Newspace data - 147.6.a

Formats: - HTML - YAML - JSON - 2024-04-24T04:14:44.377505

• 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]], 7, 5], [[[3, 1], [7, -1]], 9, 5], [[[3, -1], [7, 1]], 10, 2], [[[3, 1], [7, 1]], 9, 3]], 'ALdims': [9, 9, 10, 7], 'Nk2': 5292, 'analytic_conductor': 23.57642151250815, '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': [147, 1, [50, 52], [1, 1]], 'conrey_index': 1, 'cusp_dim': 86, 'dim': 35, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 100663443, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 4, 4, 6, 6], 'label': '147.6.a', 'level': 147, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 102, 'mf_new_dim': 35, 'num_forms': 15, 'plus_dim': 16, 'prim_orbit_index': 1, 'relative_dim': 35, 'sturm_bound': 112, 'trace_bound': 4, 'trace_display': [-2, -9, -38, 0], 'traces': [35, -2, -9, 624, 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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: 138496
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '147.6.a', 'level': 147, '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': 3, 'weight': 6}
  • id: 138497
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '147.6.a', 'level': 147, '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': 4, 'weight': 6}
  • id: 138494
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '147.6.a', 'level': 147, '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': 2, 'weight': 6}
  • id: 138495
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '147.6.a', 'level': 147, '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': 2, 'weight': 6}
  • id: 138493
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '147.6.a', 'level': 147, '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': 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': '147.6.a', 'level': 147, 'portrait': 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', 'weight': 6}
• mf_hecke_newspace_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 12621000
    {'hecke_orbit_code': 100663443, 'n': 1, 'trace_an': 35}
  • id: 12621001
    {'hecke_orbit_code': 100663443, 'n': 2, 'trace_an': -2}
  • id: 12621002
    {'hecke_orbit_code': 100663443, 'n': 3, 'trace_an': -9}
  • id: 12621003
    {'hecke_orbit_code': 100663443, 'n': 4, 'trace_an': 624}
  • id: 12621004
    {'hecke_orbit_code': 100663443, 'n': 5, 'trace_an': -38}
  • id: 12621005
    {'hecke_orbit_code': 100663443, 'n': 6, 'trace_an': -126}
  • id: 12621006
    {'hecke_orbit_code': 100663443, 'n': 7, 'trace_an': 0}
  • id: 12621007
    {'hecke_orbit_code': 100663443, 'n': 8, 'trace_an': -552}
  • id: 12621008
    {'hecke_orbit_code': 100663443, 'n': 9, 'trace_an': 2835}
  • id: 12621009
    {'hecke_orbit_code': 100663443, 'n': 10, 'trace_an': 1128}
  • id: 12621010
    {'hecke_orbit_code': 100663443, 'n': 11, 'trace_an': 920}
  • id: 12621011
    {'hecke_orbit_code': 100663443, 'n': 12, 'trace_an': -828}
  • id: 12621012
    {'hecke_orbit_code': 100663443, 'n': 13, 'trace_an': -550}
  • id: 12621013
    {'hecke_orbit_code': 100663443, 'n': 14, 'trace_an': 0}
  • id: 12621014
    {'hecke_orbit_code': 100663443, 'n': 15, 'trace_an': 450}
  • id: 12621015
    {'hecke_orbit_code': 100663443, 'n': 16, 'trace_an': 11196}
  • id: 12621016
    {'hecke_orbit_code': 100663443, 'n': 17, 'trace_an': 2286}
  • id: 12621017
    {'hecke_orbit_code': 100663443, 'n': 18, 'trace_an': -162}
  • id: 12621018
    {'hecke_orbit_code': 100663443, 'n': 19, 'trace_an': -3844}
  • id: 12621019
    {'hecke_orbit_code': 100663443, 'n': 20, 'trace_an': 6476}
  • id: 12621020
    {'hecke_orbit_code': 100663443, 'n': 21, 'trace_an': 0}
  • id: 12621021
    {'hecke_orbit_code': 100663443, 'n': 22, 'trace_an': -4820}
  • id: 12621022
    {'hecke_orbit_code': 100663443, 'n': 23, 'trace_an': -1096}
  • id: 12621023
    {'hecke_orbit_code': 100663443, 'n': 24, 'trace_an': -2052}
  • id: 12621024
    {'hecke_orbit_code': 100663443, 'n': 25, 'trace_an': 14429}
  • id: 12621025
    {'hecke_orbit_code': 100663443, 'n': 26, 'trace_an': -2128}
  • id: 12621026
    {'hecke_orbit_code': 100663443, 'n': 27, 'trace_an': -729}
  • id: 12621027
    {'hecke_orbit_code': 100663443, 'n': 28, 'trace_an': 0}
  • id: 12621028
    {'hecke_orbit_code': 100663443, 'n': 29, 'trace_an': 1174}
  • id: 12621029
    {'hecke_orbit_code': 100663443, 'n': 30, 'trace_an': 5292}
  • id: 12621030
    {'hecke_orbit_code': 100663443, 'n': 31, 'trace_an': -12016}
  • id: 12621031
    {'hecke_orbit_code': 100663443, 'n': 32, 'trace_an': -22776}
  • id: 12621032
    {'hecke_orbit_code': 100663443, 'n': 33, 'trace_an': 4716}
  • id: 12621033
    {'hecke_orbit_code': 100663443, 'n': 34, 'trace_an': 17664}
  • id: 12621034
    {'hecke_orbit_code': 100663443, 'n': 35, 'trace_an': 0}
  • id: 12621035
    {'hecke_orbit_code': 100663443, 'n': 36, 'trace_an': 50544}
  • id: 12621036
    {'hecke_orbit_code': 100663443, 'n': 37, 'trace_an': 36032}
  • id: 12621037
