Newspace data - 114.2.h

Formats: - HTML - YAML - JSON - 2024-04-24T23:41:30.472382

• 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': 456, 'analytic_conductor': 0.9102945830425964, 'char_conductor': 57, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 6, 'char_parity': 1, 'char_values': [114, 6, [77, 97], [3, 1]], 'conrey_index': 65, 'cusp_dim': 32, 'dim': 16, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7, 17], 'hecke_orbit_code': 481069891698, 'hecke_orbit_dims': [2, 2, 2, 2, 4, 4], 'label': '114.2.h', 'level': 114, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 19], 'level_radical': 114, 'mf_dim': 48, 'mf_new_dim': 16, 'num_forms': 6, 'prim_orbit_index': 6, 'relative_dim': 8, 'sturm_bound': 40, 'trace_bound': 5, 'trace_display': [0, -3, 0, 12], 'traces': [16, 0, -3, -8, 0, -1, 12, 0, 1, 0, 0, 0, -18, 0, 6, -8, 0, 0, -18, 0, 0, -6, 0, -1, 16, 0, 0, -6, 0, 4, 0, 0, -3, 12, 0, 1, 0, 0, -48, 0, 0, 22, 2, 0, -52, 0, 0, 3, -12, 0, 72, 18, 0, 20, -4, 0, 48, 0, 0, -6, -18, 0, -16, 16, 0, 25, 36, 0, 0, -12, 0, 3, 8, 0, 0, 12, 0, 6, -30, 0, -23, -6, 0, 0, 8, 0, -12, 0, 0, -78, -6, 0, -6, 0, 0, 2, 18, 0, 23, 16, 0, -56, 0, 0, -72, 24, 0, 0, 0, 0, -18, -6, 0, -13, 80, 0, 84, -42, 0, -2, 76, 0, 3, -30, 0, 0, -144, 0, 66, -60, 0, 0, -100, 0, 0, -12, 0, -20, 36, 0, 0, -48, 0, -2, 0, 0, 15, 18, 0, 27, 0, 0, -64, 0, 0, 24, 42, 0, 12, 0, 0, 69, -24, 0, 78, 126, 0, 22, 22, 0, 85, -4, 0, -6, -38, 0, -3, 72, 0, 26, 120, 0, 0, 0, 0, -72, 56, 0, 0, 72, 0, -3, -90, 0, -12, 6, 0, 0, 14, 0, -66, 0, 0, -72, -180, 0, -40, 0, 0, 56, 6, 0, -6, 60, 0, -40, 0, 0, -69, 8, 0, -12, 18, 0, -27, -42, 0, -21, 36, 0, 6, 0, 0, -6, -64, 0, -18, -132, 0, 0, 24, 0, 87, -18, 0, 0, -102, 0, -69, 0, 0, -16, -40, 0, 0, -8, 0, 16, 0, 0, 78, 138, 0, 25, 0, 0, -132, -36, 0, 64, -76, 0, -60, 0, 0, 60, 48, 0, 54, 12, 0, 70, 86, 0, 78, -96, 0, -3, 64, 0, -33, -16, 0, 63, 12, 0, 0, -12, 0, -81, 18, 0, 0, 6, 0, 60, 150, 0, 36, -12, 0, 0, 42, 0, 64, 0, 0, -150, 12, 0, 12, 0, 0, 46, 114, 0, 0, -6, 0, -52, 0, 0, -150, 0, 0, 0, -168, 0, -75, 8, 0, -75, 156, 0, 60, -48, 0, 6, 68, 0, -90, 6, 0, 0, 0, 0, 96, -90, 0, 0, 46, 0, -6, 6, 0, -50, 38, 0, 0, -108, 0, 12, 0, 0, 132, 12, 0, 40, 0, 0, 36, -132, 0, -1, -56, 0, 140, 0, 0, 168, -160, 0, -27, 144, 0, 23, -106, 0, -18, -32, 0, -69, 30, 0, 38, 24, 0, 28, 138, 0, 0, 42, 0, -120, 116, 0, 0, 96, 0, 72, -120, 0, 86, -12, 0, 0, 82, 0, 12, 0, 0, 0, -138, 0, -96, 0, 0, 130, -126, 0, -129, 36, 0, 36, 0, 0, 12, 12, 0, -81, -162, 0, -12, -66, 0, -28, 32, 0, -120, -40, 0, 2, -100, 0, -84, -138, 0, 0, -102, 0, -66, -42, 0, 0, -124, 0, -138, 156, 0, -2, 54, 0, 0, -38, 0, -58, 0, 0, 219, 132, 0, 3, 0, 0, -140, 30, 0, 31, 0, 0, 24, 0, 0, -6, 176, 0, -87, 144, 0, 104, 138, 0, -102, -180, 0, -66, 140, 0, -18, 120, 0, 78, 114, 0, 0, 144, 0, 3, 16, 0, 0, 38, 0, 66, -24, 0, 57, 0, 0, 0, 2, 0, 168, 0, 0, -132, -18, 0, 44, 0, 0, 40, 258, 0, -84, 36, 0, 24, 0, 0, -96, 108, 0, -54, -228, 0, -112, -48, 0, -134, -64, 0, 132, -12, 0, 1, -276, 0, -78, -168, 0, 0, 300, 0, 156, -36, 0, 0, 36, 0, 156, -18, 0, -26, -200, 0, 0, 0, 0, -54, 0, 0, 141, 132, 0, 46, 0, 0, 144, -12, 0, 32, -144, 0, 348, 0, 0, 138, -36, 0, 0, 0, 0, 24, 48, 0, 66, -84, 0, -60, 66, 0, 60, -96, 0, -6, -144, 0, 0, 0, 0, -168, 116, 0, 0, 84, 0, -69, 114, 0, 6, 12, 0, 0, 212, 0, -82, 0, 0, -78, -180, 0, -144, 0, 0, 144, -120, 0, -150, -48, 0, -44, 0, 0, 0, -44, 0, -129, -252, 0, -81, -12, 0, -62, -88, 0, -90, 2, 0, 20, -160, 0, -26, -18, 0, 0, 144, 0, 3, -38, 0, 0, 252, 0, -216, 18, 0, -3, 50, 0, 0, -36, 0, 8, 0, 0, 132, 0, 0, 26, 0, 0, -42, -120, 0, 12, 26, 0, -32, 0, 0, 84, -88, 0, -138, 0, 0, 87, -96, 0, 90, 0, 0, 72, 176, 0, 89, -112, 0, 44, 18, 0, 0, 180, 0, -78, 90, 0, 0, 36, 0, 18, 0, 0, 88, -24, 0, 0, 18, 0, -30, 0, 0, -144, 210, 0, 54, 0, 0, 24, -36, 0, 0, 6, 0, -14, 0, 0, -66, -168, 0, -9, -102, 0, -156, 14, 0, -134, -64, 0, 78, -54, 0, 33, 160, 0, -120, 0, 0, 0, -192, 0, 222, -36, 0, 0, -174, 0, 186, 180, 0, -5, 12, 0, 0, -36, 0, 80, 0, 0, 126, -18, 0, 19, 0, 0, 156, 144, 0, -28, 64, 0, 270, 0, 0, 102, 124, 0, -117, 324, 0, -6, 50, 0, -46, -120, 0, 30, 24, 0, -66, 168, 0, 20, 336, 0, 0, 114, 0, -96, 78, 0, 0, 120, 0, 69, -258, 0, 6, -4, 0, 0, -48, 0, -132, 0, 0, 12, -108, 0, -31, 0, 0, 112, 36, 0, -120, 18, 0, 54, 0, 0, -78, 84, 0, -48, 150, 0, 2, -36, 0, -27, -124, 0, -240, -18, 0, 52, -492, 0, -33, -276, 0, 0, 114, 0, -192, 0, 0, 0, -210, 0, -204, -102, 0, -6, -124, 0, 0, 32, 0, 40, 0, 0, 120, 132, 0, -18, 0, 0, -12, 132, 0, 18, -136, 0, -156, 0, 0, 6, 148, 0, -156, -24, 0, 20, 246, 0, -24, -72, 0, -87, -2, 0, -48, 36, 0, 37, -132, 0, 0, -144, 0, 81, -88, 0, 0, 30, 0, 18, 390, 0, 81, -36, 0, 0, 126, 0, 204, 0], 'weight': 2, '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: 129564
    {'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 65, 'conrey_indexes': [65, 107], 'label': '114.2.h', 'level': 114, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 8, 'sub_conrey_indexes': [8, 50], 'sub_dim': 8, 'sub_label': '57.2.f', 'sub_level': 57, 'sub_mult': 2, 'weight': 2}
  • id: 129563
    {'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 65, 'conrey_indexes': [65, 107], 'label': '114.2.h', 'level': 114, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_index': 65, 'sub_conrey_indexes': [65, 107], 'sub_dim': 16, 'sub_label': '114.2.h', 'sub_level': 114, 'sub_mult': 1, 'weight': 2}
• mf_newspace_portraits •

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

  
  {'char_orbit_index': 8, 'label': '114.2.h', 'level': 114, 'portrait': 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', 'weight': 2}
• mf_hecke_newspace_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 71106000
    {'hecke_orbit_code': 481069891698, 'n': 1, 'trace_an': 16}
  • id: 71106001
    {'hecke_orbit_code': 481069891698, 'n': 2, 'trace_an': 0}
  • id: 71106002
    {'hecke_orbit_code': 481069891698, 'n': 3, 'trace_an': -3}
  • id: 71106003
    {'hecke_orbit_code': 481069891698, 'n': 4, 'trace_an': -8}
  • id: 71106004
    {'hecke_orbit_code': 481069891698, 'n': 5, 'trace_an': 0}
  • id: 71106005
    {'hecke_orbit_code': 481069891698, 'n': 6, 'trace_an': -1}
  • id: 71106006
    {'hecke_orbit_code': 481069891698, 'n': 7, 'trace_an': 12}
  • id: 71106007
    {'hecke_orbit_code': 481069891698, 'n': 8, 'trace_an': 0}
  • id: 71106008
    {'hecke_orbit_code': 481069891698, 'n': 9, 'trace_an': 1}
  • id: 71106009
    {'hecke_orbit_code': 481069891698, 'n': 10, 'trace_an': 0}
  • id: 71106010
    {'hecke_orbit_code': 481069891698, 'n': 11, 'trace_an': 0}
  • id: 71106011
    {'hecke_orbit_code': 481069891698, 'n': 12, 'trace_an': 0}
  • id: 71106012
    {'hecke_orbit_code': 481069891698, 'n': 13, 'trace_an': -18}
  • id: 71106013
    {'hecke_orbit_code': 481069891698, 'n': 14, 'trace_an': 0}
  • id: 71106014
    {'hecke_orbit_code': 481069891698, 'n': 15, 'trace_an': 6}
  • id: 71106015
    {'hecke_orbit_code': 481069891698, 'n': 16, 'trace_an': -8}
  • id: 71106016
    {'hecke_orbit_code': 481069891698, 'n': 17, 'trace_an': 0}
  • id: 71106017
    {'hecke_orbit_code': 481069891698, 'n': 18, 'trace_an': 0}
  • id: 71106018
    {'hecke_orbit_code': 481069891698, 'n': 19, 'trace_an': -18}
  • id: 71106019
    {'hecke_orbit_code': 481069891698, 'n': 20, 'trace_an': 0}
  • id: 71106020
    {'hecke_orbit_code': 481069891698, 'n': 21, 'trace_an': 0}
  • id: 71106021
    {'hecke_orbit_code': 481069891698, 'n': 22, 'trace_an': -6}
  • id: 71106022
    {'hecke_orbit_code': 481069891698, 'n': 23, 'trace_an': 0}
  • id: 71106023
    {'hecke_orbit_code': 481069891698, 'n': 24, 'trace_an': -1}
  • id: 71106024
