Newspace data - 980.1.n

Formats: - HTML - YAML - JSON - 2024-04-25T11:38:24.424812

• 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

  
  {'Nk2': 980, 'a4_dim': 0, 'a5_dim': 0, 'analytic_conductor': 0.4890837123803424, 'char_conductor': 35, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 14, 'char_orbit_label': 'n', 'char_order': 6, 'char_parity': -1, 'char_values': [980, 6, [491, 197, 101], [6, 3, 1]], 'conrey_index': 129, 'cusp_dim': 4, 'dihedral_dim': 4, 'dim': 4, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_orbit_code': 893369975764, 'hecke_orbit_dims': [2, 2], 'label': '980.1.n', 'level': 980, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'mf_dim': 52, 'mf_new_dim': 4, 'num_forms': 2, 'prim_orbit_index': 9, 'relative_dim': 2, 's4_dim': 0, 'sturm_bound': 168, 'trace_bound': 3, 'trace_display': [0, 0, 0, 0], 'traces': [4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 2, 0, 2, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, -4, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 4, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, -4, 0, -2, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 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0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, -4, 0, 4, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, -4, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2, 0], 'weight': 1, 'weight_parity': -1}
• 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

  
  {'char_orbit_index': 14, 'char_orbit_label': 'n', 'conrey_index': 129, 'conrey_indexes': [129, 509], 'label': '980.1.n', 'level': 980, 'sub_char_orbit_index': 14, 'sub_char_orbit_label': 'n', 'sub_conrey_index': 129, 'sub_conrey_indexes': [129, 509], 'sub_dim': 4, 'sub_label': '980.1.n', 'sub_level': 980, 'sub_mult': 1, 'weight': 1}
• mf_newspace_portraits •

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

  
  {'char_orbit_index': 14, 'label': '980.1.n', 'level': 980, 'portrait': 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', 'weight': 1}
• mf_hecke_newspace_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 113893000
    {'hecke_orbit_code': 893369975764, 'n': 1, 'trace_an': 4}
  • id: 113893001
    {'hecke_orbit_code': 893369975764, 'n': 2, 'trace_an': 0}
  • id: 113893002
    {'hecke_orbit_code': 893369975764, 'n': 3, 'trace_an': 0}
  • id: 113893003
    {'hecke_orbit_code': 893369975764, 'n': 4, 'trace_an': 0}
  • id: 113893004
    {'hecke_orbit_code': 893369975764, 'n': 5, 'trace_an': 0}
  • id: 113893005
    {'hecke_orbit_code': 893369975764, 'n': 6, 'trace_an': 0}
  • id: 113893006
    {'hecke_orbit_code': 893369975764, 'n': 7, 'trace_an': 0}
  • id: 113893007
    {'hecke_orbit_code': 893369975764, 'n': 8, 'trace_an': 0}
  • id: 113893008
    {'hecke_orbit_code': 893369975764, 'n': 9, 'trace_an': 0}
  • id: 113893009
    {'hecke_orbit_code': 893369975764, 'n': 10, 'trace_an': 0}
  • id: 113893010
    {'hecke_orbit_code': 893369975764, 'n': 11, 'trace_an': 2}
  • id: 113893011
    {'hecke_orbit_code': 893369975764, 'n': 12, 'trace_an': 0}
  • id: 113893012
    {'hecke_orbit_code': 893369975764, 'n': 13, 'trace_an': 0}
  • id: 113893013
    {'hecke_orbit_code': 893369975764, 'n': 14, 'trace_an': 0}
  • id: 113893014
    {'hecke_orbit_code': 893369975764, 'n': 15, 'trace_an': -4}
  • id: 113893015
    {'hecke_orbit_code': 893369975764, 'n': 16, 'trace_an': 0}
  • id: 113893016
    {'hecke_orbit_code': 893369975764, 'n': 17, 'trace_an': 0}
  • id: 113893017
    {'hecke_orbit_code': 893369975764, 'n': 18, 'trace_an': 0}
  • id: 113893018
    {'hecke_orbit_code': 893369975764, 'n': 19, 'trace_an': 0}
  • id: 113893019
    {'hecke_orbit_code': 893369975764, 'n': 20, 'trace_an': 0}
  • id: 113893020
    {'hecke_orbit_code': 893369975764, 'n': 21, 'trace_an': 0}
  • id: 113893021
    {'hecke_orbit_code': 893369975764, 'n': 22, 'trace_an': 0}
  • id: 113893022
    {'hecke_orbit_code': 893369975764, 'n': 23, 'trace_an': 0}
  • id: 113893023
    {'hecke_orbit_code': 893369975764, 'n': 24, 'trace_an': 0}
  • id: 113893024
    {'hecke_orbit_code': 893369975764, 'n': 25, 'trace_an': -2}
  • id: 113893025
    {'hecke_orbit_code': 893369975764, 'n': 26, 'trace_an': 0}
  • id: 113893026
    {'hecke_orbit_code': 893369975764, 'n': 27, 'trace_an': 0}
  • id: 113893027
    {'hecke_orbit_code': 893369975764, 'n': 28, 'trace_an': 0}
  • id: 113893028
    {'hecke_orbit_code': 893369975764, 'n': 29, 'trace_an': -4}
  • id: 113893029
    {'hecke_orbit_code': 893369975764, 'n': 30, 'trace_an': 0}
  • id: 113893030
    {'hecke_orbit_code': 893369975764, 'n': 31, 'trace_an': 0}
  • id: 113893031
    {'hecke_orbit_code': 893369975764, 'n': 32, 'trace_an': 0}
  • id: 113893032
    {'hecke_orbit_code': 893369975764, 'n': 33, 'trace_an': 0}
  • id: 113893033
    {'hecke_orbit_code': 893369975764, 'n': 34, 'trace_an': 0}
  • id: 113893034
    {'hecke_orbit_code': 893369975764, 'n': 35, 'trace_an': 0}
  • id: 113893035
    {'hecke_orbit_code': 893369975764, 'n': 36, 'trace_an': 0}
  • id: 113893036
    {'hecke_orbit_code': 893369975764, 'n': 37, 'trace_an': 0}
  • id: 113893037
    {'hecke_orbit_code': 893369975764, 'n': 38, 'trace_an': 0}
  • id: 113893038
    {'hecke_orbit_code': 893369975764, 'n': 39, 'trace_an': -2}
  • id: 113893039
    {'hecke_orbit_code': 893369975764, 'n': 40, 'trace_an': 0}
  • id: 113893040
    {'hecke_orbit_code': 893369975764, 'n': 41, 'trace_an': 0}
  • id: 113893041
    {'hecke_orbit_code': 893369975764, 'n': 42, 'trace_an': 0}
  • id: 113893042
    {'hecke_orbit_code': 893369975764, 'n': 43, 'trace_an': 0}
  • id: 113893043
    {'hecke_orbit_code': 893369975764, 'n': 44, 'trace_an': 0}
  • id: 113893044
    {'hecke_orbit_code': 893369975764, 'n': 45, 'trace_an': 0}
  • id: 113893045
    {'hecke_orbit_code': 893369975764, 'n': 46, 'trace_an': 0}
  • id: 113893046
    {'hecke_orbit_code': 893369975764, 'n': 47, 'trace_an': 0}
  • id: 113893047
    {'hecke_orbit_code': 893369975764, 'n': 48, 'trace_an': 0}
  • id: 113893048
    {'hecke_orbit_code': 893369975764, 'n': 49, 'trace_an': 0}
  • id: 113893049
    {'hecke_orbit_code': 893369975764, 'n': 50, 'trace_an': 0}
  • id: 113893050
    {'hecke_orbit_code': 893369975764, 'n': 51, 'trace_an': -2}
  • id: 113893051
    {'hecke_orbit_code': 893369975764, 'n': 52, 'trace_an': 0}
  • id: 113893052
    {'hecke_orbit_code': 893369975764, 'n': 53, 'trace_an': 0}
  • id: 113893053
    {'hecke_orbit_code': 893369975764, 'n': 54, 'trace_an': 0}
  • id: 113893054
    {'hecke_orbit_code': 893369975764, 'n': 55, 'trace_an': 0}
  • id: 113893055
    {'hecke_orbit_code': 893369975764, 'n': 56, 'trace_an': 0}
  • id: 113893056
    {'hecke_orbit_code': 893369975764, 'n': 57, 'trace_an': 0}
  • id: 113893057
    {'hecke_orbit_code': 893369975764, 'n': 58, 'trace_an': 0}
  • id: 113893058
    {'hecke_orbit_code': 893369975764, 'n': 59, 'trace_an': 0}
  • id: 113893059
    {'hecke_orbit_code': 893369975764, 'n': 60, 'trace_an': 0}
  • id: 113893060
    {'hecke_orbit_code': 893369975764, 'n': 61, 'trace_an': 0}
  • id: 113893061
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  • id: 113893062
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  • id: 113893063
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  • id: 113893064
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  • id: 113893065
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  • id: 113893066
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  • id: 113893067
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  • id: 113893068
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  • id: 113893069
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  • id: 113893070
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  • id: 113893071
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  • id: 113893072
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  • id: 113893073
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  • id: 113893074
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  • id: 113893075
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  • id: 113893076
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  • id: 113893077
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  • id: 113893078
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  • id: 113893079
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  • id: 113893080
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  • id: 113893081
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  • id: 113893082
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  • id: 113893083
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  • id: 113893084
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  • id: 113893085
