Newform data - 8015.2.a.j

Formats: - HTML - YAML - JSON - 2024-04-30T22:23:06.554407

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  conrey_indexes	integer[]
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  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
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 32060, 'analytic_conductor': 64.00009722005623, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [7, -1], [229, -1]], 'atkin_lehner_string': '+--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [8015, 1, [3207, 4581, 4586], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 45, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [104, -4788, 50908, 186439, -2973868, -8172393, 36234246, 107134153, -202676166, -692659650, 624759952, 2687322222, -1080150071, -6911366752, 757204219, 12505723081, 993726065, -16546478070, -3507548337, 16425142280, 5126987969, -12439025249, -4900615884, 7257114716, 3388101571, -3272946869, -1762792797, 1137342361, 702612308, -300851018, -215894300, 58961072, 51042416, -8055187, -9194327, 639401, 1237654, -478, -120409, -6599, 7988, 795, -323, -44, 6, 1]], [3, [2816, -321152, 5037760, -21681696, -50838384, 521675112, -157612700, -4851476240, 4234472220, 25670528046, -24248956913, -87734590854, 72687649177, 204647079731, -135957697775, -337198681749, 172246458716, 403404921819, -155262157300, -358601999316, 102881238145, 241409298129, -51244073087, -124915503483, 19470446873, 50219537663, -5691267509, -15792610158, 1283292486, 3895314731, -222502840, -752435764, 29365924, 113095275, -2893765, -13061940, 205938, 1134921, -9987, -71657, 295, 3099, -4, -82, 0, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532396679896911, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '8015.2.a.j', 'level': 8015, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 7, 229], 'level_radical': 8015, 'minimal_twist': '8015.2.a.j', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 45, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '8015.2.a', 'trace_display': [-6, 0, -45, 45], 'traces': [45, -6, 0, 34, -45, 1, 45, -15, 29, 6, -1, -3, -21, -6, 0, 8, -7, -36, -20, -34, 0, -34, -22, -11, 45, -1, 12, 34, 10, -1, -27, -26, -39, -13, -45, -3, -72, 2, -37, 15, -4, 1, -49, 5, -29, -67, 2, 8, 45, -6, -49, -47, -35, -12, 1, -15, -77, -50, 4, 3, -36, 17, 29, 5, 21, -8, -80, 27, 9, 6, -12, -97, -55, 32, 0, -37, -1, 20, -94, -8, -19, -36, 24, -3, 7, -3, -4, -95, 1, 36, -21, -65, -71, -53, 20, -13, -110, -6, -27, 34, 46, -60, -58, 44, 0, 9, -42, 33, -65, 34, -7, 8, -52, 33, 22, 16, -66, 47, -7, 11, -48, -4, -30, -128, -45, -36, -126, -16, -8, 1, 25, -85, -20, 53, -12, -62, -66, 15, -11, -34, -18, -95, 24, -53, -10, 33, 0, -102, 31, 1, -139, 17, -3, -34, 27, 56, -72, 5, -14, 26, -22, -65, -68, 16, 39, -53, 10, -11, -136, 13, -10, -168, -12, 82, 45, 93, 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• label 8015.2.a.j does not appear in mf_hecke_nf
• mf_newspaces •

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

  
  {'AL_dims': [[[[5, -1], [7, -1], [229, -1]], 75, 3], [[[5, 1], [7, 1], [229, 1]], 52, 2], [[[5, 1], [7, -1], [229, -1]], 45, 1], [[[5, -1], [7, 1], [229, -1]], 44, 1], [[[5, 1], [7, 1], [229, -1]], 63, 2], [[[5, 1], [7, -1], [229, 1]], 68, 1], [[[5, -1], [7, -1], [229, 1]], 41, 4], [[[5, -1], [7, 1], [229, 1]], 67, 1]], 'ALdims': [52, 63, 68, 45, 67, 44, 41, 75], 'Nk2': 32060, 'analytic_conductor': 64.00009722005623, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [8015, 1, [3207, 4581, 4586], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 917, 'dim': 455, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 33562447, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 3, 38, 44, 45, 49, 62, 67, 68, 73], 'label': '8015.2.a', 'level': 8015, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 7, 229], 'level_radical': 8015, 'mf_dim': 924, 'mf_new_dim': 455, 'num_forms': 15, 'plus_dim': 182, 'prim_orbit_index': 1, 'relative_dim': 455, 'sturm_bound': 1840, 'trace_bound': 3, 'trace_display': [5, 4, -1, 3], 'traces': [455, 5, 4, 453, -1, 20, 3, 33, 471, -3, 8, 20, -14, 1, 0, 453, 14, 25, 12, -7, 0, 20, 32, 12, 455, -2, 64, 21, 22, -4, 16, 81, 72, 26, 7, 481, 2, 4, 68, -15, 38, -12, 12, 20, 3, -32, 8, 4, 455, 5, -4, 14, -30, -16, 4, -3, 24, 22, 28, -12, -30, 16, 7, 509, 14, 24, 28, 114, -8, -3, 16, 149, 38, 46, 4, 76, 20, 72, 12, 1, 559, 98, -12, -12, -6, 68, -40, 108, -2, -7, -2, 32, 16, 8, -4, 108, 78, 5, -20, 453, 34, -120, -8, 6, 4, -10, -28, 184, 6, -36, 24, 29, 102, -112, 0, 30, 2, 36, -6, -36, 535, 94, 40, 64, -1, 13, 64, 97, 176, 22, 4, 224, -12, 76, -12, -70, 166, 144, 4, 13, 76, 88, 80, 537, 18, -30, 4, 30, 58, 20, 20, 100, 118, 52, 8, 96, -46, -152, -64, -63, 16, 141, 108, 122, 44, -4, 0, -60, 429, 18, 92, 60, 2, 48, 3, 108, 32, -30, -12, 69, -78, 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• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 45, 'source_hecke_orbit': 10, 'source_is_minimal': True, 'source_label': '8015.2.a.j', 'source_level': 8015, 'target_char_orbit': 1, 'target_dim': 45, 'target_hecke_orbit': 10, 'target_is_minimal': True, 'target_label': '8015.2.a.j', 'target_level': 8015, 'twist_class_label': '8015.2.a.j', 'twist_class_level': 8015, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
• hecke_orbit_code 40532396679896911 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 10, 'label': '8015.2.a.j', 'level': 8015, 'portrait': 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', 'weight': 2}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 206305000
    {'hecke_orbit_code': 40532396679896911, 'n': 1, 'trace_an': 45}
  • id: 206305001
    {'hecke_orbit_code': 40532396679896911, 'n': 2, 'trace_an': -6}
  • id: 206305002
    {'hecke_orbit_code': 40532396679896911, 'n': 3, 'trace_an': 0}
  • id: 206305003
    {'hecke_orbit_code': 40532396679896911, 'n': 4, 'trace_an': 34}
  • id: 206305004
    {'hecke_orbit_code': 40532396679896911, 'n': 5, 'trace_an': -45}
  • id: 206305005
    {'hecke_orbit_code': 40532396679896911, 'n': 6, 'trace_an': 1}
  • id: 206305006
    {'hecke_orbit_code': 40532396679896911, 'n': 7, 'trace_an': 45}
  • id: 206305007
    {'hecke_orbit_code': 40532396679896911, 'n': 8, 'trace_an': -15}
  • id: 206305008
    {'hecke_orbit_code': 40532396679896911, 'n': 9, 'trace_an': 29}
  • id: 206305009
    {'hecke_orbit_code': 40532396679896911, 'n': 10, 'trace_an': 6}
  • id: 206305010
    {'hecke_orbit_code': 40532396679896911, 'n': 11, 'trace_an': -1}
  • id: 206305011
    {'hecke_orbit_code': 40532396679896911, 'n': 12, 'trace_an': -3}
  • id: 206305012
    {'hecke_orbit_code': 40532396679896911, 'n': 13, 'trace_an': -21}
  • id: 206305013
    {'hecke_orbit_code': 40532396679896911, 'n': 14, 'trace_an': -6}
  • id: 206305014
    {'hecke_orbit_code': 40532396679896911, 'n': 15, 'trace_an': 0}
  • id: 206305015
    {'hecke_orbit_code': 40532396679896911, 'n': 16, 'trace_an': 8}
  • id: 206305016
    {'hecke_orbit_code': 40532396679896911, 'n': 17, 'trace_an': -7}
  • id: 206305017
    {'hecke_orbit_code': 40532396679896911, 'n': 18, 'trace_an': -36}
  • id: 206305018
    {'hecke_orbit_code': 40532396679896911, 'n': 19, 'trace_an': -20}
  • id: 206305019
    {'hecke_orbit_code': 40532396679896911, 'n': 20, 'trace_an': -34}
  • id: 206305020
    {'hecke_orbit_code': 40532396679896911, 'n': 21, 'trace_an': 0}
  • id: 206305021
    {'hecke_orbit_code': 40532396679896911, 'n': 22, 'trace_an': -34}
  • id: 206305022
    {'hecke_orbit_code': 40532396679896911, 'n': 23, 'trace_an': -22}
  • id: 206305023
    {'hecke_orbit_code': 40532396679896911, 'n': 24, 'trace_an': -11}
  • id: 206305024
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  • id: 206305025
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  • id: 206305026
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  • id: 206305027
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  • id: 206305028
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  • id: 206305029
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  • id: 206305030
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  • id: 206305031
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  • id: 206305032
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  • id: 206305033
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  • id: 206305034
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  • id: 206305035
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  • id: 206305036
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  • id: 206305037
