Newspace data - 1143.3.cf

Formats: - HTML - YAML - JSON - 2024-05-03T19:43:45.468468

• 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': 10287, 'analytic_conductor': 31.144494216381936, 'char_conductor': 1143, 'char_degree': 36, 'char_is_real': False, 'char_orbit_index': 58, 'char_orbit_label': 'cf', 'char_order': 126, 'char_parity': -1, 'char_values': [1143, 126, [128, 892], [105, 80]], 'conrey_index': 41, 'cusp_dim': 9144, 'dim': 9144, 'eis_dim': 144, 'eis_new_dim': 144, 'hecke_orbit_code': 3917060506743, 'label': '1143.3.cf', 'level': 1143, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 127], 'level_radical': 381, 'mf_dim': 9288, 'mf_new_dim': 9288, 'prim_orbit_index': 58, 'relative_dim': 254, 'sturm_bound': 384, 'trace_display': [-45, -36, -54, -18], 'traces': [9144, -45, -36, -1527, -54, -6, -18, 0, -36, -66, -54, -6, 12, -162, 9, 2937, -81, -72, -36, 0, -141, 6, -135, -114, -3714, 216, -39, -144, -378, 216, 30, -333, -39, -30, 225, -570, -6, -18, 420, 315, -54, -168, -18, 297, -765, -48, -63, -495, 126, -63, -39, -6, 0, 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• mf_subspaces •

  Column	Type
  char_orbit_index	smallint
  char_orbit_label	text
  conrey_index	integer
  conrey_indexes	integer[]
  label	text
  level	integer
  sub_char_orbit_index	smallint
  sub_char_orbit_label	text
  sub_conrey_index	integer
  sub_conrey_indexes	integer[]
  sub_dim	integer
  sub_label	text
  sub_level	integer
  sub_mult	integer
  weight	smallint

  
  {'char_orbit_index': 58, 'char_orbit_label': 'cf', 'conrey_index': 41, 'conrey_indexes': [41, 176, 275, 335, 338, 392, 407, 416, 443, 452, 455, 578, 587, 590, 623, 632, 644, 650, 653, 671, 695, 707, 779, 806, 860, 866, 875, 902, 920, 923, 977, 1010, 1046, 1058, 1085, 1136], 'label': '1143.3.cf', 'level': 1143, 'sub_char_orbit_index': 58, 'sub_char_orbit_label': 'cf', 'sub_conrey_index': 41, 'sub_conrey_indexes': [41, 176, 275, 335, 338, 392, 407, 416, 443, 452, 455, 578, 587, 590, 623, 632, 644, 650, 653, 671, 695, 707, 779, 806, 860, 866, 875, 902, 920, 923, 977, 1010, 1046, 1058, 1085, 1136], 'sub_dim': 9144, 'sub_label': '1143.3.cf', 'sub_level': 1143, 'sub_mult': 1, 'weight': 3}
• mf_newspace_portraits •

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

  
  {'char_orbit_index': 58, 'label': '1143.3.cf', 'level': 1143, 'portrait': 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', 'weight': 3}
• mf_hecke_newspace_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 261895000
    {'hecke_orbit_code': 3917060506743, 'n': 1, 'trace_an': 9144}
  • id: 261895001
    {'hecke_orbit_code': 3917060506743, 'n': 2, 'trace_an': -45}
  • id: 261895002
    {'hecke_orbit_code': 3917060506743, 'n': 3, 'trace_an': -36}
  • id: 261895003
    {'hecke_orbit_code': 3917060506743, 'n': 4, 'trace_an': -1527}
  • id: 261895004
    {'hecke_orbit_code': 3917060506743, 'n': 5, 'trace_an': -54}
  • id: 261895005
    {'hecke_orbit_code': 3917060506743, 'n': 6, 'trace_an': -6}
  • id: 261895006
    {'hecke_orbit_code': 3917060506743, 'n': 7, 'trace_an': -18}
  • id: 261895007
    {'hecke_orbit_code': 3917060506743, 'n': 8, 'trace_an': 0}
  • id: 261895008
    {'hecke_orbit_code': 3917060506743, 'n': 9, 'trace_an': -36}
  • id: 261895009
    {'hecke_orbit_code': 3917060506743, 'n': 10, 'trace_an': -66}
  • id: 261895010
    {'hecke_orbit_code': 3917060506743, 'n': 11, 'trace_an': -54}
  • id: 261895011
    {'hecke_orbit_code': 3917060506743, 'n': 12, 'trace_an': -6}
  • id: 261895012
    {'hecke_orbit_code': 3917060506743, 'n': 13, 'trace_an': 12}
  • id: 261895013
    {'hecke_orbit_code': 3917060506743, 'n': 14, 'trace_an': -162}
  • id: 261895014
    {'hecke_orbit_code': 3917060506743, 'n': 15, 'trace_an': 9}
  • id: 261895015
    {'hecke_orbit_code': 3917060506743, 'n': 16, 'trace_an': 2937}
  • id: 261895016
    {'hecke_orbit_code': 3917060506743, 'n': 17, 'trace_an': -81}
  • id: 261895017
    {'hecke_orbit_code': 3917060506743, 'n': 18, 'trace_an': -72}
  • id: 261895018
    {'hecke_orbit_code': 3917060506743, 'n': 19, 'trace_an': -36}
  • id: 261895019
    {'hecke_orbit_code': 3917060506743, 'n': 20, 'trace_an': 0}
  • id: 261895020
    {'hecke_orbit_code': 3917060506743, 'n': 21, 'trace_an': -141}
  • id: 261895021
    {'hecke_orbit_code': 3917060506743, 'n': 22, 'trace_an': 6}
  • id: 261895022
    {'hecke_orbit_code': 3917060506743, 'n': 23, 'trace_an': -135}
  • id: 261895023
    {'hecke_orbit_code': 3917060506743, 'n': 24, 'trace_an': -114}
  • id: 261895024
    {'hecke_orbit_code': 3917060506743, 'n': 25, 'trace_an': -3714}
  • id: 261895025
    {'hecke_orbit_code': 3917060506743, 'n': 26, 'trace_an': 216}
  • id: 261895026
    {'hecke_orbit_code': 3917060506743, 'n': 27, 'trace_an': -39}
  • id: 261895027
    {'hecke_orbit_code': 3917060506743, 'n': 28, 'trace_an': -144}
  • id: 261895028
    {'hecke_orbit_code': 3917060506743, 'n': 29, 'trace_an': -378}
  • id: 261895029
    {'hecke_orbit_code': 3917060506743, 'n': 30, 'trace_an': 216}
  • id: 261895030
    {'hecke_orbit_code': 3917060506743, 'n': 31, 'trace_an': 30}
  • id: 261895031
    {'hecke_orbit_code': 3917060506743, 'n': 32, 'trace_an': -333}
  • id: 261895032
    {'hecke_orbit_code': 3917060506743, 'n': 33, 'trace_an': -39}
  • id: 261895033
    {'hecke_orbit_code': 3917060506743, 'n': 34, 'trace_an': -30}
  • id: 261895034
    {'hecke_orbit_code': 3917060506743, 'n': 35, 'trace_an': 225}
  • id: 261895035
    {'hecke_orbit_code': 3917060506743, 'n': 36, 'trace_an': -570}
  • id: 261895036
    {'hecke_orbit_code': 3917060506743, 'n': 37, 'trace_an': -6}
  • id: 261895037
    {'hecke_orbit_code': 3917060506743, 'n': 38, 'trace_an': -18}
  • id: 261895038
    {'hecke_orbit_code': 3917060506743, 'n': 39, 'trace_an': 420}
  • id: 261895039
    {'hecke_orbit_code': 3917060506743, 'n': 40, 'trace_an': 315}
  • id: 261895040
    {'hecke_orbit_code': 3917060506743, 'n': 41, 'trace_an': -54}
  • id: 261895041
    {'hecke_orbit_code': 3917060506743, 'n': 42, 'trace_an': -168}
  • id: 261895042
    {'hecke_orbit_code': 3917060506743, 'n': 43, 'trace_an': -18}
  • id: 261895043
    {'hecke_orbit_code': 3917060506743, 'n': 44, 'trace_an': 297}
  • id: 261895044
    {'hecke_orbit_code': 3917060506743, 'n': 45, 'trace_an': -765}
  • id: 261895045
    {'hecke_orbit_code': 3917060506743, 'n': 46, 'trace_an': -48}
  • id: 261895046
    {'hecke_orbit_code': 3917060506743, 'n': 47, 'trace_an': -63}
  • id: 261895047
    {'hecke_orbit_code': 3917060506743, 'n': 48, 'trace_an': -495}
  • id: 261895048
    {'hecke_orbit_code': 3917060506743, 'n': 49, 'trace_an': 126}
  • id: 261895049
    {'hecke_orbit_code': 3917060506743, 'n': 50, 'trace_an': -63}
  • id: 261895050
    {'hecke_orbit_code': 3917060506743, 'n': 51, 'trace_an': -39}
  • id: 261895051
    {'hecke_orbit_code': 3917060506743, 'n': 52, 'trace_an': -6}
  • id: 261895052
    {'hecke_orbit_code': 3917060506743, 'n': 53, 'trace_an': 0}
  • id: 261895053
    {'hecke_orbit_code': 3917060506743, 'n': 54, 'trace_an': 1053}
  • id: 261895054
    {'hecke_orbit_code': 3917060506743, 'n': 55, 'trace_an': -75}
  • id: 261895055
    {'hecke_orbit_code': 3917060506743, 'n': 56, 'trace_an': -459}
  • id: 261895056
    {'hecke_orbit_code': 3917060506743, 'n': 57, 'trace_an': 126}
  • id: 261895057
    {'hecke_orbit_code': 3917060506743, 'n': 58, 'trace_an': -264}
  • id: 261895058
    {'hecke_orbit_code': 3917060506743, 'n': 59, 'trace_an': -54}
  • id: 261895059
    {'hecke_orbit_code': 3917060506743, 'n': 60, 'trace_an': 381}
  • id: 261895060
    {'hecke_orbit_code': 3917060506743, 'n': 61, 'trace_an': -15}
  • id: 261895061