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  • id: 113893086
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  • id: 113893087
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  • id: 113893088
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  • id: 113893089
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  • id: 113893090
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  • id: 113893091
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  • id: 113893092
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  • id: 113893093
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  • id: 113893094
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  • id: 113893095
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  • id: 113893096
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  • id: 113893097
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  • id: 113893098
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  • id: 113893099
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  • id: 113893100
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  • id: 113893101
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  • id: 113893102
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  • id: 113893103
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  • id: 113893104
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  • id: 113893105
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  • id: 113893106
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  • id: 113893107
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  • id: 113893108
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  • id: 113893109
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  • id: 113893110
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  • id: 113893111
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  • id: 113893112
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  • id: 113893113
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  • id: 113893114
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  • id: 113893115
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  • id: 113893116
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  • id: 113893117
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  • id: 113893118
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  • id: 113893119
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  • id: 113893120
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  • id: 113893121
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  • id: 113893122
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  • id: 113893123
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  • id: 113893124
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  • id: 113893125
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  • id: 113893126
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  • id: 113893127
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  • id: 113893128
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  • id: 113893129
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  • id: 113893130
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  • id: 113893131
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  • id: 113893132
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  • id: 113893133
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  • id: 113893134
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  • id: 113893135
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  • id: 113893136
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  • id: 113893137
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  • id: 113893138
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  • id: 113893139
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  • id: 113893140
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  • id: 113893141
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  • id: 113893142
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  • id: 113893143
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  • id: 113893144
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  • id: 113893145
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  • id: 113893146
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  • id: 113893147
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  • id: 113893148
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  • id: 113893149
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  • id: 113893150
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  • id: 113893151
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  • id: 113893152
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  • id: 113893153
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  • id: 113893154
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  • id: 113893155
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  • id: 113893156
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  • id: 113893157
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  • id: 113893158
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  • id: 113893159
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  • id: 113893160
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  • id: 113893161
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  • id: 113893162
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  • id: 113893163
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  • id: 113893164
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  • id: 113893165
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  • id: 113893166
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  • id: 113893167
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  • id: 113893168
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  • id: 113893169
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  • id: 113893170
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  • id: 113893171
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  • id: 113893172
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  • id: 113893173
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  • id: 113893174
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  • id: 113893175
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  • id: 113893176
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  • id: 113893177
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  • id: 113893178
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  • id: 113893179
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  • id: 113893180
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  • id: 113893181
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  • id: 113893182
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  • id: 113893183
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  • id: 113893184
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  • id: 113893185
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  • id: 113893186
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  • id: 113893187
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  • id: 113893188
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  • id: 113893189
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  • id: 113893190
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  • id: 113893191
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  • id: 113893192
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  • id: 113893193
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  • id: 113893194
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  • id: 113893195
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  • id: 113893196
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  • id: 113893197
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  • id: 113893198
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  • id: 113893199
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  • id: 113893200
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  • id: 113893201
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  • id: 113893202
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  • id: 113893203
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  • id: 113893204
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  • id: 113893205
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  • id: 113893206
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  • id: 113893207
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  • id: 113893208
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  • id: 113893209