    {'hecke_orbit_code': 100663443, 'n': 38, 'trace_an': 12296}
  • id: 12621038
    {'hecke_orbit_code': 100663443, 'n': 39, 'trace_an': 2952}
  • id: 12621039
    {'hecke_orbit_code': 100663443, 'n': 40, 'trace_an': 40236}
  • id: 12621040
    {'hecke_orbit_code': 100663443, 'n': 41, 'trace_an': -11002}
  • id: 12621041
    {'hecke_orbit_code': 100663443, 'n': 42, 'trace_an': 0}
  • id: 12621042
    {'hecke_orbit_code': 100663443, 'n': 43, 'trace_an': -6394}
  • id: 12621043
    {'hecke_orbit_code': 100663443, 'n': 44, 'trace_an': -38272}
  • id: 12621044
    {'hecke_orbit_code': 100663443, 'n': 45, 'trace_an': -3078}
  • id: 12621045
    {'hecke_orbit_code': 100663443, 'n': 46, 'trace_an': 30584}
  • id: 12621046
    {'hecke_orbit_code': 100663443, 'n': 47, 'trace_an': 29856}
  • id: 12621047
    {'hecke_orbit_code': 100663443, 'n': 48, 'trace_an': 2304}
  • id: 12621048
    {'hecke_orbit_code': 100663443, 'n': 49, 'trace_an': 0}
  • id: 12621049
    {'hecke_orbit_code': 100663443, 'n': 50, 'trace_an': -23086}
  • id: 12621050
    {'hecke_orbit_code': 100663443, 'n': 51, 'trace_an': 10386}
  • id: 12621051
    {'hecke_orbit_code': 100663443, 'n': 52, 'trace_an': -37660}
  • id: 12621052
    {'hecke_orbit_code': 100663443, 'n': 53, 'trace_an': 61814}
  • id: 12621053
    {'hecke_orbit_code': 100663443, 'n': 54, 'trace_an': -10206}
  • id: 12621054
    {'hecke_orbit_code': 100663443, 'n': 55, 'trace_an': -37944}
  • id: 12621055
    {'hecke_orbit_code': 100663443, 'n': 56, 'trace_an': 0}
  • id: 12621056
    {'hecke_orbit_code': 100663443, 'n': 57, 'trace_an': -24246}
  • id: 12621057
    {'hecke_orbit_code': 100663443, 'n': 58, 'trace_an': -157816}
  • id: 12621058
    {'hecke_orbit_code': 100663443, 'n': 59, 'trace_an': 11508}
  • id: 12621059
    {'hecke_orbit_code': 100663443, 'n': 60, 'trace_an': 58140}
  • id: 12621060
    {'hecke_orbit_code': 100663443, 'n': 61, 'trace_an': -47590}
  • id: 12621061
    {'hecke_orbit_code': 100663443, 'n': 62, 'trace_an': -39264}
  • id: 12621062
    {'hecke_orbit_code': 100663443, 'n': 63, 'trace_an': 0}
  • id: 12621063
    {'hecke_orbit_code': 100663443, 'n': 64, 'trace_an': 195740}
  • id: 12621064
    {'hecke_orbit_code': 100663443, 'n': 65, 'trace_an': -8448}
  • id: 12621065
    {'hecke_orbit_code': 100663443, 'n': 66, 'trace_an': -68112}
  • id: 12621066
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  • id: 12621067
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  • id: 12621070
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  • id: 12621072
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  • id: 12621073
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  • id: 12621074
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  • id: 12621075
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  • id: 12621076
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  • id: 12621077
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  • id: 12621078
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  • id: 12621079
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  • id: 12621080
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  • id: 12621081
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  • id: 12621082
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  • id: 12621083
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  • id: 12621084
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  • id: 12621085
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  • id: 12621086
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  • id: 12621087
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  • id: 12621088
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  • id: 12621089
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  • id: 12621090
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  • id: 12621091
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  • id: 12621092
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  • id: 12621093
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  • id: 12621094
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  • id: 12621095
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  • id: 12621096
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  • id: 12621097
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  • id: 12621098
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  • id: 12621099
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  • id: 12621100
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  • id: 12621101
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  • id: 12621102
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  • id: 12621103
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  • id: 12621104
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  • id: 12621106
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  • id: 12621107
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  • id: 12621108