    {'hecke_orbit_code': 481069891698, 'n': 25, 'trace_an': 16}
  • id: 71106025
    {'hecke_orbit_code': 481069891698, 'n': 26, 'trace_an': 0}
  • id: 71106026
    {'hecke_orbit_code': 481069891698, 'n': 27, 'trace_an': 0}
  • id: 71106027
    {'hecke_orbit_code': 481069891698, 'n': 28, 'trace_an': -6}
  • id: 71106028
    {'hecke_orbit_code': 481069891698, 'n': 29, 'trace_an': 0}
  • id: 71106029
    {'hecke_orbit_code': 481069891698, 'n': 30, 'trace_an': 4}
  • id: 71106030
    {'hecke_orbit_code': 481069891698, 'n': 31, 'trace_an': 0}
  • id: 71106031
    {'hecke_orbit_code': 481069891698, 'n': 32, 'trace_an': 0}
  • id: 71106032
    {'hecke_orbit_code': 481069891698, 'n': 33, 'trace_an': -3}
  • id: 71106033
    {'hecke_orbit_code': 481069891698, 'n': 34, 'trace_an': 12}
  • id: 71106034
    {'hecke_orbit_code': 481069891698, 'n': 35, 'trace_an': 0}
  • id: 71106035
    {'hecke_orbit_code': 481069891698, 'n': 36, 'trace_an': 1}
  • id: 71106036
    {'hecke_orbit_code': 481069891698, 'n': 37, 'trace_an': 0}
  • id: 71106037
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  • id: 71106038
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  • id: 71106039
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  • id: 71106040
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  • id: 71106041
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  • id: 71106042
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  • id: 71106043
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  • id: 71106044
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  • id: 71106045
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  • id: 71106046
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  • id: 71106047
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  • id: 71106048
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  • id: 71106049
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  • id: 71106050
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  • id: 71106051
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  • id: 71106052
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  • id: 71106053
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  • id: 71106054
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  • id: 71106055
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  • id: 71106056
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  • id: 71106057
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  • id: 71106058
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  • id: 71106059
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  • id: 71106060
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  • id: 71106061
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  • id: 71106062
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  • id: 71106063
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  • id: 71106064
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  • id: 71106065
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  • id: 71106066
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  • id: 71106067
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  • id: 71106068
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  • id: 71106069
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  • id: 71106070
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  • id: 71106071
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  • id: 71106072
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  • id: 71106073
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  • id: 71106075
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  • id: 71106076
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  • id: 71106077
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  • id: 71106078
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  • id: 71106079
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  • id: 71106080
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  • id: 71106081
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  • id: 71106082
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  • id: 71106083
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  • id: 71106084
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  • id: 71106085
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  • id: 71106086
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  • id: 71106087
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  • id: 71106088
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  • id: 71106090
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  • id: 71106091
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  • id: 71106092
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  • id: 71106093
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  • id: 71106098
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  • id: 71106100
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  • id: 71106101
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  • id: 71106104
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  • id: 71106105
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  • id: 71106107
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  • id: 71106110
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  • id: 71106111
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  • id: 71106112
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  • id: 71106113
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  • id: 71106114
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  • id: 71106115
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  • id: 71106116
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  • id: 71106117
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  • id: 71106118
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  • id: 71106119
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  • id: 71106120
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  • id: 71106121
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  • id: 71106122
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  • id: 71106123
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  • id: 71106124
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  • id: 71106125
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  • id: 71106126
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  • id: 71106127
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  • id: 71106128
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  • id: 71106129
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  • id: 71106130
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  • id: 71106131
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  • id: 71106132
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  • id: 71106133
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  • id: 71106134
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  • id: 71106135
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  • id: 71106136
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  • id: 71106137
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  • id: 71106138
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  • id: 71106139
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  • id: 71106140
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  • id: 71106141
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  • id: 71106142
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  • id: 71106143
