Newspace data - 224.6.a

Formats: - HTML - YAML - JSON - 2023-09-29T00:21:25.420700

• 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], [7, -1]], 6, 3], [[[2, 1], [7, -1]], 9, 2], [[[2, 1], [7, 1]], 7, 2], [[[2, -1], [7, 1]], 8, 3]], 'ALdims': [7, 9, 8, 6], 'Nk2': 8064, 'analytic_conductor': 35.92597563810766, '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': [224, 1, [127, 197, 129], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 152, 'dim': 30, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663520, 'hecke_orbit_dims': [1, 1, 2, 2, 3, 3, 4, 4, 5, 5], 'label': '224.6.a', 'level': 224, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 168, 'mf_new_dim': 30, 'num_forms': 10, 'plus_dim': 13, 'prim_orbit_index': 1, 'relative_dim': 30, 'sturm_bound': 192, 'trace_bound': 3, 'trace_display': [0, 0, -76, 0], 'traces': [30, 0, 0, 0, -76, 0, 0, 0, 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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: 158888
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '224.6.a', 'level': 224, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '4.6.a', 'sub_level': 4, 'sub_mult': 8, 'weight': 6}
  • id: 158889
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '224.6.a', 'level': 224, '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: 158890
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '224.6.a', 'level': 224, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '8.6.a', 'sub_level': 8, 'sub_mult': 6, 'weight': 6}
  • id: 158882
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '224.6.a', 'level': 224, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '14.6.a', 'sub_level': 14, 'sub_mult': 5, 'weight': 6}
  • id: 158883
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '224.6.a', 'level': 224, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '16.6.a', 'sub_level': 16, 'sub_mult': 4, 'weight': 6}
  • id: 158885
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '224.6.a', 'level': 224, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '28.6.a', 'sub_level': 28, 'sub_mult': 4, 'weight': 6}
  • id: 158886
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '224.6.a', 'level': 224, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '32.6.a', 'sub_level': 32, 'sub_mult': 2, 'weight': 6}
  • id: 158887
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '224.6.a', 'level': 224, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '56.6.a', 'sub_level': 56, 'sub_mult': 3, 'weight': 6}
  • id: 158881
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '224.6.a', 'level': 224, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 15, 'sub_label': '112.6.a', 'sub_level': 112, 'sub_mult': 2, 'weight': 6}
  • id: 158884
