Newspace data - 432.4.a

Formats: - HTML - YAML - JSON - 2024-04-27T23:21:17.151874

• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'AL_dims': [[[[2, -1], [3, -1]], 6, 5], [[[2, 1], [3, -1]], 5, 4], [[[2, -1], [3, 1]], 6, 6], [[[2, 1], [3, 1]], 7, 4]], 'ALdims': [7, 5, 6, 6], 'Nk2': 6912, 'analytic_conductor': 25.488825122479945, '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': [432, 1, [271, 325, 353], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 198, 'dim': 24, 'eis_dim': 36, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 67109296, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2], 'label': '432.4.a', 'level': 432, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 234, 'mf_new_dim': 24, 'num_forms': 19, 'plus_dim': 13, 'prim_orbit_index': 1, 'relative_dim': 24, 'sturm_bound': 288, 'trace_bound': 7, 'trace_display': [0, 0, 0, -18], 'traces': 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-2049864, 0, 0, 0, 0, 0, 793752, 0, 0, 0, 0, 0, -649824, 0, 0, 0, 0, 0, 1386414, 0, 0, 0, 0, 0, -1020984, 0, 0, 0, 0, 0, -401280, 0, 0, 0, 0, 0, -1178916, 0, 0, 0, 0, 0, 1338144, 0, 0, 0, 0, 0, 564048, 0, 0, 0, 0, 0, 1498326, 0, 0, 0, 0, 0, -121896, 0, 0, 0, 0, 0, 1285740, 0, 0, 0, 0, 0, 952368, 0, 0, 0, 0, 0, -240690, 0, 0, 0, 0, 0, 1062852, 0, 0, 0, 0, 0, -204024, 0, 0, 0, 0, 0, -289368, 0, 0, 0, 0, 0, 1728960, 0, 0, 0, 0, 0, 1334592, 0, 0, 0, 0, 0, -1130964, 0, 0, 0, 0, 0, -122568, 0, 0, 0, 0, 0, -1221528, 0, 0, 0, 0, 0], 'weight': 4, '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

  
  
  • id: 212395
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '432.4.a', 'level': 432, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '6.4.a', 'sub_level': 6, 'sub_mult': 12, 'weight': 4}
  • id: 212396
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '432.4.a', 'level': 432, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '8.4.a', 'sub_level': 8, 'sub_mult': 8, 'weight': 4}
  • id: 212397
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '432.4.a', 'level': 432, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '9.4.a', 'sub_level': 9, 'sub_mult': 10, 'weight': 4}
  • id: 212383
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '432.4.a', 'level': 432, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '12.4.a', 'sub_level': 12, 'sub_mult': 9, 'weight': 4}
  • id: 212385
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '432.4.a', 'level': 432, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '16.4.a', 'sub_level': 16, 'sub_mult': 4, 'weight': 4}
  • id: 212386
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '432.4.a', 'level': 432, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '18.4.a', 'sub_level': 18, 'sub_mult': 8, 'weight': 4}
  • id: 212388
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '432.4.a', 'level': 432, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '24.4.a', 'sub_level': 24, 'sub_mult': 6, 'weight': 4}
  • id: 212389
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '432.4.a', 'level': 432, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '27.4.a', 'sub_level': 27, 'sub_mult': 5, 'weight': 4}
  • id: 212390
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '432.4.a', 'level': 432, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '36.4.a', 'sub_level': 36, 'sub_mult': 6, 'weight': 4}
  • id: 212392
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '432.4.a', 'level': 432, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '48.4.a', 'sub_level': 48, 'sub_mult': 3, 'weight': 4}
  • id: 212393
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '432.4.a', 'level': 432, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '54.4.a', 'sub_level': 54, 'sub_mult': 4, 'weight': 4}
  • id: 212394
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '432.4.a', 'level': 432, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '72.4.a', 'sub_level': 72, 'sub_mult': 4, 'weight': 4}
  • id: 212382
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '432.4.a', 'level': 432, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '108.4.a', 'sub_level': 108, 'sub_mult': 3, 'weight': 4}
  • id: 212384
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '432.4.a', 'level': 432, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '144.4.a', 'sub_level': 144, 'sub_mult': 2, 'weight': 4}
  • id: 212387
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '432.4.a', 'level': 432, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '216.4.a', 'sub_level': 216, 'sub_mult': 2, 'weight': 4}
  • id: 212391
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '432.4.a', 'level': 432, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 24, 'sub_label': '432.4.a', 'sub_level': 432, 'sub_mult': 1, 'weight': 4}
• mf_newspace_portraits •

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

  
  {'char_orbit_index': 1, 'label': '432.4.a', 'level': 432, 'portrait': 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', 'weight': 4}
• mf_hecke_newspace_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 10409000
    {'hecke_orbit_code': 67109296, 'n': 1, 'trace_an': 24}
  • id: 10409001
    {'hecke_orbit_code': 67109296, 'n': 2, 'trace_an': 0}
  • id: 10409002
    {'hecke_orbit_code': 67109296, 'n': 3, 'trace_an': 0}
  • id: 10409003
    {'hecke_orbit_code': 67109296, 'n': 4, 'trace_an': 0}
  • id: 10409004
    {'hecke_orbit_code': 67109296, 'n': 5, 'trace_an': 0}
  • id: 10409005
    {'hecke_orbit_code': 67109296, 'n': 6, 'trace_an': 0}
  • id: 10409006
    {'hecke_orbit_code': 67109296, 'n': 7, 'trace_an': -18}
  • id: 10409007
    {'hecke_orbit_code': 67109296, 'n': 8, 'trace_an': 0}
  • id: 10409008
    {'hecke_orbit_code': 67109296, 'n': 9, 'trace_an': 0}
  • id: 10409009
    {'hecke_orbit_code': 67109296, 'n': 10, 'trace_an': 0}
  • id: 10409010
    {'hecke_orbit_code': 67109296, 'n': 11, 'trace_an': 0}
  • id: 10409011
    {'hecke_orbit_code': 67109296, 'n': 12, 'trace_an': 0}
  • id: 10409012
    {'hecke_orbit_code': 67109296, 'n': 13, 'trace_an': 0}
  • id: 10409013
    {'hecke_orbit_code': 67109296, 'n': 14, 'trace_an': 0}
  • id: 10409014
    {'hecke_orbit_code': 67109296, 'n': 15, 'trace_an': 0}
  • id: 10409015
    {'hecke_orbit_code': 67109296, 'n': 16, 'trace_an': 0}
  • id: 10409016
    {'hecke_orbit_code': 67109296, 'n': 17, 'trace_an': 0}
  • id: 10409017
    {'hecke_orbit_code': 67109296, 'n': 18, 'trace_an': 0}
  • id: 10409018
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  • id: 10409019
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  • id: 10409020
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  • id: 10409021
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  • id: 10409022
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  • id: 10409023
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  • id: 10409024
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  • id: 10409025
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  • id: 10409026
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  • id: 10409027
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  • id: 10409028
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  • id: 10409029
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  • id: 10409030
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  • id: 10409031
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  • id: 10409032
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  • id: 10409033
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  • id: 10409034
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  • id: 10409035
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  • id: 10409036