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  • id: 206305038
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  • id: 206305039
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  • id: 206305040
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  • id: 206305041
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  • id: 206305042
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  • id: 206305043
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  • id: 206305044
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  • id: 206305045
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  • id: 206305046
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  • id: 206305047
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  • id: 206305048
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  • id: 206305049
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  • id: 206305050
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  • id: 206305051
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  • id: 206305052
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  • id: 206305053
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  • id: 206305054
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  • id: 206305055
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  • id: 206305056
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  • id: 206305057
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  • id: 206305058
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  • id: 206305059
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  • id: 206305060
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  • id: 206305061
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  • id: 206305062
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  • id: 206305063
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  • id: 206305064
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  • id: 206305065
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  • id: 206305066
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  • id: 206305067
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  • id: 206305068
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  • id: 206305069
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  • id: 206305070
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  • id: 206305071
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  • id: 206305072
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  • id: 206305073
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  • id: 206305075
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  • id: 206305076
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  • id: 206305077
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  • id: 206305079
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  • id: 206305080
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  • id: 206305081
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  • id: 206305082
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  • id: 206305083
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  • id: 206305084
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  • id: 206305085
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  • id: 206305086
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  • id: 206305087
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  • id: 206305088
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  • id: 206305089
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  • id: 206305090
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  • id: 206305091
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  • id: 206305092
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  • id: 206305093
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  • id: 206305094
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  • id: 206305095
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  • id: 206305096
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  • id: 206305097
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  • id: 206305098
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  • id: 206305099
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  • id: 206305100
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  • id: 206305101
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  • id: 206305102
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  • id: 206305103
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  • id: 206305105
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  • id: 206305107
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  • id: 206305108
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  • id: 206305109
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  • id: 206305110
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  • id: 206305111
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  • id: 206305112
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  • id: 206305113
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  • id: 206305114
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  • id: 206305115
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  • id: 206305116
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  • id: 206305117
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  • id: 206305118
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  • id: 206305119
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  • id: 206305120
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  • id: 206305121
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  • id: 206305122
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  • id: 206305123
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  • id: 206305124
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  • id: 206305125
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  • id: 206305126
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  • id: 206305127
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  • id: 206305128
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  • id: 206305129
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  • id: 206305130
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  • id: 206305131
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  • id: 206305132
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  • id: 206305133
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  • id: 206305134
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  • id: 206305135
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  • id: 206305136
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  • id: 206305137
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  • id: 206305138
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  • id: 206305139
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  • id: 206305140
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  • id: 206305141
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  • id: 206305142
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  • id: 206305143
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  • id: 206305144
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  • id: 206305145
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  • id: 206305146
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  • id: 206305147
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  • id: 206305148
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  • id: 206305149
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  • id: 206305150
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  • id: 206305151
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  • id: 206305152
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  • id: 206305153
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  • id: 206305154
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  • id: 206305155
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  • id: 206305156
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  • id: 206305157
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  • id: 206305158
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  • id: 206305159
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  • id: 206305160
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  • id: 206305161
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  • id: 206305162