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '224.6.a', 'level': 224, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 30, 'sub_label': '224.6.a', 'sub_level': 224, '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': '224.6.a', 'level': 224, 'portrait': 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', 'weight': 6}
• mf_hecke_newspace_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 12698000
    {'hecke_orbit_code': 100663520, 'n': 1, 'trace_an': 30}
  • id: 12698001
    {'hecke_orbit_code': 100663520, 'n': 2, 'trace_an': 0}
  • id: 12698002
    {'hecke_orbit_code': 100663520, 'n': 3, 'trace_an': 0}
  • id: 12698003
    {'hecke_orbit_code': 100663520, 'n': 4, 'trace_an': 0}
  • id: 12698004
    {'hecke_orbit_code': 100663520, 'n': 5, 'trace_an': -76}
  • id: 12698005
    {'hecke_orbit_code': 100663520, 'n': 6, 'trace_an': 0}
  • id: 12698006
    {'hecke_orbit_code': 100663520, 'n': 7, 'trace_an': 0}
  • id: 12698007
    {'hecke_orbit_code': 100663520, 'n': 8, 'trace_an': 0}
  • id: 12698008
    {'hecke_orbit_code': 100663520, 'n': 9, 'trace_an': 2342}
  • id: 12698009
    {'hecke_orbit_code': 100663520, 'n': 10, 'trace_an': 0}
  • id: 12698010
    {'hecke_orbit_code': 100663520, 'n': 11, 'trace_an': 0}
  • id: 12698011
    {'hecke_orbit_code': 100663520, 'n': 12, 'trace_an': 0}
  • id: 12698012
    {'hecke_orbit_code': 100663520, 'n': 13, 'trace_an': 244}
  • id: 12698013
    {'hecke_orbit_code': 100663520, 'n': 14, 'trace_an': 0}
  • id: 12698014
    {'hecke_orbit_code': 100663520, 'n': 15, 'trace_an': 0}
  • id: 12698015
    {'hecke_orbit_code': 100663520, 'n': 16, 'trace_an': 0}
  • id: 12698016
    {'hecke_orbit_code': 100663520, 'n': 17, 'trace_an': -3220}
  • id: 12698017
    {'hecke_orbit_code': 100663520, 'n': 18, 'trace_an': 0}
  • id: 12698018
    {'hecke_orbit_code': 100663520, 'n': 19, 'trace_an': 0}
  • id: 12698019
    {'hecke_orbit_code': 100663520, 'n': 20, 'trace_an': 0}
  • id: 12698020
    {'hecke_orbit_code': 100663520, 'n': 21, 'trace_an': 0}
  • id: 12698021
    {'hecke_orbit_code': 100663520, 'n': 22, 'trace_an': 0}
  • id: 12698022
    {'hecke_orbit_code': 100663520, 'n': 23, 'trace_an': 0}
  • id: 12698023
    {'hecke_orbit_code': 100663520, 'n': 24, 'trace_an': 0}
  • id: 12698024
    {'hecke_orbit_code': 100663520, 'n': 25, 'trace_an': 28098}
  • id: 12698025
    {'hecke_orbit_code': 100663520, 'n': 26, 'trace_an': 0}
  • id: 12698026
    {'hecke_orbit_code': 100663520, 'n': 27, 'trace_an': 0}
  • id: 12698027
    {'hecke_orbit_code': 100663520, 'n': 28, 'trace_an': 0}
  • id: 12698028
    {'hecke_orbit_code': 100663520, 'n': 29, 'trace_an': 8564}
  • id: 12698029
    {'hecke_orbit_code': 100663520, 'n': 30, 'trace_an': 0}
  • id: 12698030
    {'hecke_orbit_code': 100663520, 'n': 31, 'trace_an': 0}
  • id: 12698031
    {'hecke_orbit_code': 100663520, 'n': 32, 'trace_an': 0}
  • id: 12698032
    {'hecke_orbit_code': 100663520, 'n': 33, 'trace_an': -7504}
  • id: 12698033
    {'hecke_orbit_code': 100663520, 'n': 34, 'trace_an': 0}
