Embedded newform data - 8022.2.a.r.1.4

Formats: - HTML - YAML - JSON - 2024-05-04T04:22:21.783487

• 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': 32088, 'analytic_conductor': 64.05599250147112, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [7, -1], [191, -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': [8022, 1, [2675, 6877, 2311], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 10, 'field_disc': 390500009582025901, 'field_disc_factorization': [[18803, 1], [2502767, 1], [8298001, 1]], 'field_poly': [-79, -49, 285, 149, -282, -110, 114, 28, -19, -2, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [36, -10, -321, -69, 486, -98, -180, 76, 8, -8, 1]], [11, [252, -8768, -1835, 8662, -805, -2246, 437, 193, -46, -4, 1]], [13, [-1636, 7258, -7653, -3052, 8761, -3938, -95, 367, -46, -6, 1]]], 'hecke_orbit': 18, 'hecke_orbit_code': 76561193698860886, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '8022.2.a.r', 'level': 8022, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 191], 'level_radical': 8022, 'minimal_twist': '8022.2.a.r', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}-q^{3}+q^{4}+(1-\\beta _{1})q^{5}-q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '8022.2.a', 'trace_display': [10, -10, 8, 10], 'trace_hash': 1853700619447848063, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.062', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.374', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.349', 'prec': 17}, {'__RealLiteral__': 0, 'data': '155.960', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5210.074', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.007', 'prec': 17}, 'traces': [10, 10, -10, 10, 8, -10, 10, 10, 10, 8, 4, -10, 6, 10, -8, 10, 5, 10, 15, 8, -10, 4, 12, -10, -2, 6, -10, 10, 7, -8, 28, 10, -4, 5, 8, 10, -3, 15, -6, 8, 24, -10, 4, 4, 8, 12, 16, -10, 10, -2, -5, 6, 5, -10, -1, 10, -15, 7, 17, -8, 15, 28, 10, 10, 14, -4, 6, 5, -12, 8, 5, 10, 16, -3, 2, 15, 4, -6, -5, 8, 10, 24, 24, -10, -19, 4, -7, 4, 17, 8, 6, 12, -28, 16, 15, -10, 20, 10, 4, -2, 21, -5, 28, 6, -8, 5, 13, -10, -18, -1, 3, 10, 18, -15, 37, 7, 6, 17, 5, -8, -2, 15, -24, 28, 12, 10, -14, 10, -4, 14, 38, -4, 15, 6, -8, 5, -1, -12, -25, 8, -16, 5, 63, 10, -7, 16, -10, -3, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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-0.37961883495178134, -0.1787390177196702, -0.40975015061590964, -0.3249746960862735, -0.24223739872689806, -0.26783537394546286], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 4, 'dual_embedding_m': 4, 'embedding_index': 4, 'embedding_m': 4, 'embedding_root_imag': 0.0, 'embedding_root_real': 1.4837316099743951, 'hecke_orbit': 18, 'hecke_orbit_code': 76561193698860886, 'label': '8022.2.a.r.1.4', 'level': 8022, 'weight': 2}
• mf_newspaces •

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

  
  {'AL_dims': [[[[2, -1], [3, -1], [7, -1], [191, -1]], 7, 1], [[[2, 1], [3, 1], [7, -1], [191, -1]], 15, 2], [[[2, -1], [3, 1], [7, 1], [191, 1]], 13, 2], [[[2, -1], [3, 1], [7, -1], [191, -1]], 11, 2], [[[2, -1], [3, -1], [7, -1], [191, 1]], 17, 2], [[[2, 1], [3, 1], [7, 1], [191, 1]], 13, 1], [[[2, 1], [3, -1], [7, -1], [191, -1]], 15, 1], [[[2, 1], [3, 1], [7, -1], [191, 1]], 9, 2], [[[2, -1], [3, -1], [7, 1], [191, -1]], 15, 2], [[[2, 1], [3, -1], [7, 1], [191, 1]], 13, 1], [[[2, 1], [3, -1], [7, 1], [191, -1]], 11, 1], [[[2, -1], [3, -1], [7, 1], [191, 1]], 8, 2], [[[2, -1], [3, 1], [7, 1], [191, -1]], 10, 2], [[[2, -1], [3, 1], [7, -1], [191, 1]], 12, 3], [[[2, 1], [3, -1], [7, -1], [191, 1]], 9, 2], [[[2, 1], [3, 1], [7, 1], [191, -1]], 11, 1]], 'ALdims': [13, 11, 9, 15, 13, 11, 9, 15, 13, 10, 12, 11, 8, 15, 17, 7], 'Nk2': 32088, 'analytic_conductor': 64.05599250147112, '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': [8022, 1, [2675, 6877, 2311], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1529, 'dim': 189, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11, 13], 'hecke_orbit_code': 33562454, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 7, 7, 8, 8, 9, 9, 10, 11, 11, 11, 13, 13, 14, 14, 15, 16], 'label': '8022.2.a', 'level': 8022, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 191], 'level_radical': 8022, 'mf_dim': 1544, 'mf_new_dim': 189, 'num_forms': 27, 'plus_dim': 85, 'prim_orbit_index': 1, 'relative_dim': 189, 'sturm_bound': 3072, 'trace_bound': 5, 'trace_display': [-3, 1, -2, 1], 'traces': [189, -3, 1, 189, -2, 1, 1, -3, 189, -2, -4, 1, -26, 1, -10, 189, -22, -3, -12, -2, 1, 12, -8, 1, 187, -10, 1, 1, -10, -2, 0, -3, -4, -22, 6, 189, 14, 20, -2, -2, -14, 1, 4, -4, -2, -8, -32, 