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  • id: 113893210
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  • id: 113893211
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  • id: 113893212
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  • id: 113893213
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  • id: 113893214
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  • id: 113893215
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  • id: 113893216
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  • id: 113893217
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  • id: 113893218
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  • id: 113893219
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  • id: 113893220
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  • id: 113893221
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  • id: 113893222
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  • id: 113893223
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  • id: 113893224
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  • id: 113893225
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  • id: 113893226
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  • id: 113893227
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  • id: 113893228
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  • id: 113893229
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  • id: 113893230
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  • id: 113893231
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  • id: 113893232
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  • id: 113893233
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  • id: 113893234
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  • id: 113893235
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  • id: 113893236
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  • id: 113893237
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  • id: 113893238
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  • id: 113893239
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  • id: 113893240
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  • id: 113893241
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  • id: 113893242
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  • id: 113893243
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  • id: 113893244
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  • id: 113893245
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  • id: 113893246
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  • id: 113893247
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  • id: 113893248
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  • id: 113893249
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  • id: 113893250
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  • id: 113893251
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  • id: 113893252
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  • id: 113893253
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  • id: 113893254
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  • id: 113893255
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  • id: 113893256
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  • id: 113893257
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  • id: 113893258
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  • id: 113893259
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  • id: 113893260
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  • id: 113893261
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  • id: 113893262
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  • id: 113893263
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  • id: 113893264
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  • id: 113893265
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  • id: 113893266
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  • id: 113893267
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  • id: 113893268
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  • id: 113893269
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  • id: 113893270
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  • id: 113893271
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  • id: 113893272
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  • id: 113893273
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  • id: 113893274
    {'hecke_orbit_code': 893369975764, 'n': 275, 'trace_an': 2}
  • id: 113893275
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  • id: 113893276
    {'hecke_orbit_code': 893369975764, 'n': 277, 'trace_an': 0}
  • id: 113893277
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  • id: 113893278
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  • id: 113893279
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  • id: 113893280
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  • id: 113893281
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  • id: 113893282
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  • id: 113893283
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  • id: 113893284
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  • id: 113893285
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  • id: 113893286
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  • id: 113893287
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  • id: 113893288
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  • id: 113893289
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  • id: 113893290
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  • id: 113893291
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  • id: 113893292
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  • id: 113893293
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  • id: 113893294
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  • id: 113893295
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  • id: 113893296
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  • id: 113893297
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  • id: 113893298
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  • id: 113893299
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  • id: 113893300
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  • id: 113893301
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  • id: 113893302
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  • id: 113893303
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  • id: 113893304
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  • id: 113893305
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  • id: 113893306
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  • id: 113893307
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  • id: 113893308
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  • id: 113893309
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  • id: 113893310
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  • id: 113893311
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  • id: 113893312
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  • id: 113893313
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  • id: 113893314
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  • id: 113893315
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  • id: 113893316
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  • id: 113893317
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  • id: 113893318
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  • id: 113893319
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  • id: 113893320
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  • id: 113893321
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  • id: 113893322
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  • id: 113893323
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  • id: 113893324
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  • id: 113893325
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  • id: 113893326
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  • id: 113893327
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  • id: 113893328
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  • id: 113893329
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  • id: 113893330
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  • id: 113893331
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  • id: 113893332
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  • id: 113893333