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  • id: 206305163
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  • id: 206305164
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  • id: 206305165
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  • id: 206305166
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  • id: 206305167
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  • id: 206305168
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  • id: 206305169
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  • id: 206305170
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  • id: 206305171
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  • id: 206305172
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  • id: 206305173
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  • id: 206305174
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  • id: 206305175
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  • id: 206305176
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  • id: 206305177
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  • id: 206305178
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  • id: 206305179
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  • id: 206305180
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  • id: 206305181
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  • id: 206305182
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  • id: 206305183
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  • id: 206305184
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  • id: 206305185
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  • id: 206305186
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  • id: 206305187
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  • id: 206305188
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  • id: 206305189
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  • id: 206305190
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  • id: 206305191
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  • id: 206305192
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  • id: 206305193
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  • id: 206305194
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  • id: 206305195
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  • id: 206305196
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  • id: 206305197
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  • id: 206305198
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  • id: 206305199
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  • id: 206305200
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  • id: 206305201
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  • id: 206305202
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  • id: 206305203
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  • id: 206305204
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  • id: 206305205
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  • id: 206305206
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  • id: 206305207
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  • id: 206305208
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  • id: 206305209
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  • id: 206305210
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  • id: 206305211
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  • id: 206305212
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  • id: 206305213
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  • id: 206305214
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  • id: 206305215
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  • id: 206305216
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  • id: 206305217
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  • id: 206305218
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  • id: 206305219
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  • id: 206305220
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  • id: 206305221
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  • id: 206305222
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  • id: 206305224
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  • id: 206305225
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  • id: 206305226
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  • id: 206305228
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  • id: 206305229
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  • id: 206305230
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  • id: 206305231
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  • id: 206305232
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  • id: 206305233
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  • id: 206305234
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  • id: 206305235
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  • id: 206305236
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  • id: 206305237
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  • id: 206305238
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  • id: 206305239
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  • id: 206305240
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  • id: 206305241
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  • id: 206305242
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  • id: 206305243
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  • id: 206305244
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  • id: 206305245
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  • id: 206305246
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  • id: 206305247
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  • id: 206305248
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  • id: 206305249
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  • id: 206305250
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  • id: 206305251
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  • id: 206305252
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  • id: 206305254
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  • id: 206305255
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  • id: 206305256
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  • id: 206305257
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  • id: 206305259
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  • id: 206305262
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  • id: 206305263
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  • id: 206305264
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  • id: 206305265
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  • id: 206305266
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  • id: 206305267
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  • id: 206305268
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  • id: 206305269
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  • id: 206305270
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  • id: 206305272
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  • id: 206305273
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  • id: 206305275
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  • id: 206305291
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  • id: 206305292
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  • id: 206305295
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  • id: 206305296
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  • id: 206305297
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  • id: 206305298
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  • id: 206305299
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  • id: 206305300
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  • id: 206305302
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  • id: 206305304
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  • id: 206305305
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  • id: 206305306
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  • id: 206305307
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  • id: 206305308
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  • id: 206305309
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  • id: 206305310