  • id: 12698034
    {'hecke_orbit_code': 100663520, 'n': 35, 'trace_an': 0}
  • id: 12698035
    {'hecke_orbit_code': 100663520, 'n': 36, 'trace_an': 0}
  • id: 12698036
    {'hecke_orbit_code': 100663520, 'n': 37, 'trace_an': 18820}
  • id: 12698037
    {'hecke_orbit_code': 100663520, 'n': 38, 'trace_an': 0}
  • id: 12698038
    {'hecke_orbit_code': 100663520, 'n': 39, 'trace_an': 0}
  • id: 12698039
    {'hecke_orbit_code': 100663520, 'n': 40, 'trace_an': 0}
  • id: 12698040
    {'hecke_orbit_code': 100663520, 'n': 41, 'trace_an': 42252}
  • id: 12698041
    {'hecke_orbit_code': 100663520, 'n': 42, 'trace_an': 0}
  • id: 12698042
    {'hecke_orbit_code': 100663520, 'n': 43, 'trace_an': 0}
  • id: 12698043
    {'hecke_orbit_code': 100663520, 'n': 44, 'trace_an': 0}
  • id: 12698044
    {'hecke_orbit_code': 100663520, 'n': 45, 'trace_an': -102828}
  • id: 12698045
    {'hecke_orbit_code': 100663520, 'n': 46, 'trace_an': 0}
  • id: 12698046
    {'hecke_orbit_code': 100663520, 'n': 47, 'trace_an': 0}
  • id: 12698047
    {'hecke_orbit_code': 100663520, 'n': 48, 'trace_an': 0}
  • id: 12698048
    {'hecke_orbit_code': 100663520, 'n': 49, 'trace_an': 72030}
  • id: 12698049
    {'hecke_orbit_code': 100663520, 'n': 50, 'trace_an': 0}
  • id: 12698050
    {'hecke_orbit_code': 100663520, 'n': 51, 'trace_an': 0}
  • id: 12698051
    {'hecke_orbit_code': 100663520, 'n': 52, 'trace_an': 0}
  • id: 12698052
    {'hecke_orbit_code': 100663520, 'n': 53, 'trace_an': 117956}
  • id: 12698053
    {'hecke_orbit_code': 100663520, 'n': 54, 'trace_an': 0}
  • id: 12698054
    {'hecke_orbit_code': 100663520, 'n': 55, 'trace_an': 0}
  • id: 12698055
    {'hecke_orbit_code': 100663520, 'n': 56, 'trace_an': 0}
  • id: 12698056
    {'hecke_orbit_code': 100663520, 'n': 57, 'trace_an': 198912}
  • id: 12698057
    {'hecke_orbit_code': 100663520, 'n': 58, 'trace_an': 0}
  • id: 12698058
    {'hecke_orbit_code': 100663520, 'n': 59, 'trace_an': 0}
  • id: 12698059
    {'hecke_orbit_code': 100663520, 'n': 60, 'trace_an': 0}
  • id: 12698060
    {'hecke_orbit_code': 100663520, 'n': 61, 'trace_an': -91580}
  • id: 12698061
    {'hecke_orbit_code': 100663520, 'n': 62, 'trace_an': 0}
  • id: 12698062
    {'hecke_orbit_code': 100663520, 'n': 63, 'trace_an': 0}
  • id: 12698063
    {'hecke_orbit_code': 100663520, 'n': 64, 'trace_an': 0}
  • id: 12698064
    {'hecke_orbit_code': 100663520, 'n': 65, 'trace_an': -118568}
  • id: 12698065
    {'hecke_orbit_code': 100663520, 'n': 66, 'trace_an': 0}
  • id: 12698066
    {'hecke_orbit_code': 100663520, 'n': 67, 'trace_an': 0}
  • id: 12698067
    {'hecke_orbit_code': 100663520, 'n': 68, 'trace_an': 0}
  • id: 12698068
    {'hecke_orbit_code': 100663520, 'n': 69, 'trace_an': 285072}
  • id: 12698069
    {'hecke_orbit_code': 100663520, 'n': 70, 'trace_an': 0}
  • id: 12698070