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  • id: 71106144
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  • id: 71106145
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  • id: 71106146
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  • id: 71106147
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  • id: 71106148
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  • id: 71106149
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  • id: 71106150
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  • id: 71106151
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  • id: 71106152
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  • id: 71106153
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  • id: 71106154
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  • id: 71106155
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  • id: 71106156
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  • id: 71106157
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  • id: 71106158
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  • id: 71106159
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  • id: 71106160
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  • id: 71106161
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  • id: 71106162
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  • id: 71106163
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  • id: 71106164
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  • id: 71106165
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  • id: 71106166
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  • id: 71106167
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  • id: 71106168
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  • id: 71106169
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  • id: 71106170
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  • id: 71106171
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  • id: 71106172
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  • id: 71106173
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  • id: 71106174
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  • id: 71106175
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  • id: 71106176
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  • id: 71106177
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  • id: 71106178
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  • id: 71106179
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  • id: 71106180
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  • id: 71106181
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  • id: 71106182
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  • id: 71106183
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  • id: 71106184
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  • id: 71106185
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  • id: 71106186
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  • id: 71106187
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  • id: 71106188
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  • id: 71106189
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  • id: 71106190
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  • id: 71106191
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  • id: 71106192
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  • id: 71106193
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  • id: 71106194
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  • id: 71106195
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  • id: 71106196
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  • id: 71106197
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  • id: 71106198
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  • id: 71106199
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  • id: 71106200
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  • id: 71106201
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  • id: 71106202
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  • id: 71106203
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  • id: 71106204
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  • id: 71106205
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  • id: 71106206
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  • id: 71106207
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  • id: 71106208
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  • id: 71106209
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  • id: 71106210
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  • id: 71106211
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  • id: 71106212
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  • id: 71106213
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  • id: 71106214
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  • id: 71106215
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  • id: 71106216
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  • id: 71106219
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  • id: 71106220
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  • id: 71106221
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  • id: 71106222
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  • id: 71106223
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  • id: 71106224
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  • id: 71106225
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  • id: 71106226
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  • id: 71106227
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  • id: 71106228
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  • id: 71106229
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  • id: 71106230
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  • id: 71106231
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  • id: 71106232
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  • id: 71106233
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  • id: 71106234
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  • id: 71106235
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  • id: 71106236
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  • id: 71106237
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  • id: 71106238
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  • id: 71106239
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  • id: 71106441
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  • id: 71106442
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  • id: 71106443
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  • id: 71106444
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  • id: 71106445
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  • id: 71106446
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  • id: 71106447
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  • id: 71106448
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  • id: 71106449
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  • id: 71106450
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  • id: 71106451
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  • id: 71106452
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  • id: 71106453
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  • id: 71106454