    {'hecke_orbit_code': 3917060506743, 'n': 62, 'trace_an': 2349}
  • id: 261895062
    {'hecke_orbit_code': 3917060506743, 'n': 63, 'trace_an': 87}
  • id: 261895063
    {'hecke_orbit_code': 3917060506743, 'n': 64, 'trace_an': 11316}
  • id: 261895064
    {'hecke_orbit_code': 3917060506743, 'n': 65, 'trace_an': 594}
  • id: 261895065
    {'hecke_orbit_code': 3917060506743, 'n': 66, 'trace_an': -675}
  • id: 261895066
    {'hecke_orbit_code': 3917060506743, 'n': 67, 'trace_an': -123}
  • id: 261895067
    {'hecke_orbit_code': 3917060506743, 'n': 68, 'trace_an': -846}
  • id: 261895068
    {'hecke_orbit_code': 3917060506743, 'n': 69, 'trace_an': 108}
  • id: 261895069
    {'hecke_orbit_code': 3917060506743, 'n': 70, 'trace_an': 87}
  • id: 261895070
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  • id: 261895072
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  • id: 261895073
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  • id: 261895074
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  • id: 261895075
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  • id: 261895076
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  • id: 261895077
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  • id: 261895078
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  • id: 261895079
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  • id: 261895080
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  • id: 261895081
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  • id: 261895082
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  • id: 261895083
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  • id: 261895084
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  • id: 261895085
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  • id: 261895086
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  • id: 261895087
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  • id: 261895088
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  • id: 261895089
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  • id: 261895090
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  • id: 261895091
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  • id: 261895092
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  • id: 261895093
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  • id: 261895094
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  • id: 261895095
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  • id: 261895096
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  • id: 261895098
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  • id: 261895100
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  • id: 261895101
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  • id: 261895102
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  • id: 261895103
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  • id: 261895104
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  • id: 261895105
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  • id: 261895111
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  • id: 261895112
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  • id: 261895113
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  • id: 261895114
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  • id: 261895116
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  • id: 261895117
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  • id: 261895118
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  • id: 261895119
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  • id: 261895120
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  • id: 261895121
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  • id: 261895122
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  • id: 261895123
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  • id: 261895124
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  • id: 261895126
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  • id: 261895128
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  • id: 261895129
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  • id: 261895130
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  • id: 261895131
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  • id: 261895132
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  • id: 261895133
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  • id: 261895134
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  • id: 261895136
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  • id: 261895139
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  • id: 261895143
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  • id: 261895144
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  • id: 261895145
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  • id: 261895151
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  • id: 261895152
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  • id: 261895156
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  • id: 261895157
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  • id: 261895158
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  • id: 261895159
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  • id: 261895160
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  • id: 261895161
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  • id: 261895162
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  • id: 261895163
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  • id: 261895164
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  • id: 261895165
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  • id: 261895166
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  • id: 261895167
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  • id: 261895168
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  • id: 261895169
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  • id: 261895170
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  • id: 261895171
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  • id: 261895172
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  • id: 261895173
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  • id: 261895174
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  • id: 261895175
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  • id: 261895176
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  • id: 261895177
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  • id: 261895178
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  • id: 261895179
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  • id: 261895180
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  • id: 261895181
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  • id: 261895182
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  • id: 261895183
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  • id: 261895184
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  • id: 261895185
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  • id: 261895186
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  • id: 261895187
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  • id: 261895188
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  • id: 261895189
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  • id: 261895190
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  • id: 261895191