1, 189, -29, 10, -26, -34, 1, -56, 1, 20, 22, -20, -10, 22, 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36, -352, -184, -152, -112, 1, 31, 356, 338, -122, 332, 4, -62, -132, -150, -580, 368, -16, -170, 0, -42, 8, -326, 27, -152, -62, 36, -220, 264, -48, -478, -54, 2, -18, 464, -34, 864, 1, 92, -96, 0, -4, 214, 412, 318, -16, -540, 2, 300, 280, -112, -152, 88, 1, -176], 'weight': 2, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 4, 'source_hecke_orbit_code': 76561193698860886, 'source_is_minimal': True, 'source_label': '8022.2.a.r.1.4', 'source_level': 8022, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 4, 'target_hecke_orbit_code': 76561193698860886, 'target_is_minimal': True, 'target_label': '8022.2.a.r.1.4', 'target_level': 8022, 'twist_class_label': '8022.2.a.r.1.4', 'twist_class_level': 8022, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 4636900
    {'charpoly_factorization': [[[-1, 1], 10]], 'hecke_orbit_code': 76561193698860886, 'p': 2}
  • id: 4636901
    {'charpoly_factorization': [[[1, 1], 10]], 'hecke_orbit_code': 76561193698860886, 'p': 3}
  • id: 4636902
    {'charpoly_factorization': [[[36, -10, -321, -69, 486, -98, -180, 76, 8, -8, 1], 1]], 'hecke_orbit_code': 76561193698860886, 'p': 5}
  • id: 4636903
    {'charpoly_factorization': [[[-1, 1], 10]], 'hecke_orbit_code': 76561193698860886, 'p': 7}
  • id: 4636904
    {'charpoly_factorization': [[[252, -8768, -1835, 8662, -805, -2246, 437, 193, -46, -4, 1], 1]], 'hecke_orbit_code': 76561193698860886, 'p': 11}
  • id: 4636905
    {'charpoly_factorization': [[[-1636, 7258, -7653, -3052, 8761, -3938, -95, 367, -46, -6, 1], 1]], 'hecke_orbit_code': 76561193698860886, 'p': 13}
  • id: 4636906
    {'charpoly_factorization': [[[1183, 1245, -10263, 7127, 2540, -3226, 390, 249, -48, -5, 1], 1]], 'hecke_orbit_code': 76561193698860886, 'p': 17}
  • id: 4636907
    {'charpoly_factorization': [[[-28812, 28394, 15707, -26573, 5337, 4731, -2531, 325, 47, -15, 1], 1]], 'hecke_orbit_code': 76561193698860886, 'p': 19}
  • id: 4636908
    {'charpoly_factorization': [[[-2224, 21400, 157520, -240990, 111329, -13725, -3509, 1054, -37, -12, 1], 1]], 'hecke_orbit_code': 76561193698860886, 'p': 23}
  • id: 4636909
    {'charpoly_factorization': [[[11632, -118652, 10339, 60351, -8387, -8539, 1293, 431, -65, -7, 1], 1]], 'hecke_orbit_code': 76561193698860886, 'p': 29}
  • id: 4636910
    {'charpoly_factorization': [[[375219, -687059, 374218, 3137, -72075, 23505, -471, -1250, 294, -28, 1], 1]], 'hecke_orbit_code': 76561193698860886, 'p': 31}
  • id: 4636911
    {'charpoly_factorization': [[[-4517068, 186458, 1572255, -76642, -180851, 7862, 8564, -269, -166, 3, 1], 1]], 'hecke_orbit_code': 76561193698860886, 'p': 37}
  • id: 4636912
    {'charpoly_factorization': [[[1680336, 6347680, -8924860, 81092, 933643, -109853, -18208, 3260, 20, -24, 1], 1]], 'hecke_orbit_code': 76561193698860886, 'p': 41}
  • id: 4636913
    {'charpoly_factorization': [[[1828932, -14736770, 5573503, 1931713, -645514, -75615, 21818, 1076, -269, -4, 1], 1]], 'hecke_orbit_code': 76561193698860886, 'p': 43}
  • id: 4636914
    {'charpoly_factorization': [[[-219968, 527040, -230500, -96918, 79703, -7943, -4151, 908, 15, -16, 1], 1]], 'hecke_orbit_code': 76561193698860886, 'p': 47}
  • id: 4636915
    {'charpoly_factorization': [[[70936944, 82424728, 24481880, -2088310, -1546145, -21378, 32693, 832, -297, -5, 1], 1]], 'hecke_orbit_code': 76561193698860886, 'p': 53}
  • id: 4636916
    {'charpoly_factorization': [[[299304512, -18466416, -51314131, 9546115, 1203978, -360095, 190, 4445, -182, -17, 1], 1]], 'hecke_orbit_code': 76561193698860886, 'p': 59}
  • id: 4636917
    {'charpoly_factorization': [[[106124, -762520, -220943, 391678, 20654, -48482, 1366, 1734, -104, -15, 1], 1]], 'hecke_orbit_code': 76561193698860886, 'p': 61}
  • id: 4636918
    {'charpoly_factorization': [[[-1392, -37804, -212935, 450382, -154812, -43403, 13691, 1240, -245, -6, 1], 1]], 'hecke_orbit_code': 76561193698860886, 'p': 67}
  • id: 4636919
    {'charpoly_factorization': [[[-381484599, 524402444, 203693364, -6972159, -7068636, -97874, 91654, 1598, -507, -5, 1], 1]], 'hecke_orbit_code': 76561193698860886, 'p': 71}
  • id: 4636920
    {'charpoly_factorization': [[[2382040541, -786348155, -106719400, 46934051, 442939, -939137, 30389, 7208, -378, -16, 1], 1]], 'hecke_orbit_code': 76561193698860886, 'p': 73}
  • id: 4636921
    {'charpoly_factorization': [[[5550421, 7733533, 1947276, -1102373, -365610, 56380, 18790, -1129, -325, 5, 1], 1]], 'hecke_orbit_code': 76561193698860886, 'p': 79}
  • id: 4636922