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  • id: 206305311
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  • id: 206305312
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  • id: 206305313
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  • id: 206305314
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  • id: 206305315
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  • id: 206305316
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  • id: 206305317
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  • id: 206305318
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  • id: 206305319
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  • id: 206305320
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  • id: 206305321
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  • id: 206305322
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  • id: 206305323
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  • id: 206305324
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  • id: 206305325
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  • id: 206305326
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  • id: 206305327
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  • id: 206305328
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  • id: 206305329
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  • id: 206305330
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  • id: 206305331
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  • id: 206305332
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  • id: 206305333
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  • id: 206305334
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  • id: 206305335
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  • id: 206305336
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  • id: 206305337
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  • id: 206305338
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  • id: 206305339
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  • id: 206305340
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  • id: 206305341
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  • id: 206305342
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  • id: 206305343
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  • id: 206305344
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  • id: 206305345
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  • id: 206305346
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  • id: 206305347
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  • id: 206305348
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  • id: 206305349
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  • id: 206305350
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  • id: 206305351
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  • id: 206305352
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  • id: 206305353
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  • id: 206305354
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  • id: 206305355
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  • id: 206305356
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  • id: 206305357
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  • id: 206305358
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  • id: 206305359
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  • id: 206305360
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  • id: 206305361
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  • id: 206305362
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  • id: 206305363
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  • id: 206305364
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  • id: 206305365
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  • id: 206305366
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  • id: 206305367
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  • id: 206305368
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  • id: 206305369
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  • id: 206305370
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  • id: 206305371
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  • id: 206305372
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  • id: 206305373
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  • id: 206305374
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  • id: 206305375
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  • id: 206305376
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  • id: 206305377
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  • id: 206305378
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  • id: 206305379
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  • id: 206305380
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  • id: 206305381
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  • id: 206305382
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  • id: 206305383
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  • id: 206305384
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  • id: 206305385
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  • id: 206305386
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  • id: 206305387
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  • id: 206305388
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  • id: 206305389
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  • id: 206305390
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  • id: 206305391
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  • id: 206305392
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  • id: 206305393
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  • id: 206305394
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  • id: 206305395
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  • id: 206305396
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  • id: 206305397
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  • id: 206305398
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  • id: 206305399
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  • id: 206305400
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  • id: 206305401
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  • id: 206305402
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  • id: 206305403
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  • id: 206305404
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  • id: 206305405
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  • id: 206305406
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  • id: 206305407
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  • id: 206305408
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  • id: 206305409
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  • id: 206305410
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  • id: 206305411
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  • id: 206305412
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  • id: 206305413
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  • id: 206305414
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  • id: 206305415
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  • id: 206305416
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  • id: 206305417
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  • id: 206305418
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  • id: 206305419
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  • id: 206305420
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  • id: 206305421
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  • id: 206305422
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  • id: 206305423
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  • id: 206305424
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  • id: 206305425
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  • id: 206305426
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  • id: 206305427
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  • id: 206305428
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  • id: 206305429
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  • id: 206305430
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  • id: 206305431