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  • id: 71106455
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  • id: 71106456
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  • id: 71106457
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  • id: 71106458
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  • id: 71106459
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  • id: 71106460
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  • id: 71106461
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  • id: 71106462
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  • id: 71106463
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  • id: 71106464
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  • id: 71106465
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  • id: 71106466
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  • id: 71106467
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  • id: 71106468
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  • id: 71106469
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  • id: 71106470
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  • id: 71106471
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  • id: 71106472
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  • id: 71106473
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  • id: 71106474
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  • id: 71106475
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  • id: 71106476
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  • id: 71106477
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  • id: 71106478
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  • id: 71106479
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  • id: 71106480
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  • id: 71106481
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  • id: 71106482
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  • id: 71106483
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  • id: 71106484
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  • id: 71106485
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  • id: 71106486
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  • id: 71106487
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  • id: 71106488
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  • id: 71106489
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  • id: 71106490
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  • id: 71106491
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  • id: 71106492
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  • id: 71106493
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  • id: 71106494
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  • id: 71106495
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  • id: 71106496
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  • id: 71106497
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  • id: 71106498
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  • id: 71106499
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  • id: 71106500
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  • id: 71106501
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  • id: 71106502
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  • id: 71106503
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  • id: 71106504
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  • id: 71106505
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  • id: 71106506
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  • id: 71106507
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  • id: 71106508
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  • id: 71106509
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  • id: 71106510
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  • id: 71106511
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  • id: 71106512
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  • id: 71106513
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  • id: 71106514
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  • id: 71106515
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  • id: 71106516
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  • id: 71106517
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  • id: 71106518
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  • id: 71106519
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  • id: 71106520
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  • id: 71106521
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  • id: 71106522
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  • id: 71106523
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  • id: 71106524
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  • id: 71106525
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  • id: 71106526
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  • id: 71106527
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  • id: 71106528
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  • id: 71106529
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  • id: 71106530
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  • id: 71106531
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  • id: 71106532
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  • id: 71106533
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  • id: 71106534
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  • id: 71106535
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  • id: 71106536
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  • id: 71106537
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  • id: 71106538
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  • id: 71106539
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  • id: 71106540
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  • id: 71106541
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  • id: 71106542
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  • id: 71106543
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  • id: 71106544
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  • id: 71106545
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  • id: 71106546
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  • id: 71106547
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  • id: 71106548
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  • id: 71106549
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  • id: 71106550
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  • id: 71106551
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  • id: 71106552
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  • id: 71106553
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  • id: 71106554
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  • id: 71106555
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  • id: 71106556
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  • id: 71106557
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  • id: 71106558
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  • id: 71106559
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  • id: 71106560
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  • id: 71106561
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  • id: 71106562
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  • id: 71106563