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  • id: 261895192
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  • id: 261895193
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  • id: 261895194
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  • id: 261895195
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  • id: 261895196
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  • id: 261895197
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  • id: 261895198
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  • id: 261895199
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  • id: 261895200
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  • id: 261895201
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  • id: 261895203
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  • id: 261895204
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  • id: 261895205
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  • id: 261895206
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  • id: 261895208
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  • id: 261895212
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  • id: 261895214
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  • id: 261895215
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  • id: 261895466
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  • id: 261895467
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  • id: 261895468
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  • id: 261895469
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  • id: 261895470
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  • id: 261895471
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  • id: 261895472
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  • id: 261895473
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  • id: 261895474
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  • id: 261895475
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  • id: 261895476
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  • id: 261895477
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  • id: 261895478
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  • id: 261895479
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  • id: 261895480
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  • id: 261895481
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  • id: 261895482
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  • id: 261895483
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  • id: 261895484
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  • id: 261895485
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  • id: 261895486
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  • id: 261895487
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  • id: 261895488
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  • id: 261895489
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  • id: 261895490
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  • id: 261895491
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  • id: 261895492
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  • id: 261895493
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  • id: 261895494
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  • id: 261895495
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  • id: 261895496
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  • id: 261895497
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  • id: 261895498
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  • id: 261895499
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  • id: 261895500
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  • id: 261895501
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  • id: 261895502
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  • id: 261895503
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  • id: 261895504
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  • id: 261895505
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  • id: 261895506
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  • id: 261895507
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  • id: 261895508
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  • id: 261895509
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  • id: 261895510
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  • id: 261895511
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  • id: 261895512
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  • id: 261895513
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  • id: 261895514
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  • id: 261895515
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  • id: 261895516
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  • id: 261895517
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  • id: 261895518
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  • id: 261895519
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  • id: 261895520
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  • id: 261895521
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  • id: 261895522
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  • id: 261895523
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  • id: 261895524
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  • id: 261895525
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  • id: 261895526
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  • id: 261895527
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  • id: 261895528
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  • id: 261895529
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  • id: 261895530
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  • id: 261895531
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  • id: 261895532
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  • id: 261895533
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  • id: 261895534
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  • id: 261895535
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  • id: 261895536
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  • id: 261895537
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  • id: 261895538
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  • id: 261895539
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  • id: 261895540
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  • id: 261895541
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  • id: 261895542
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  • id: 261895543
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  • id: 261895544
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  • id: 261895545
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  • id: 261895546
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  • id: 261895547
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  • id: 261895548
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  • id: 261895549
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  • id: 261895550
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  • id: 261895551
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  • id: 261895552
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  • id: 261895553
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  • id: 261895554
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  • id: 261895555