    {'hecke_orbit_code': 100663520, 'n': 71, 'trace_an': 0}
  • id: 12698071
    {'hecke_orbit_code': 100663520, 'n': 72, 'trace_an': 0}
  • id: 12698072
    {'hecke_orbit_code': 100663520, 'n': 73, 'trace_an': 122364}
  • id: 12698073
    {'hecke_orbit_code': 100663520, 'n': 74, 'trace_an': 0}
  • id: 12698074
    {'hecke_orbit_code': 100663520, 'n': 75, 'trace_an': 0}
  • id: 12698075
    {'hecke_orbit_code': 100663520, 'n': 76, 'trace_an': 0}
  • id: 12698076
    {'hecke_orbit_code': 100663520, 'n': 77, 'trace_an': 0}
  • id: 12698077
    {'hecke_orbit_code': 100663520, 'n': 78, 'trace_an': 0}
  • id: 12698078
    {'hecke_orbit_code': 100663520, 'n': 79, 'trace_an': 0}
  • id: 12698079
    {'hecke_orbit_code': 100663520, 'n': 80, 'trace_an': 0}
  • id: 12698080
    {'hecke_orbit_code': 100663520, 'n': 81, 'trace_an': 115246}
  • id: 12698081
    {'hecke_orbit_code': 100663520, 'n': 82, 'trace_an': 0}
  • id: 12698082
    {'hecke_orbit_code': 100663520, 'n': 83, 'trace_an': 0}
  • id: 12698083
    {'hecke_orbit_code': 100663520, 'n': 84, 'trace_an': 0}
  • id: 12698084
    {'hecke_orbit_code': 100663520, 'n': 85, 'trace_an': 131080}
  • id: 12698085
    {'hecke_orbit_code': 100663520, 'n': 86, 'trace_an': 0}
  • id: 12698086
    {'hecke_orbit_code': 100663520, 'n': 87, 'trace_an': 0}
  • id: 12698087
    {'hecke_orbit_code': 100663520, 'n': 88, 'trace_an': 0}
  • id: 12698088
    {'hecke_orbit_code': 100663520, 'n': 89, 'trace_an': 426364}
  • id: 12698089
    {'hecke_orbit_code': 100663520, 'n': 90, 'trace_an': 0}
  • id: 12698090
    {'hecke_orbit_code': 100663520, 'n': 91, 'trace_an': 0}
  • id: 12698091
    {'hecke_orbit_code': 100663520, 'n': 92, 'trace_an': 0}
  • id: 12698092
    {'hecke_orbit_code': 100663520, 'n': 93, 'trace_an': 364128}
  • id: 12698093
    {'hecke_orbit_code': 100663520, 'n': 94, 'trace_an': 0}
  • id: 12698094
    {'hecke_orbit_code': 100663520, 'n': 95, 'trace_an': 0}
  • id: 12698095
    {'hecke_orbit_code': 100663520, 'n': 96, 'trace_an': 0}
  • id: 12698096
    {'hecke_orbit_code': 100663520, 'n': 97, 'trace_an': -470132}
  • id: 12698097
    {'hecke_orbit_code': 100663520, 'n': 98, 'trace_an': 0}
  • id: 12698098
    {'hecke_orbit_code': 100663520, 'n': 99, 'trace_an': 0}
  • id: 12698099
    {'hecke_orbit_code': 100663520, 'n': 100, 'trace_an': 0}
  • id: 12698100
    {'hecke_orbit_code': 100663520, 'n': 101, 'trace_an': 180100}
  • id: 12698101
    {'hecke_orbit_code': 100663520, 'n': 102, 'trace_an': 0}
  • id: 12698102
    {'hecke_orbit_code': 100663520, 'n': 103, 'trace_an': 0}
  • id: 12698103
    {'hecke_orbit_code': 100663520, 'n': 104, 'trace_an': 0}
  • id: 12698104
    {'hecke_orbit_code': 100663520, 'n': 105, 'trace_an': -196784}
  • id: 12698105
    {'hecke_orbit_code': 100663520, 'n': 106, 'trace_an': 0}
  • id: 12698106
    {'hecke_orbit_code': 100663520, 'n': 107, 'trace_an': 0}
  • id: 12698107