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  • id: 12621109
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  • id: 12621110
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  • id: 12621111
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  • id: 12621112
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  • id: 12621113
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  • id: 12621114
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  • id: 12621115
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  • id: 12621116
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  • id: 12621117
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  • id: 12621118
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  • id: 12621119
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  • id: 12621120
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  • id: 12621121
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  • id: 12621122
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  • id: 12621123
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  • id: 12621124
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  • id: 12621125
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  • id: 12621126
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  • id: 12621127
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  • id: 12621128
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  • id: 12621129
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  • id: 12621130
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  • id: 12621131
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  • id: 12621132
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  • id: 12621133
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  • id: 12621134
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  • id: 12621135
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  • id: 12621136
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  • id: 12621137
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  • id: 12621138
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  • id: 12621139
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  • id: 12621140
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  • id: 12621141
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  • id: 12621142
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  • id: 12621143
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  • id: 12621144
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  • id: 12621145
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  • id: 12621146
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  • id: 12621147
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  • id: 12621148
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  • id: 12621149
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  • id: 12621150
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  • id: 12621151
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  • id: 12621152
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  • id: 12621153
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  • id: 12621154
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  • id: 12621155
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  • id: 12621156
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  • id: 12621157
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  • id: 12621158
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  • id: 12621159
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  • id: 12621160
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  • id: 12621161
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  • id: 12621162
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  • id: 12621163
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  • id: 12621164
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  • id: 12621165
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  • id: 12621166
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  • id: 12621167
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  • id: 12621168
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  • id: 12621169
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  • id: 12621170
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  • id: 12621171
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  • id: 12621172
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  • id: 12621173
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  • id: 12621174
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  • id: 12621175
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  • id: 12621176
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  • id: 12621177
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  • id: 12621178
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  • id: 12621179