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  • id: 206305432
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  • id: 206305433
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  • id: 206305434
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  • id: 206305435
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  • id: 206305436
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  • id: 206305437
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  • id: 206305438
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  • id: 206305439
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  • id: 206305440
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  • id: 206305441
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  • id: 206305442
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  • id: 206305443
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  • id: 206305444
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  • id: 206305445
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  • id: 206305446
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  • id: 206305447
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  • id: 206305448
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  • id: 206305449
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  • id: 206305450
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  • id: 206305451
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  • id: 206305452
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  • id: 206305453
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  • id: 206305454
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  • id: 206305455
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  • id: 206305456
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  • id: 206305457
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  • id: 206305458
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  • id: 206305459
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  • id: 206305460
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  • id: 206305461
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  • id: 206305462
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  • id: 206305463
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  • id: 206305464
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  • id: 206305465
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  • id: 206305466
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  • id: 206305467
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  • id: 206305468
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  • id: 206305469
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  • id: 206305470
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  • id: 206305471
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  • id: 206305472
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  • id: 206305473
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  • id: 206305474
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  • id: 206305475
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  • id: 206305476
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  • id: 206305477
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  • id: 206305478
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  • id: 206305479
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  • id: 206305480
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  • id: 206305481
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  • id: 206305482
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  • id: 206305483
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  • id: 206305484
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  • id: 206305485
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  • id: 206305486
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  • id: 206305487
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  • id: 206305488
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  • id: 206305489
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  • id: 206305490
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  • id: 206305491
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  • id: 206305492
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  • id: 206305493
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  • id: 206305494
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  • id: 206305495
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  • id: 206305496
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  • id: 206305497
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  • id: 206305498
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  • id: 206305499
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  • id: 206305500
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  • id: 206305501
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  • id: 206305502
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  • id: 206305503
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  • id: 206305504
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  • id: 206305505
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  • id: 206305506
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  • id: 206305507
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  • id: 206305508
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  • id: 206305509
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  • id: 206305510
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  • id: 206305511
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  • id: 206305512
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  • id: 206305513
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  • id: 206305514
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  • id: 206305515
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  • id: 206305516
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  • id: 206305517
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  • id: 206305518
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  • id: 206305519
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  • id: 206305520
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  • id: 206305521
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  • id: 206305522
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  • id: 206305523
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  • id: 206305524
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  • id: 206305525
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  • id: 206305526
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  • id: 206305527
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  • id: 206305528
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  • id: 206305529
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  • id: 206305530
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  • id: 206305531
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  • id: 206305532
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  • id: 206305533
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  • id: 206305534
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  • id: 206305535
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  • id: 206305536
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  • id: 206305537
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  • id: 206305538
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  • id: 206305539
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  • id: 206305540
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  • id: 206305541
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  • id: 206305542
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  • id: 206305543
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  • id: 206305544
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  • id: 206305545
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  • id: 206305546
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  • id: 206305547
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  • id: 206305548
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  • id: 206305549
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  • id: 206305550
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  • id: 206305551
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  • id: 206305552