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  • id: 113893334
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  • id: 113893335
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  • id: 113893336
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  • id: 113893337
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  • id: 113893338
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  • id: 113893339
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  • id: 113893340
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  • id: 113893341
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  • id: 113893342
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  • id: 113893343
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  • id: 113893344
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  • id: 113893345
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  • id: 113893346
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  • id: 113893347
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  • id: 113893348
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  • id: 113893349
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  • id: 113893350
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  • id: 113893351
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  • id: 113893352
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  • id: 113893353
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  • id: 113893354
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  • id: 113893355
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  • id: 113893356
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  • id: 113893357
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  • id: 113893358
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  • id: 113893359
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  • id: 113893360
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  • id: 113893361
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  • id: 113893362
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  • id: 113893363
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  • id: 113893364
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  • id: 113893365
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  • id: 113893366
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  • id: 113893367
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  • id: 113893368
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  • id: 113893369
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  • id: 113893370
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  • id: 113893371
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  • id: 113893372
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  • id: 113893373
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  • id: 113893374
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  • id: 113893375
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  • id: 113893376
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  • id: 113893377
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  • id: 113893378
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  • id: 113893379
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  • id: 113893380
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  • id: 113893381
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  • id: 113893382
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  • id: 113893383
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  • id: 113893384
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  • id: 113893385
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  • id: 113893386
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  • id: 113893387
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  • id: 113893388
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  • id: 113893389
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  • id: 113893390
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  • id: 113893391
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  • id: 113893392
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  • id: 113893393
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  • id: 113893394
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  • id: 113893395
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  • id: 113893396
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  • id: 113893397
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  • id: 113893398
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  • id: 113893399
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  • id: 113893400
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  • id: 113893401
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  • id: 113893402
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  • id: 113893403
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  • id: 113893404
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  • id: 113893405
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  • id: 113893406
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  • id: 113893407
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  • id: 113893408
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  • id: 113893409
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  • id: 113893410
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  • id: 113893411
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  • id: 113893412
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  • id: 113893413
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  • id: 113893414
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  • id: 113893415
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  • id: 113893416
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  • id: 113893417
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  • id: 113893418
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  • id: 113893419
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  • id: 113893420
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  • id: 113893421
    {'hecke_orbit_code': 893369975764, 'n': 422, 'trace_an': 0}
  • id: 113893422
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  • id: 113893423
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  • id: 113893424
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  • id: 113893425
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  • id: 113893426
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  • id: 113893427
    {'hecke_orbit_code': 893369975764, 'n': 428, 'trace_an': 0}
  • id: 113893428
    {'hecke_orbit_code': 893369975764, 'n': 429, 'trace_an': 2}
  • id: 113893429
    {'hecke_orbit_code': 893369975764, 'n': 430, 'trace_an': 0}
  • id: 113893430
    {'hecke_orbit_code': 893369975764, 'n': 431, 'trace_an': 2}
  • id: 113893431
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  • id: 113893432
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  • id: 113893433
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  • id: 113893434
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  • id: 113893435
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  • id: 113893436
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  • id: 113893437
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  • id: 113893438
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  • id: 113893439
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  • id: 113893440
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  • id: 113893441
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  • id: 113893442
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  • id: 113893443
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  • id: 113893444
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  • id: 113893445
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  • id: 113893446
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  • id: 113893447
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  • id: 113893448
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  • id: 113893449
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  • id: 113893450
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  • id: 113893451
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  • id: 113893452
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  • id: 113893453
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  • id: 113893454
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  • id: 113893455
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  • id: 113893456