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  • id: 71106564
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  • id: 71106565
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  • id: 71106566
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  • id: 71106567
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  • id: 71106568
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  • id: 71106569
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  • id: 71106570
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  • id: 71106571
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  • id: 71106572
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  • id: 71106573
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  • id: 71106574
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  • id: 71106575
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  • id: 71106576
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  • id: 71106577
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  • id: 71106578
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  • id: 71106579
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  • id: 71106580
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  • id: 71106581
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  • id: 71106582
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  • id: 71106583
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  • id: 71106584
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  • id: 71106585
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  • id: 71106586
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  • id: 71106587
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  • id: 71106588
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  • id: 71106589
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  • id: 71106590
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  • id: 71106591
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  • id: 71106592
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  • id: 71106593
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  • id: 71106594
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  • id: 71106595
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  • id: 71106596
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  • id: 71106597
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  • id: 71106598
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  • id: 71106599
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  • id: 71106600
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  • id: 71106601
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  • id: 71106602
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  • id: 71106603
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  • id: 71106604
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  • id: 71106605
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  • id: 71106606
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  • id: 71106607
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  • id: 71106608
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  • id: 71106609
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  • id: 71106610
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  • id: 71106611
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  • id: 71106612
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  • id: 71106613
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  • id: 71106614
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  • id: 71106615
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  • id: 71106616
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  • id: 71106617
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  • id: 71106618
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  • id: 71106619
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  • id: 71106620
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  • id: 71106621
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  • id: 71106622
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  • id: 71106623
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  • id: 71106624
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  • id: 71106625
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  • id: 71106626
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  • id: 71106627
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  • id: 71106628
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  • id: 71106629
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  • id: 71106630
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  • id: 71106631
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  • id: 71106632
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  • id: 71106633
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  • id: 71106634
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  • id: 71106635
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  • id: 71106636
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  • id: 71106637
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  • id: 71106638
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  • id: 71106639
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  • id: 71106640
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  • id: 71106641
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  • id: 71106642
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  • id: 71106643
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  • id: 71106645
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  • id: 71106646
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  • id: 71106647
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  • id: 71106648
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  • id: 71106649
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  • id: 71106650
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  • id: 71106651
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  • id: 71106652
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  • id: 71106653
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  • id: 71106654
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  • id: 71106655
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  • id: 71106656
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  • id: 71106657
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  • id: 71106658
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  • id: 71106659
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  • id: 71106660
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  • id: 71106661
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  • id: 71106662
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  • id: 71106663
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  • id: 71106664
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  • id: 71106665
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  • id: 71106666
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  • id: 71106667
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  • id: 71106668
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  • id: 71106669
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  • id: 71106670
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  • id: 71106671
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  • id: 71106672