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  • id: 12621180
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  • id: 12621181
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  • id: 12621182
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  • id: 12621183
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  • id: 12621184
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  • id: 12621185
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  • id: 12621186
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  • id: 12621187
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  • id: 12621188
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  • id: 12621189
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  • id: 12621190
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  • id: 12621191
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  • id: 12621192
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  • id: 12621193
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  • id: 12621194
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  • id: 12621195
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  • id: 12621196
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  • id: 12621197
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  • id: 12621198
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  • id: 12621199
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  • id: 12621200
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  • id: 12621201
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  • id: 12621202
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  • id: 12621203
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  • id: 12621204
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  • id: 12621205
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  • id: 12621206
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  • id: 12621207
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  • id: 12621208
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  • id: 12621209
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  • id: 12621210
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  • id: 12621211
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  • id: 12621212
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  • id: 12621213
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  • id: 12621214
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  • id: 12621215
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  • id: 12621216
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  • id: 12621217
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  • id: 12621218
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  • id: 12621219
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  • id: 12621220
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  • id: 12621221
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  • id: 12621222
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  • id: 12621223
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  • id: 12621224
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  • id: 12621225
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  • id: 12621226
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  • id: 12621227
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  • id: 12621228
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  • id: 12621229
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  • id: 12621230
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  • id: 12621231
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  • id: 12621232
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  • id: 12621233
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  • id: 12621234
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  • id: 12621235
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  • id: 12621236
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  • id: 12621238
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  • id: 12621239
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  • id: 12621241
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  • id: 12621242
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  • id: 12621260
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  • id: 12621261
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  • id: 12621262
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  • id: 12621263
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  • id: 12621264
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  • id: 12621265
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  • id: 12621266
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  • id: 12621267
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  • id: 12621268
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  • id: 12621269
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  • id: 12621270