    {'hecke_orbit_code': 100663520, 'n': 108, 'trace_an': 0}
  • id: 12698108
    {'hecke_orbit_code': 100663520, 'n': 109, 'trace_an': -145004}
  • id: 12698109
    {'hecke_orbit_code': 100663520, 'n': 110, 'trace_an': 0}
  • id: 12698110
    {'hecke_orbit_code': 100663520, 'n': 111, 'trace_an': 0}
  • id: 12698111
    {'hecke_orbit_code': 100663520, 'n': 112, 'trace_an': 0}
  • id: 12698112
    {'hecke_orbit_code': 100663520, 'n': 113, 'trace_an': -184804}
  • id: 12698113
    {'hecke_orbit_code': 100663520, 'n': 114, 'trace_an': 0}
  • id: 12698114
    {'hecke_orbit_code': 100663520, 'n': 115, 'trace_an': 0}
  • id: 12698115
    {'hecke_orbit_code': 100663520, 'n': 116, 'trace_an': 0}
  • id: 12698116
    {'hecke_orbit_code': 100663520, 'n': 117, 'trace_an': 689268}
  • id: 12698117
    {'hecke_orbit_code': 100663520, 'n': 118, 'trace_an': 0}
  • id: 12698118
    {'hecke_orbit_code': 100663520, 'n': 119, 'trace_an': 0}
  • id: 12698119
    {'hecke_orbit_code': 100663520, 'n': 120, 'trace_an': 0}
  • id: 12698120
    {'hecke_orbit_code': 100663520, 'n': 121, 'trace_an': 427606}
  • id: 12698121
    {'hecke_orbit_code': 100663520, 'n': 122, 'trace_an': 0}
  • id: 12698122
    {'hecke_orbit_code': 100663520, 'n': 123, 'trace_an': 0}
  • id: 12698123
    {'hecke_orbit_code': 100663520, 'n': 124, 'trace_an': 0}
  • id: 12698124
    {'hecke_orbit_code': 100663520, 'n': 125, 'trace_an': 243384}
  • id: 12698125
    {'hecke_orbit_code': 100663520, 'n': 126, 'trace_an': 0}
  • id: 12698126
    {'hecke_orbit_code': 100663520, 'n': 127, 'trace_an': 0}
  • id: 12698127
    {'hecke_orbit_code': 100663520, 'n': 128, 'trace_an': 0}
  • id: 12698128
    {'hecke_orbit_code': 100663520, 'n': 129, 'trace_an': 274256}
  • id: 12698129
    {'hecke_orbit_code': 100663520, 'n': 130, 'trace_an': 0}
  • id: 12698130
    {'hecke_orbit_code': 100663520, 'n': 131, 'trace_an': 0}
  • id: 12698131
    {'hecke_orbit_code': 100663520, 'n': 132, 'trace_an': 0}
  • id: 12698132
    {'hecke_orbit_code': 100663520, 'n': 133, 'trace_an': -353584}
  • id: 12698133
    {'hecke_orbit_code': 100663520, 'n': 134, 'trace_an': 0}
  • id: 12698134
    {'hecke_orbit_code': 100663520, 'n': 135, 'trace_an': 0}
  • id: 12698135
    {'hecke_orbit_code': 100663520, 'n': 136, 'trace_an': 0}
  • id: 12698136
    {'hecke_orbit_code': 100663520, 'n': 137, 'trace_an': -1300308}
  • id: 12698137
    {'hecke_orbit_code': 100663520, 'n': 138, 'trace_an': 0}
  • id: 12698138
    {'hecke_orbit_code': 100663520, 'n': 139, 'trace_an': 0}
  • id: 12698139
    {'hecke_orbit_code': 100663520, 'n': 140, 'trace_an': 0}
  • id: 12698140
    {'hecke_orbit_code': 100663520, 'n': 141, 'trace_an': -1469952}
  • id: 12698141
    {'hecke_orbit_code': 100663520, 'n': 142, 'trace_an': 0}
  • id: 12698142
    {'hecke_orbit_code': 100663520, 'n': 143, 'trace_an': 0}
  • id: 12698143