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  • id: 71106673
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  • id: 71106674
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  • id: 71106675
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  • id: 71106676
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  • id: 71106677
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  • id: 71106678
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  • id: 71106679
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  • id: 71106680
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  • id: 71106681
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  • id: 71106682
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  • id: 71106683
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  • id: 71106684
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  • id: 71106685
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  • id: 71106686
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  • id: 71106687
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  • id: 71106689
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  • id: 71106690
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  • id: 71106691
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  • id: 71106692
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  • id: 71106693
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  • id: 71106694
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  • id: 71106695
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  • id: 71106696
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  • id: 71106697
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  • id: 71106698
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  • id: 71106699
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  • id: 71106700
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  • id: 71106702
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  • id: 71106703
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  • id: 71106704
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  • id: 71106705
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  • id: 71106706
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  • id: 71106707
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  • id: 71106708
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  • id: 71106709
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  • id: 71106710
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  • id: 71106711
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  • id: 71106712
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  • id: 71106713
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  • id: 71106714
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  • id: 71106715
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  • id: 71106716
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  • id: 71106717
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  • id: 71106718
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  • id: 71106719
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  • id: 71106720
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  • id: 71106721
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  • id: 71106722
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  • id: 71106723
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  • id: 71106724
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  • id: 71106725
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  • id: 71106726
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  • id: 71106727
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  • id: 71106728
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  • id: 71106729
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  • id: 71106730
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  • id: 71106731
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  • id: 71106732
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  • id: 71106733
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  • id: 71106734
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  • id: 71106735
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  • id: 71106736
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  • id: 71106737
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  • id: 71106738
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  • id: 71106739
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  • id: 71106740
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  • id: 71106741
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  • id: 71106742
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  • id: 71106743
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  • id: 71106744
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  • id: 71106745
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  • id: 71106746
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  • id: 71106747
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  • id: 71106748
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  • id: 71106749
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  • id: 71106750
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  • id: 71106751
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  • id: 71106752
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  • id: 71106753
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  • id: 71106754
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  • id: 71106755
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  • id: 71106756
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  • id: 71106757
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  • id: 71106758
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  • id: 71106759
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  • id: 71106760
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  • id: 71106761
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  • id: 71106762
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  • id: 71106763
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  • id: 71106764
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  • id: 71106765
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  • id: 71106766
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  • id: 71106767
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  • id: 71106768
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  • id: 71106769
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  • id: 71106770
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  • id: 71106771
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  • id: 71106772
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  • id: 71106773
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  • id: 71106774
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  • id: 71106775
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  • id: 71106776
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  • id: 71106777
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  • id: 71106778
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  • id: 71106779
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  • id: 71106780
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  • id: 71106781
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  • id: 71106782
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  • id: 71106783