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  • id: 10409037
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  • id: 10409038
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  • id: 10409039
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  • id: 10409040
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  • id: 10409041
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  • id: 10409042
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  • id: 10409043
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  • id: 10409044
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  • id: 10409045
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  • id: 10409046
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  • id: 10409047
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  • id: 10409048
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  • id: 10409049
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  • id: 10409050
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  • id: 10409051
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  • id: 10409052
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  • id: 10409053
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  • id: 10409054
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  • id: 10409055
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  • id: 10409056
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  • id: 10409057
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  • id: 10409058
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  • id: 10409059
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  • id: 10409060
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  • id: 10409061
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  • id: 10409062
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  • id: 10409063
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  • id: 10409064
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  • id: 10409065
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  • id: 10409066
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  • id: 10409067
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  • id: 10409068
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  • id: 10409069
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  • id: 10409070
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  • id: 10409071
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  • id: 10409072
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  • id: 10409073
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  • id: 10409074
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  • id: 10409075
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  • id: 10409076
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  • id: 10409077
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  • id: 10409078
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  • id: 10409079
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  • id: 10409080
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  • id: 10409081
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  • id: 10409082
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  • id: 10409083
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  • id: 10409084
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  • id: 10409085
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  • id: 10409086
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  • id: 10409087
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  • id: 10409088
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  • id: 10409089
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  • id: 10409090
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  • id: 10409091
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  • id: 10409092
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  • id: 10409093
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  • id: 10409094
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  • id: 10409095
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  • id: 10409096
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  • id: 10409097
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  • id: 10409098
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  • id: 10409099
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  • id: 10409100
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  • id: 10409101
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  • id: 10409102
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  • id: 10409103
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  • id: 10409104
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  • id: 10409105
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  • id: 10409106
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  • id: 10409107
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  • id: 10409108
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  • id: 10409109
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  • id: 10409110
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  • id: 10409111
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  • id: 10409112
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  • id: 10409113
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  • id: 10409114
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  • id: 10409115
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  • id: 10409116
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  • id: 10409117
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  • id: 10409118
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  • id: 10409119
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  • id: 10409120
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  • id: 10409121
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  • id: 10409122
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  • id: 10409123
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  • id: 10409124
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  • id: 10409125
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  • id: 10409126
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  • id: 10409127
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  • id: 10409128
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  • id: 10409129
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  • id: 10409130
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  • id: 10409131
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  • id: 10409132
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  • id: 10409133
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  • id: 10409134
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  • id: 10409135
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  • id: 10409136
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  • id: 10409137
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  • id: 10409138
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  • id: 10409139
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  • id: 10409140
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  • id: 10409141
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  • id: 10409142
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  • id: 10409143
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  • id: 10409144
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  • id: 10409145
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  • id: 10409146