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  • id: 113893457
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  • id: 113893458
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  • id: 113893459
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  • id: 113893460
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  • id: 113893461
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  • id: 113893462
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  • id: 113893463
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  • id: 113893464
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  • id: 113893465
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  • id: 113893466
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  • id: 113893467
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  • id: 113893468
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  • id: 113893469
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  • id: 113893470
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  • id: 113893471
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  • id: 113893472
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  • id: 113893473
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  • id: 113893474
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  • id: 113893475
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  • id: 113893476
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  • id: 113893477
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  • id: 113893478
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  • id: 113893479
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  • id: 113893480
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  • id: 113893481
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  • id: 113893482
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  • id: 113893483
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  • id: 113893484
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  • id: 113893485
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  • id: 113893486
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  • id: 113893487
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  • id: 113893488
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  • id: 113893489
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  • id: 113893490
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  • id: 113893491
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  • id: 113893492
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  • id: 113893493
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  • id: 113893494
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  • id: 113893495
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  • id: 113893496
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  • id: 113893497
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  • id: 113893498
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  • id: 113893499
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  • id: 113893500
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  • id: 113893501
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  • id: 113893502
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  • id: 113893503
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  • id: 113893504
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  • id: 113893505
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  • id: 113893506
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  • id: 113893507
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  • id: 113893508
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  • id: 113893509
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  • id: 113893510
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  • id: 113893511
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  • id: 113893512
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  • id: 113893513
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  • id: 113893514
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  • id: 113893515
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  • id: 113893516
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  • id: 113893517
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  • id: 113893518
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  • id: 113893519
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  • id: 113893520
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  • id: 113893521
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  • id: 113893522
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  • id: 113893523
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  • id: 113893524
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  • id: 113893525
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  • id: 113893526
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  • id: 113893527
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  • id: 113893528
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  • id: 113893529
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  • id: 113893530
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  • id: 113893531
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  • id: 113893532
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  • id: 113893533
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  • id: 113893534
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  • id: 113893535
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  • id: 113893536
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  • id: 113893537
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  • id: 113893538
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  • id: 113893539
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  • id: 113893540
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  • id: 113893541
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  • id: 113893542
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  • id: 113893543
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  • id: 113893544
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  • id: 113893545
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  • id: 113893546
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  • id: 113893547
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  • id: 113893548
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  • id: 113893549
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  • id: 113893550
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  • id: 113893551
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  • id: 113893552
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  • id: 113893553
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  • id: 113893554
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  • id: 113893555
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  • id: 113893556
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  • id: 113893557
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  • id: 113893558
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  • id: 113893559
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  • id: 113893560
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  • id: 113893561
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  • id: 113893562
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  • id: 113893563
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  • id: 113893564
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  • id: 113893565
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  • id: 113893566
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  • id: 113893567
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  • id: 113893568
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  • id: 113893569
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  • id: 113893570
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  • id: 113893571
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  • id: 113893572
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  • id: 113893573
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  • id: 113893574
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  • id: 113893575
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  • id: 113893576
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  • id: 113893577
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  • id: 113893578
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  • id: 113893579
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  • id: 113893580