    {'hecke_orbit_code': 100663520, 'n': 144, 'trace_an': 0}
  • id: 12698144
    {'hecke_orbit_code': 100663520, 'n': 145, 'trace_an': -1377992}
  • id: 12698145
    {'hecke_orbit_code': 100663520, 'n': 146, 'trace_an': 0}
  • id: 12698146
    {'hecke_orbit_code': 100663520, 'n': 147, 'trace_an': 0}
  • id: 12698147
    {'hecke_orbit_code': 100663520, 'n': 148, 'trace_an': 0}
  • id: 12698148
    {'hecke_orbit_code': 100663520, 'n': 149, 'trace_an': -568476}
  • id: 12698149
    {'hecke_orbit_code': 100663520, 'n': 150, 'trace_an': 0}
  • id: 12698150
    {'hecke_orbit_code': 100663520, 'n': 151, 'trace_an': 0}
  • id: 12698151
    {'hecke_orbit_code': 100663520, 'n': 152, 'trace_an': 0}
  • id: 12698152
    {'hecke_orbit_code': 100663520, 'n': 153, 'trace_an': -1531236}
  • id: 12698153
    {'hecke_orbit_code': 100663520, 'n': 154, 'trace_an': 0}
  • id: 12698154
    {'hecke_orbit_code': 100663520, 'n': 155, 'trace_an': 0}
  • id: 12698155
    {'hecke_orbit_code': 100663520, 'n': 156, 'trace_an': 0}
  • id: 12698156
    {'hecke_orbit_code': 100663520, 'n': 157, 'trace_an': 762644}
  • id: 12698157
    {'hecke_orbit_code': 100663520, 'n': 158, 'trace_an': 0}
  • id: 12698158
    {'hecke_orbit_code': 100663520, 'n': 159, 'trace_an': 0}
  • id: 12698159
    {'hecke_orbit_code': 100663520, 'n': 160, 'trace_an': 0}
  • id: 12698160
    {'hecke_orbit_code': 100663520, 'n': 161, 'trace_an': 0}
  • id: 12698161
    {'hecke_orbit_code': 100663520, 'n': 162, 'trace_an': 0}
  • id: 12698162
    {'hecke_orbit_code': 100663520, 'n': 163, 'trace_an': 0}
  • id: 12698163
    {'hecke_orbit_code': 100663520, 'n': 164, 'trace_an': 0}
  • id: 12698164
    {'hecke_orbit_code': 100663520, 'n': 165, 'trace_an': -2419104}
  • id: 12698165
    {'hecke_orbit_code': 100663520, 'n': 166, 'trace_an': 0}
  • id: 12698166
    {'hecke_orbit_code': 100663520, 'n': 167, 'trace_an': 0}
  • id: 12698167
    {'hecke_orbit_code': 100663520, 'n': 168, 'trace_an': 0}
  • id: 12698168
    {'hecke_orbit_code': 100663520, 'n': 169, 'trace_an': 481618}
  • id: 12698169
    {'hecke_orbit_code': 100663520, 'n': 170, 'trace_an': 0}
  • id: 12698170
    {'hecke_orbit_code': 100663520, 'n': 171, 'trace_an': 0}
  • id: 12698171
    {'hecke_orbit_code': 100663520, 'n': 172, 'trace_an': 0}
  • id: 12698172
    {'hecke_orbit_code': 100663520, 'n': 173, 'trace_an': -985004}
  • id: 12698173
    {'hecke_orbit_code': 100663520, 'n': 174, 'trace_an': 0}
  • id: 12698174
    {'hecke_orbit_code': 100663520, 'n': 175, 'trace_an': 0}
  • id: 12698175
    {'hecke_orbit_code': 100663520, 'n': 176, 'trace_an': 0}
  • id: 12698176
    {'hecke_orbit_code': 100663520, 'n': 177, 'trace_an': 809568}
  • id: 12698177
    {'hecke_orbit_code': 100663520, 'n': 178, 'trace_an': 0}
  • id: 12698178
    {'hecke_orbit_code': 100663520, 'n': 179, 'trace_an': 0}
  • id: 12698179
    {'hecke_orbit_code': 100663520, 'n': 180, 'trace_an': 0}