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  • id: 10409147
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  • id: 10409148
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  • id: 10409149
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  • id: 10409150
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  • id: 10409151
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  • id: 10409152
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  • id: 10409153
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  • id: 10409154
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  • id: 10409155
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  • id: 10409156
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  • id: 10409157
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  • id: 10409158
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  • id: 10409159
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  • id: 10409160
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  • id: 10409161
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  • id: 10409162
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  • id: 10409163
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  • id: 10409164
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  • id: 10409165
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  • id: 10409166
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  • id: 10409167
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  • id: 10409168
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  • id: 10409169
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  • id: 10409170
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  • id: 10409171
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  • id: 10409172
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  • id: 10409173
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  • id: 10409174
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  • id: 10409175
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  • id: 10409176
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  • id: 10409177
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  • id: 10409178
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  • id: 10409179
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  • id: 10409180
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  • id: 10409181
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  • id: 10409182
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  • id: 10409183
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  • id: 10409184
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  • id: 10409185
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  • id: 10409186
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  • id: 10409187
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  • id: 10409188
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  • id: 10409189
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  • id: 10409190
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  • id: 10409191
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  • id: 10409192
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  • id: 10409193
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  • id: 10409194
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  • id: 10409195
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  • id: 10409196
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  • id: 10409197
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  • id: 10409198
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  • id: 10409199
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  • id: 10409200
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  • id: 10409201
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  • id: 10409202
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  • id: 10409203
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  • id: 10409204
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  • id: 10409205
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  • id: 10409206
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  • id: 10409207
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  • id: 10409208
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  • id: 10409209
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  • id: 10409210
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  • id: 10409211
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  • id: 10409212
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  • id: 10409213
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  • id: 10409214
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  • id: 10409215
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  • id: 10409216
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  • id: 10409217
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  • id: 10409218
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  • id: 10409219
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  • id: 10409220
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  • id: 10409221
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  • id: 10409222
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  • id: 10409223
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  • id: 10409224
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  • id: 10409225
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  • id: 10409226
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  • id: 10409227
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  • id: 10409228
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  • id: 10409229
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  • id: 10409230
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  • id: 10409231
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  • id: 10409232
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  • id: 10409233
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  • id: 10409234
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  • id: 10409235
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  • id: 10409236
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  • id: 10409237
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  • id: 10409238
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  • id: 10409239
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  • id: 10409240
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  • id: 10409241
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  • id: 10409242
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  • id: 10409245
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  • id: 10409246
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  • id: 10409247
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  • id: 10409248
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  • id: 10409249
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  • id: 10409250
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  • id: 10409252
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  • id: 10409253
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  • id: 10409254
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  • id: 10409256
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  • id: 10409257
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  • id: 10409258
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  • id: 10409259
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  • id: 10409260