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  • id: 206305553
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  • id: 206305554
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  • id: 206305555
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  • id: 206305556
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  • id: 206305557
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  • id: 206305558
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  • id: 206305559
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  • id: 206305560
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  • id: 206305561
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  • id: 206305562
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  • id: 206305563
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  • id: 206305564
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  • id: 206305565
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  • id: 206305566
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  • id: 206305567
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  • id: 206305568
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  • id: 206305569
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  • id: 206305570
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  • id: 206305571
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  • id: 206305572
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  • id: 206305573
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  • id: 206305574
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  • id: 206305575
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  • id: 206305576
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  • id: 206305577
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  • id: 206305578
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  • id: 206305579
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  • id: 206305580
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  • id: 206305581
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  • id: 206305582
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  • id: 206305583
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  • id: 206305584
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  • id: 206305585
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  • id: 206305586
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  • id: 206305587
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  • id: 206305588
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  • id: 206305589
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  • id: 206305590
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  • id: 206305591
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  • id: 206305592
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  • id: 206305593
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  • id: 206305594
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  • id: 206305595
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  • id: 206305596
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  • id: 206305597
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  • id: 206305598
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  • id: 206305599
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  • id: 206305600
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  • id: 206305601
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  • id: 206305602
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  • id: 206305603
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  • id: 206305604
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  • id: 206305605
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  • id: 206305606
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  • id: 206305607
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  • id: 206305608
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  • id: 206305609
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  • id: 206305610
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  • id: 206305611
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  • id: 206305612
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  • id: 206305613
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  • id: 206305614
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  • id: 206305615
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  • id: 206305616
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  • id: 206305617
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  • id: 206305810
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  • id: 206305811
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  • id: 206305818
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  • id: 206305902
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  • id: 206305908
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  • id: 206305910
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  • id: 206305911
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  • id: 206305912
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  • id: 206305913
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  • id: 206305914
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  • id: 206305915
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  • id: 206305916
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  • id: 206305917
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  • id: 206305919
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  • id: 206305920
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  • id: 206305921
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  • id: 206305922
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  • id: 206305923
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  • id: 206305926
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  • id: 206305927
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  • id: 206305928
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  • id: 206305929
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  • id: 206305931
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  • id: 206305932
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  • id: 206305933
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  • id: 206305934
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  • id: 206305935
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  • id: 206305936
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  • id: 206305937
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  • id: 206305938
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  • id: 206305939
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  • id: 206305940
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  • id: 206305941
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  • id: 206305942
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  • id: 206305944
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  • id: 206305945
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  • id: 206305946
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  • id: 206305947
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  • id: 206305948
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  • id: 206305951
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  • id: 206305954
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  • id: 206305955
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  • id: 206305958
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  • id: 206305960
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  • id: 206305962
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  • id: 206305963
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  • id: 206305964
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  • id: 206305965
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  • id: 206305966
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  • id: 206305971
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  • id: 206305972
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  • id: 206305975
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  • id: 206305976
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  • id: 206305980
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  • id: 206305989
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