  • id: 12698180
    {'hecke_orbit_code': 100663520, 'n': 181, 'trace_an': -1460332}
  • id: 12698181
    {'hecke_orbit_code': 100663520, 'n': 182, 'trace_an': 0}
  • id: 12698182
    {'hecke_orbit_code': 100663520, 'n': 183, 'trace_an': 0}
  • id: 12698183
    {'hecke_orbit_code': 100663520, 'n': 184, 'trace_an': 0}
  • id: 12698184
    {'hecke_orbit_code': 100663520, 'n': 185, 'trace_an': -1111880}
  • id: 12698185
    {'hecke_orbit_code': 100663520, 'n': 186, 'trace_an': 0}
  • id: 12698186
    {'hecke_orbit_code': 100663520, 'n': 187, 'trace_an': 0}
  • id: 12698187
    {'hecke_orbit_code': 100663520, 'n': 188, 'trace_an': 0}
  • id: 12698188
    {'hecke_orbit_code': 100663520, 'n': 189, 'trace_an': 1775760}
  • id: 12698189
    {'hecke_orbit_code': 100663520, 'n': 190, 'trace_an': 0}
  • id: 12698190
    {'hecke_orbit_code': 100663520, 'n': 191, 'trace_an': 0}
  • id: 12698191
    {'hecke_orbit_code': 100663520, 'n': 192, 'trace_an': 0}
  • id: 12698192
    {'hecke_orbit_code': 100663520, 'n': 193, 'trace_an': 2455612}
  • id: 12698193
    {'hecke_orbit_code': 100663520, 'n': 194, 'trace_an': 0}
  • id: 12698194
    {'hecke_orbit_code': 100663520, 'n': 195, 'trace_an': 0}
  • id: 12698195
    {'hecke_orbit_code': 100663520, 'n': 196, 'trace_an': 0}
  • id: 12698196
    {'hecke_orbit_code': 100663520, 'n': 197, 'trace_an': -2267516}
  • id: 12698197
    {'hecke_orbit_code': 100663520, 'n': 198, 'trace_an': 0}
  • id: 12698198
    {'hecke_orbit_code': 100663520, 'n': 199, 'trace_an': 0}
  • id: 12698199
    {'hecke_orbit_code': 100663520, 'n': 200, 'trace_an': 0}
  • id: 12698200
    {'hecke_orbit_code': 100663520, 'n': 201, 'trace_an': -1150384}
  • id: 12698201
    {'hecke_orbit_code': 100663520, 'n': 202, 'trace_an': 0}
  • id: 12698202
    {'hecke_orbit_code': 100663520, 'n': 203, 'trace_an': 0}
  • id: 12698203
    {'hecke_orbit_code': 100663520, 'n': 204, 'trace_an': 0}
  • id: 12698204
    {'hecke_orbit_code': 100663520, 'n': 205, 'trace_an': -2391896}
  • id: 12698205
    {'hecke_orbit_code': 100663520, 'n': 206, 'trace_an': 0}
  • id: 12698206
    {'hecke_orbit_code': 100663520, 'n': 207, 'trace_an': 0}
  • id: 12698207
    {'hecke_orbit_code': 100663520, 'n': 208, 'trace_an': 0}
  • id: 12698208
    {'hecke_orbit_code': 100663520, 'n': 209, 'trace_an': 1865360}
  • id: 12698209
    {'hecke_orbit_code': 100663520, 'n': 210, 'trace_an': 0}
  • id: 12698210
    {'hecke_orbit_code': 100663520, 'n': 211, 'trace_an': 0}
  • id: 12698211
    {'hecke_orbit_code': 100663520, 'n': 212, 'trace_an': 0}
  • id: 12698212
    {'hecke_orbit_code': 100663520, 'n': 213, 'trace_an': -3593952}
  • id: 12698213
    {'hecke_orbit_code': 100663520, 'n': 214, 'trace_an': 0}
  • id: 12698214
    {'hecke_orbit_code': 100663520, 'n': 215, 'trace_an': 0}
  • id: 12698215
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