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  • id: 71106784
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  • id: 71106785
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  • id: 71106786
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  • id: 71106787
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  • id: 71106788
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  • id: 71106789
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  • id: 71106790
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  • id: 71106791
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  • id: 71106792
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  • id: 71106793
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  • id: 71106794
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  • id: 71106795
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  • id: 71106796
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  • id: 71106797
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  • id: 71106798
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  • id: 71106799
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  • id: 71106800
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  • id: 71106801
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  • id: 71106802
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  • id: 71106803
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  • id: 71106804
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  • id: 71106805
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  • id: 71106806
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  • id: 71106807
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  • id: 71106808
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  • id: 71106809
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  • id: 71106810
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  • id: 71106811
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  • id: 71106812
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  • id: 71106813
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  • id: 71106814
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  • id: 71106815
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  • id: 71106816
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  • id: 71106817
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  • id: 71106818
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  • id: 71106819
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  • id: 71106820
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  • id: 71106821
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  • id: 71106822
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  • id: 71106823
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  • id: 71106824
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  • id: 71106825
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  • id: 71106826
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  • id: 71106827
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  • id: 71106828
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  • id: 71106829
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  • id: 71106830
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  • id: 71106831
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  • id: 71106832
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  • id: 71106833
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  • id: 71106834
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  • id: 71106835
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  • id: 71106836
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  • id: 71106837
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  • id: 71106838
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  • id: 71106839
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  • id: 71106840
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  • id: 71106841
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  • id: 71106842
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  • id: 71106843
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  • id: 71106844
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  • id: 71106845
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  • id: 71106846
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  • id: 71106847
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  • id: 71106848
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  • id: 71106849
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  • id: 71106850
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  • id: 71106851
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  • id: 71106852
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  • id: 71106853
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  • id: 71106854
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  • id: 71106855
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  • id: 71106856
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  • id: 71106857
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  • id: 71106858
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  • id: 71106859
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  • id: 71106860
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  • id: 71106861
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  • id: 71106862
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  • id: 71106863
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  • id: 71106864
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  • id: 71106865
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  • id: 71106866
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  • id: 71106867
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  • id: 71106868
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  • id: 71106869
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  • id: 71106870
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  • id: 71106871
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  • id: 71106872
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  • id: 71106873
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  • id: 71106874
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  • id: 71106875
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  • id: 71106876
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  • id: 71106877
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  • id: 71106878
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  • id: 71106879
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  • id: 71106880
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  • id: 71106881
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  • id: 71106882
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  • id: 71106883
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  • id: 71106884
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  • id: 71106885
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  • id: 71106886
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  • id: 71106887
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  • id: 71106888
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  • id: 71106889
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  • id: 71106890
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  • id: 71106891
