': 67109632, 'n': 966, 'trace_an': 0}
  • id: 10745966
    {'hecke_orbit_code': 67109632, 'n': 967, 'trace_an': 0}
  • id: 10745967
    {'hecke_orbit_code': 67109632, 'n': 968, 'trace_an': 0}
  • id: 10745968
    {'hecke_orbit_code': 67109632, 'n': 969, 'trace_an': -244032}
  • id: 10745969
    {'hecke_orbit_code': 67109632, 'n': 970, 'trace_an': 0}
  • id: 10745970
    {'hecke_orbit_code': 67109632, 'n': 971, 'trace_an': 0}
  • id: 10745971
    {'hecke_orbit_code': 67109632, 'n': 972, 'trace_an': 0}
  • id: 10745972
    {'hecke_orbit_code': 67109632, 'n': 973, 'trace_an': 0}
  • id: 10745973
    {'hecke_orbit_code': 67109632, 'n': 974, 'trace_an': 0}
  • id: 10745974
    {'hecke_orbit_code': 67109632, 'n': 975, 'trace_an': 0}
  • id: 10745975
    {'hecke_orbit_code': 67109632, 'n': 976, 'trace_an': 0}
  • id: 10745976
    {'hecke_orbit_code': 67109632, 'n': 977, 'trace_an': 180160}
  • id: 10745977
    {'hecke_orbit_code': 67109632, 'n': 978, 'trace_an': 0}
  • id: 10745978
    {'hecke_orbit_code': 67109632, 'n': 979, 'trace_an': 0}
  • id: 10745979
    {'hecke_orbit_code': 67109632, 'n': 980, 'trace_an': 0}
  • id: 10745980
    {'hecke_orbit_code': 67109632, 'n': 981, 'trace_an': 0}
  • id: 10745981
    {'hecke_orbit_code': 67109632, 'n': 982, 'trace_an': 0}
  • id: 10745982
    {'hecke_orbit_code': 67109632, 'n': 983, 'trace_an': 0}
  • id: 10745983
    {'hecke_orbit_code': 67109632, 'n': 984, 'trace_an': 0}
  • id: 10745984
    {'hecke_orbit_code': 67109632, 'n': 985, 'trace_an': -169568}
  • id: 10745985
    {'hecke_orbit_code': 67109632, 'n': 986, 'trace_an': 0}
  • id: 10745986
    {'hecke_orbit_code': 67109632, 'n': 987, 'trace_an': 0}
  • id: 10745987
    {'hecke_orbit_code': 67109632, 'n': 988, 'trace_an': 0}
  • id: 10745988
    {'hecke_orbit_code': 67109632, 'n': 989, 'trace_an': 0}
  • id: 10745989
    {'hecke_orbit_code': 67109632, 'n': 990, 'trace_an': 0}
  • id: 10745990
    {'hecke_orbit_code': 67109632, 'n': 991, 'trace_an': 0}
  • id: 10745991
    {'hecke_orbit_code': 67109632, 'n': 992, 'trace_an': 0}
  • id: 10745992
    {'hecke_orbit_code': 67109632, 'n': 993, 'trace_an': -5952}
  • id: 10745993
    {'hecke_orbit_code': 67109632, 'n': 994, 'trace_an': 0}
  • id: 10745994
    {'hecke_orbit_code': 67109632, 'n': 995, 'trace_an': 0}
  • id: 10745995
    {'hecke_orbit_code': 67109632, 'n': 996, 'trace_an': 0}
  • id: 10745996
    {'hecke_orbit_code': 67109632, 'n': 997, 'trace_an': 0}
  • id: 10745997
    {'hecke_orbit_code': 67109632, 'n': 998, 'trace_an': 0}
  • id: 10745998
    {'hecke_orbit_code': 67109632, 'n': 999, 'trace_an': 0}
  • id: 10745999
    {'hecke_orbit_code': 67109632, 'n': 1000, 'trace_an': 0}