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  • id: 12621271
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  • id: 12621872
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  • id: 12621880
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    {'hecke_orbit_code': 100663443, 'n': 886, 'trace_an': 36854644}
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    {'hecke_orbit_code': 100663443, 'n': 887, 'trace_an': -85592104}
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    {'hecke_orbit_code': 100663443, 'n': 888, 'trace_an': -36555624}
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    {'hecke_orbit_code': 100663443, 'n': 889, 'trace_an': 0}
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    {'hecke_orbit_code': 100663443, 'n': 890, 'trace_an': 143518728}
  • id: 12621890
    {'hecke_orbit_code': 100663443, 'n': 891, 'trace_an': 6036120}
  • id: 12621891
    {'hecke_orbit_code': 100663443, 'n': 892, 'trace_an': 28702784}
  • id: 12621892
    {'hecke_orbit_code': 100663443, 'n': 893, 'trace_an': -169498676}
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    {'hecke_orbit_code': 100663443, 'n': 894, 'trace_an': -35049780}
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    {'hecke_orbit_code': 100663443, 'n': 895, 'trace_an': -35159880}
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    {'hecke_orbit_code': 100663443, 'n': 899, 'trace_an': -79638048}
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    {'hecke_orbit_code': 100663443, 'n': 900, 'trace_an': -2598156}
  • id: 12621900
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    {'hecke_orbit_code': 100663443, 'n': 902, 'trace_an': 58179568}
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    {'hecke_orbit_code': 100663443, 'n': 903, 'trace_an': 0}
  • id: 12621903
    {'hecke_orbit_code': 100663443, 'n': 904, 'trace_an': -177039936}
  • id: 12621904
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  • id: 12621905
    {'hecke_orbit_code': 100663443, 'n': 906, 'trace_an': 20524608}
  • id: 12621906
    {'hecke_orbit_code': 100663443, 'n': 907, 'trace_an': -122363662}
  • id: 12621907
    {'hecke_orbit_code': 100663443, 'n': 908, 'trace_an': -18913008}
  • id: 12621908
    {'hecke_orbit_code': 100663443, 'n': 909, 'trace_an': 45215658}
  • id: 12621909
    {'hecke_orbit_code': 100663443, 'n': 910, 'trace_an': 0}
  • id: 12621910
    {'hecke_orbit_code': 100663443, 'n': 911, 'trace_an': 14701200}
  • id: 12621911
    {'hecke_orbit_code': 100663443, 'n': 912, 'trace_an': -191470824}
  • id: 12621912
    {'hecke_orbit_code': 100663443, 'n': 913, 'trace_an': 13429488}
  • id: 12621913
    {'hecke_orbit_code': 100663443, 'n': 914, 'trace_an': -320830128}
  • id: 12621914
    {'hecke_orbit_code': 100663443, 'n': 915, 'trace_an': 56344860}
  • id: 12621915
    {'hecke_orbit_code': 100663443, 'n': 916, 'trace_an': -103172908}
  • id: 12621916
    {'hecke_orbit_code': 100663443, 'n': 917, 'trace_an': 0}
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  • id: 12621918
    {'hecke_orbit_code': 100663443, 'n': 919, 'trace_an': 9923438}
  • id: 12621919
    {'hecke_orbit_code': 100663443, 'n': 920, 'trace_an': -102787056}
  • id: 12621920
    {'hecke_orbit_code': 100663443, 'n': 921, 'trace_an': 61655886}
  • id: 12621921
    {'hecke_orbit_code': 100663443, 'n': 922, 'trace_an': -48048216}
  • id: 12621922
    {'hecke_orbit_code': 100663443, 'n': 923, 'trace_an': 65756832}
  • id: 12621923
    {'hecke_orbit_code': 100663443, 'n': 924, 'trace_an': 0}
  • id: 12621924
    {'hecke_orbit_code': 100663443, 'n': 925, 'trace_an': 227391728}
  • id: 12621925
    {'hecke_orbit_code': 100663443, 'n': 926, 'trace_an': -252791852}
  • id: 12621926
    {'hecke_orbit_code': 100663443, 'n': 927, 'trace_an': -13902840}
  • id: 12621927
    {'hecke_orbit_code': 100663443, 'n': 928, 'trace_an': -178060748}
  • id: 12621928
    {'hecke_orbit_code': 100663443, 'n': 929, 'trace_an': 32085422}
  • id: 12621929
    {'hecke_orbit_code': 100663443, 'n': 930, 'trace_an': 10310976}
  • id: 12621930
    {'hecke_orbit_code': 100663443, 'n': 931, 'trace_an': 0}
  • id: 12621931
    {'hecke_orbit_code': 100663443, 'n': 932, 'trace_an': 192532752}
  • id: 12621932
    {'hecke_orbit_code': 100663443, 'n': 933, 'trace_an': -930924}
  • id: 12621933
    {'hecke_orbit_code': 100663443, 'n': 934, 'trace_an': 2207496}
  • id: 12621934
    {'hecke_orbit_code': 100663443, 'n': 935, 'trace_an': 455141120}
  • id: 12621935
    {'hecke_orbit_code': 100663443, 'n': 936, 'trace_an': -32049756}
  • id: 12621936
    {'hecke_orbit_code': 100663443, 'n': 937, 'trace_an': 74195150}
  • id: 12621937
    {'hecke_orbit_code': 100663443, 'n': 938, 'trace_an': 0}
  • id: 12621938
    {'hecke_orbit_code': 100663443, 'n': 939, 'trace_an': 98007768}
  • id: 12621939
    {'hecke_orbit_code': 100663443, 'n': 940, 'trace_an': 206481696}
  • id: 12621940
    {'hecke_orbit_code': 100663443, 'n': 941, 'trace_an': 8720690}