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  • id: 113893581
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  • id: 113893582
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  • id: 113893583
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  • id: 113893584
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  • id: 113893585
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  • id: 113893586
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  • id: 113893587
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  • id: 113893588
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  • id: 113893589
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  • id: 113893590
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  • id: 113893591
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  • id: 113893592
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  • id: 113893593
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  • id: 113893594
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  • id: 113893595
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  • id: 113893596
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  • id: 113893597
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  • id: 113893598
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  • id: 113893599
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  • id: 113893600
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  • id: 113893601
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  • id: 113893602
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  • id: 113893603
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  • id: 113893604
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  • id: 113893605
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  • id: 113893606
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  • id: 113893607
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  • id: 113893608
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  • id: 113893609
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  • id: 113893610
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  • id: 113893611
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  • id: 113893612
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  • id: 113893613
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  • id: 113893614
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  • id: 113893615
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  • id: 113893616
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  • id: 113893617
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  • id: 113893618
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  • id: 113893619
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  • id: 113893620
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  • id: 113893621
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  • id: 113893622
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  • id: 113893623
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  • id: 113893624
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  • id: 113893625
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  • id: 113893626
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  • id: 113893627
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  • id: 113893628
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  • id: 113893629
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  • id: 113893630
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  • id: 113893631
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  • id: 113893632
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  • id: 113893633
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  • id: 113893634
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  • id: 113893635
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  • id: 113893636
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  • id: 113893637
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  • id: 113893638
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  • id: 113893639
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  • id: 113893640
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  • id: 113893641
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  • id: 113893642
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  • id: 113893643
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  • id: 113893644
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  • id: 113893645
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  • id: 113893646
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  • id: 113893647
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  • id: 113893648
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  • id: 113893649
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  • id: 113893650
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  • id: 113893651
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  • id: 113893652
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  • id: 113893653
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  • id: 113893654
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  • id: 113893655
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  • id: 113893656
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  • id: 113893657
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  • id: 113893658
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  • id: 113893659
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  • id: 113893660
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  • id: 113893661
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  • id: 113893662
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  • id: 113893663
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  • id: 113893664
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  • id: 113893665
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  • id: 113893666
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  • id: 113893667
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  • id: 113893668
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  • id: 113893669
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  • id: 113893670
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  • id: 113893671
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  • id: 113893672
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  • id: 113893673
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  • id: 113893674
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  • id: 113893675
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  • id: 113893676
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  • id: 113893677
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  • id: 113893678
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  • id: 113893679
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  • id: 113893680
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  • id: 113893681
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  • id: 113893682
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  • id: 113893683
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  • id: 113893684
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  • id: 113893685
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  • id: 113893686
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  • id: 113893687
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  • id: 113893708
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  • id: 113893714
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  • id: 113893819
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  • id: 113893821
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  • id: 113893822
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  • id: 113893823
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  • id: 113893826
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  • id: 113893827
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  • id: 113893828
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  • id: 113893829
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  • id: 113893830
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  • id: 113893831
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  • id: 113893832
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  • id: 113893833
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  • id: 113893834
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  • id: 113893835