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  • id: 10409261
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  • id: 10409262
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  • id: 10409263
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  • id: 10409264
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  • id: 10409265
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  • id: 10409266
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  • id: 10409267
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  • id: 10409268
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  • id: 10409270
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  • id: 10409271
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  • id: 10409272
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  • id: 10409288
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  • id: 10409289
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  • id: 10409291
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  • id: 10409292
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  • id: 10409294
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  • id: 10409295
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  • id: 10409296
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  • id: 10409312
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  • id: 10409325
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  • id: 10409421
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  • id: 10409464
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  • id: 10409902
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  • id: 10409903
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  • id: 10409905
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  • id: 10409906
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  • id: 10409907
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  • id: 10409908
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  • id: 10409910
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  • id: 10409911
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  • id: 10409912
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  • id: 10409913
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  • id: 10409914
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  • id: 10409915
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  • id: 10409916
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  • id: 10409917
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  • id: 10409918
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  • id: 10409919
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  • id: 10409920
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  • id: 10409921
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  • id: 10409922
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  • id: 10409923
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  • id: 10409924
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  • id: 10409925
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  • id: 10409926
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  • id: 10409927
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  • id: 10409928
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  • id: 10409929
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  • id: 10409930
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  • id: 10409931
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  • id: 10409932
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  • id: 10409933
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  • id: 10409934
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  • id: 10409935
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  • id: 10409936
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  • id: 10409937
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  • id: 10409938
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  • id: 10409939
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  • id: 10409940
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  • id: 10409941
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  • id: 10409942
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  • id: 10409943
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  • id: 10409944
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  • id: 10409945
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  • id: 10409946
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  • id: 10409947
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  • id: 10409948
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  • id: 10409949
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  • id: 10409950
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  • id: 10409951
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  • id: 10409952
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  • id: 10409953
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  • id: 10409954
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  • id: 10409955
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  • id: 10409956
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  • id: 10409958
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  • id: 10409961
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  • id: 10409962
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  • id: 10409963
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  • id: 10409964
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  • id: 10409965
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  • id: 10409966
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  • id: 10409967
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  • id: 10409970
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  • id: 10409975
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  • id: 10409976
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  • id: 10409977
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  • id: 10409978
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  • id: 10409979
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  • id: 10409980
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  • id: 10409981
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  • id: 10409982
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  • id: 10409983
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  • id: 10409984
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  • id: 10409985
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  • id: 10409986
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  • id: 10409987
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  • id: 10409988
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  • id: 10409989
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  • id: 10409990
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  • id: 10409991
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  • id: 10409992
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  • id: 10409993
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  • id: 10409994
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  • id: 10409995
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  • id: 10409996
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  • id: 10409997
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  • id: 10409998
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  • id: 10409999
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