  • id: 12621941
    {'hecke_orbit_code': 100663443, 'n': 942, 'trace_an': -7145964}
  • id: 12621942
    {'hecke_orbit_code': 100663443, 'n': 943, 'trace_an': 14385504}
  • id: 12621943
    {'hecke_orbit_code': 100663443, 'n': 944, 'trace_an': -4917648}
  • id: 12621944
    {'hecke_orbit_code': 100663443, 'n': 945, 'trace_an': 0}
  • id: 12621945
    {'hecke_orbit_code': 100663443, 'n': 946, 'trace_an': -425810472}
  • id: 12621946
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  • id: 12621947
    {'hecke_orbit_code': 100663443, 'n': 948, 'trace_an': 57529296}
  • id: 12621948
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  • id: 12621949
    {'hecke_orbit_code': 100663443, 'n': 950, 'trace_an': 83903608}
  • id: 12621950
    {'hecke_orbit_code': 100663443, 'n': 951, 'trace_an': -11345022}
  • id: 12621951
    {'hecke_orbit_code': 100663443, 'n': 952, 'trace_an': 0}
  • id: 12621952
    {'hecke_orbit_code': 100663443, 'n': 953, 'trace_an': -137598854}
  • id: 12621953
    {'hecke_orbit_code': 100663443, 'n': 954, 'trace_an': -17818056}
  • id: 12621954
    {'hecke_orbit_code': 100663443, 'n': 955, 'trace_an': 27420432}
  • id: 12621955
    {'hecke_orbit_code': 100663443, 'n': 956, 'trace_an': 475714824}
  • id: 12621956
    {'hecke_orbit_code': 100663443, 'n': 957, 'trace_an': 23508648}
  • id: 12621957
    {'hecke_orbit_code': 100663443, 'n': 958, 'trace_an': -20814528}
  • id: 12621958
    {'hecke_orbit_code': 100663443, 'n': 959, 'trace_an': 0}
  • id: 12621959
    {'hecke_orbit_code': 100663443, 'n': 960, 'trace_an': -211091436}
  • id: 12621960
    {'hecke_orbit_code': 100663443, 'n': 961, 'trace_an': -39813535}
  • id: 12621961
    {'hecke_orbit_code': 100663443, 'n': 962, 'trace_an': -55533504}
  • id: 12621962
    {'hecke_orbit_code': 100663443, 'n': 963, 'trace_an': 6435612}
  • id: 12621963
    {'hecke_orbit_code': 100663443, 'n': 964, 'trace_an': 73687412}
  • id: 12621964
    {'hecke_orbit_code': 100663443, 'n': 965, 'trace_an': -103020364}
  • id: 12621965
    {'hecke_orbit_code': 100663443, 'n': 966, 'trace_an': 0}
  • id: 12621966
    {'hecke_orbit_code': 100663443, 'n': 967, 'trace_an': 135569302}
  • id: 12621967
    {'hecke_orbit_code': 100663443, 'n': 968, 'trace_an': 496804008}
  • id: 12621968
    {'hecke_orbit_code': 100663443, 'n': 969, 'trace_an': 24668280}
  • id: 12621969
    {'hecke_orbit_code': 100663443, 'n': 970, 'trace_an': 224986308}
  • id: 12621970
    {'hecke_orbit_code': 100663443, 'n': 971, 'trace_an': -11237196}
  • id: 12621971
    {'hecke_orbit_code': 100663443, 'n': 972, 'trace_an': -5432508}
  • id: 12621972
    {'hecke_orbit_code': 100663443, 'n': 973, 'trace_an': 0}
  • id: 12621973
    {'hecke_orbit_code': 100663443, 'n': 974, 'trace_an': 192195788}
  • id: 12621974
    {'hecke_orbit_code': 100663443, 'n': 975, 'trace_an': 48776760}
  • id: 12621975
    {'hecke_orbit_code': 100663443, 'n': 976, 'trace_an': 68796860}
  • id: 12621976
    {'hecke_orbit_code': 100663443, 'n': 977, 'trace_an': -73798842}
  • id: 12621977
    {'hecke_orbit_code': 100663443, 'n': 978, 'trace_an': -6253704}
  • id: 12621978
    {'hecke_orbit_code': 100663443, 'n': 979, 'trace_an': -99523080}
  • id: 12621979
    {'hecke_orbit_code': 100663443, 'n': 980, 'trace_an': 0}
  • id: 12621980
    {'hecke_orbit_code': 100663443, 'n': 981, 'trace_an': -2092068}
  • id: 12621981
    {'hecke_orbit_code': 100663443, 'n': 982, 'trace_an': -288889132}
  • id: 12621982
    {'hecke_orbit_code': 100663443, 'n': 983, 'trace_an': -44982936}
  • id: 12621983
    {'hecke_orbit_code': 100663443, 'n': 984, 'trace_an': -141467904}
  • id: 12621984
    {'hecke_orbit_code': 100663443, 'n': 985, 'trace_an': 44650620}
  • id: 12621985
    {'hecke_orbit_code': 100663443, 'n': 986, 'trace_an': 80350272}
  • id: 12621986
    {'hecke_orbit_code': 100663443, 'n': 987, 'trace_an': 0}
  • id: 12621987
    {'hecke_orbit_code': 100663443, 'n': 988, 'trace_an': 239949424}
  • id: 12621988
    {'hecke_orbit_code': 100663443, 'n': 989, 'trace_an': 50171456}
  • id: 12621989
    {'hecke_orbit_code': 100663443, 'n': 990, 'trace_an': 20169648}
  • id: 12621990
    {'hecke_orbit_code': 100663443, 'n': 991, 'trace_an': -100990678}
  • id: 12621991
    {'hecke_orbit_code': 100663443, 'n': 992, 'trace_an': -24898560}
  • id: 12621992
    {'hecke_orbit_code': 100663443, 'n': 993, 'trace_an': 27241092}
  • id: 12621993
    {'hecke_orbit_code': 100663443, 'n': 994, 'trace_an': 0}
  • id: 12621994
    {'hecke_orbit_code': 100663443, 'n': 995, 'trace_an': 125614448}
  • id: 12621995
    {'hecke_orbit_code': 100663443, 'n': 996, 'trace_an': 133326972}
  • id: 12621996
    {'hecke_orbit_code': 100663443, 'n': 997, 'trace_an': 96262514}
  • id: 12621997
    {'hecke_orbit_code': 100663443, 'n': 998, 'trace_an': -61039788}
  • id: 12621998
    {'hecke_orbit_code': 100663443, 'n': 999, 'trace_an': 7238970}
  • id: 12621999
    {'hecke_orbit_code': 100663443, 'n': 1000, 'trace_an': 257017464}