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  • id: 113893836
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  • id: 113893839
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  • id: 113893840
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  • id: 113893841
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  • id: 113893842
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  • id: 113893843
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  • id: 113893844
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  • id: 113893845
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  • id: 113893846
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  • id: 113893848
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  • id: 113893864
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  • id: 113893886
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  • id: 113893889
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  • id: 113893890
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  • id: 113893891
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  • id: 113893892
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  • id: 113893893
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  • id: 113893894
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  • id: 113893895
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  • id: 113893896
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  • id: 113893897
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  • id: 113893898
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  • id: 113893899
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  • id: 113893900
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  • id: 113893901
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  • id: 113893902
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  • id: 113893903
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  • id: 113893904
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  • id: 113893905
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  • id: 113893906
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  • id: 113893907
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  • id: 113893908
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  • id: 113893909
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  • id: 113893910
    {'hecke_orbit_code': 893369975764, 'n': 911, 'trace_an': 8}
  • id: 113893911
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  • id: 113893912
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  • id: 113893913
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  • id: 113893914
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  • id: 113893915
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  • id: 113893916
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  • id: 113893917
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  • id: 113893918
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  • id: 113893919
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  • id: 113893920
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  • id: 113893921
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  • id: 113893922
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  • id: 113893923
    {'hecke_orbit_code': 893369975764, 'n': 924, 'trace_an': 0}
  • id: 113893924
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  • id: 113893925
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  • id: 113893926
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  • id: 113893927
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  • id: 113893928
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  • id: 113893929
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  • id: 113893930
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  • id: 113893931
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  • id: 113893932
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  • id: 113893933
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  • id: 113893934
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  • id: 113893935
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  • id: 113893936
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  • id: 113893937
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  • id: 113893938
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  • id: 113893939
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  • id: 113893940
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  • id: 113893941
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  • id: 113893942
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  • id: 113893943
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  • id: 113893944
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  • id: 113893945
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  • id: 113893946
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  • id: 113893947
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  • id: 113893948
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  • id: 113893949
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  • id: 113893950
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  • id: 113893951
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  • id: 113893952
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  • id: 113893953
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  • id: 113893954
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  • id: 113893955
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  • id: 113893956
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  • id: 113893957
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  • id: 113893958
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  • id: 113893959
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  • id: 113893960
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  • id: 113893961
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  • id: 113893962
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  • id: 113893963
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  • id: 113893964
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  • id: 113893965
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  • id: 113893966
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  • id: 113893967
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  • id: 113893968
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  • id: 113893969
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  • id: 113893970
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  • id: 113893971
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  • id: 113893972
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  • id: 113893973
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  • id: 113893974
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  • id: 113893975
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  • id: 113893976
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  • id: 113893977
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  • id: 113893978
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  • id: 113893979
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  • id: 113893980
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  • id: 113893981
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  • id: 113893982
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  • id: 113893983
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  • id: 113893984
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  • id: 113893985
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  • id: 113893986
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  • id: 113893987
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  • id: 113893988
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  • id: 113893989
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  • id: 113893990
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  • id: 113893991
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  • id: 113893992
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  • id: 113893993
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  • id: 113893994
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  • id: 113893995
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  • id: 113893996
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  • id: 113893997
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  • id: 113893998
    {'hecke_orbit_code': 893369975764, 'n': 999, 'trace_an': 0}
  • id: 113893999
    {'hecke_orbit_code': 893369975764, 'n': 1000, 'trace_an': 0}