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  • id: 71106892
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  • id: 71106893
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  • id: 71106894
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  • id: 71106895
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  • id: 71106896
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  • id: 71106897
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  • id: 71106898
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  • id: 71106899
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  • id: 71106900
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  • id: 71106901
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  • id: 71106902
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  • id: 71106903
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  • id: 71106904
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  • id: 71106905
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  • id: 71106906
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  • id: 71106907
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  • id: 71106908
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  • id: 71106909
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  • id: 71106910
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  • id: 71106911
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  • id: 71106912
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  • id: 71106913
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  • id: 71106914
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  • id: 71106915
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  • id: 71106916
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  • id: 71106917
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  • id: 71106918
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  • id: 71106919
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  • id: 71106920
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  • id: 71106921
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  • id: 71106922
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  • id: 71106923
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  • id: 71106924
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  • id: 71106925
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  • id: 71106926
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  • id: 71106927
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  • id: 71106928
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  • id: 71106929
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  • id: 71106930
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  • id: 71106931
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  • id: 71106932
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  • id: 71106933
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  • id: 71106934
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  • id: 71106935
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  • id: 71106936
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  • id: 71106937
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  • id: 71106938
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  • id: 71106939
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  • id: 71106940
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  • id: 71106941
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  • id: 71106942
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  • id: 71106943
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  • id: 71106944
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  • id: 71106945
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  • id: 71106946
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  • id: 71106947
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  • id: 71106948
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  • id: 71106949
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  • id: 71106950
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  • id: 71106951
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  • id: 71106952
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  • id: 71106953
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  • id: 71106954
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  • id: 71106955
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  • id: 71106956
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  • id: 71106957
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  • id: 71106958
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  • id: 71106959
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  • id: 71106960
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  • id: 71106961
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  • id: 71106962
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  • id: 71106963
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  • id: 71106964
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  • id: 71106965
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  • id: 71106966
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  • id: 71106967
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  • id: 71106968
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  • id: 71106969
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  • id: 71106970
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  • id: 71106971
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  • id: 71106972
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  • id: 71106973
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  • id: 71106974
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  • id: 71106975
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  • id: 71106976
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  • id: 71106977
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  • id: 71106978
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  • id: 71106979
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  • id: 71106980
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  • id: 71106981
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  • id: 71106982
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  • id: 71106983
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  • id: 71106984
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  • id: 71106985
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  • id: 71106986
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  • id: 71106987
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  • id: 71106988
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  • id: 71106989
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  • id: 71106990
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  • id: 71106991
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  • id: 71106992
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  • id: 71106993
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  • id: 71106994
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  • id: 71106995
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  • id: 71106996
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  • id: 71106997
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  • id: 71106998
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  • id: 71106999
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