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  • id: 261895556
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  • id: 261895557
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  • id: 261895558
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  • id: 261895559
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  • id: 261895560
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  • id: 261895561
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  • id: 261895562
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  • id: 261895563
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  • id: 261895564
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  • id: 261895565
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  • id: 261895566
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  • id: 261895567
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  • id: 261895568
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  • id: 261895569
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  • id: 261895570
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  • id: 261895571
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  • id: 261895572
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  • id: 261895573
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  • id: 261895574
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  • id: 261895575
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  • id: 261895576
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  • id: 261895577
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  • id: 261895578
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  • id: 261895579
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  • id: 261895580
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  • id: 261895581
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  • id: 261895582
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  • id: 261895583
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  • id: 261895584
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  • id: 261895585
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  • id: 261895586
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  • id: 261895587
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  • id: 261895588
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  • id: 261895589
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  • id: 261895590
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  • id: 261895591
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  • id: 261895592
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  • id: 261895593
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  • id: 261895594
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  • id: 261895595
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  • id: 261895596
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  • id: 261895597
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  • id: 261895598
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  • id: 261895599
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  • id: 261895600
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  • id: 261895601
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  • id: 261895602
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  • id: 261895603
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  • id: 261895604
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  • id: 261895605
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  • id: 261895606
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  • id: 261895607
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  • id: 261895608
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  • id: 261895609
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  • id: 261895610
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  • id: 261895611
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  • id: 261895612
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  • id: 261895613
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  • id: 261895614
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  • id: 261895615
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  • id: 261895616
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  • id: 261895617
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  • id: 261895618
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  • id: 261895619
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  • id: 261895620
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  • id: 261895621
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  • id: 261895622
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  • id: 261895623
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  • id: 261895624
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  • id: 261895625
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  • id: 261895626
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  • id: 261895627
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  • id: 261895628
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  • id: 261895629
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  • id: 261895630
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  • id: 261895631
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  • id: 261895632
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  • id: 261895633
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  • id: 261895634
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  • id: 261895635
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  • id: 261895636
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  • id: 261895637
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  • id: 261895638
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  • id: 261895639
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  • id: 261895640
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  • id: 261895641
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  • id: 261895642
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  • id: 261895643
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  • id: 261895644
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  • id: 261895645
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  • id: 261895646
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  • id: 261895647
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  • id: 261895648
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  • id: 261895649
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  • id: 261895650
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  • id: 261895651
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  • id: 261895652
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  • id: 261895653
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  • id: 261895654
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  • id: 261895655
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  • id: 261895656
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  • id: 261895657
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  • id: 261895658
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  • id: 261895659
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  • id: 261895660
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  • id: 261895661
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