    {'charpoly_factorization': [[[-287072528, 291676216, -82424057, -4258342, 5320603, -624968, -32719, 8707, -212, -24, 1], 1]], 'hecke_orbit_code': 76561193698860886, 'p': 83}
  • id: 4636923
    {'charpoly_factorization': [[[-6915376, -19955448, 78645328, 13728258, -3053315, -452856, 45776, 4906, -330, -17, 1], 1]], 'hecke_orbit_code': 76561193698860886, 'p': 89}
  • id: 4636924
    {'charpoly_factorization': [[[-93971984, 127877480, -49680312, 836814, 2954945, -414123, -27638, 7705, -247, -20, 1], 1]], 'hecke_orbit_code': 76561193698860886, 'p': 97}
• 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': 18, 'label': '8022.2.a.r', 'level': 8022, 'portrait': 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', 'weight': 2}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 242415000
    {'hecke_orbit_code': 76561193698860886, 'n': 1, 'trace_an': 10}
  • id: 242415001
    {'hecke_orbit_code': 76561193698860886, 'n': 2, 'trace_an': 10}
  • id: 242415002
    {'hecke_orbit_code': 76561193698860886, 'n': 3, 'trace_an': -10}
  • id: 242415003
    {'hecke_orbit_code': 76561193698860886, 'n': 4, 'trace_an': 10}
  • id: 242415004
    {'hecke_orbit_code': 76561193698860886, 'n': 5, 'trace_an': 8}
  • id: 242415005
    {'hecke_orbit_code': 76561193698860886, 'n': 6, 'trace_an': -10}
  • id: 242415006
    {'hecke_orbit_code': 76561193698860886, 'n': 7, 'trace_an': 10}
  • id: 242415007
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  • id: 242415008
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  • id: 242415009
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  • id: 242415010
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  • id: 242415011
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  • id: 242415012
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  • id: 242415013
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  • id: 242415014
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  • id: 242415015
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  • id: 242415016
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  • id: 242415017
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  • id: 242415018
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  • id: 242415019
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  • id: 242415020
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  • id: 242415021
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  • id: 242415022
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  • id: 242415023
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  • id: 242415024
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  • id: 242415025
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  • id: 242415026
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  • id: 242415027
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  • id: 242415028
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  • id: 242415029
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  • id: 242415030
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  • id: 242415031
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  • id: 242415032
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  • id: 242415033
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  • id: 242415034
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  • id: 242415035
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  • id: 242415036
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  • id: 242415037
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  • id: 242415038
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  • id: 242415039
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  • id: 242415040
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  • id: 242415041
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  • id: 242415042
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  • id: 242415043
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  • id: 242415044
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  • id: 242415045
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  • id: 242415046
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  • id: 242415047
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  • id: 242415048
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  • id: 242415049
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  • id: 242415050
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  • id: 242415051
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  • id: 242415052
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  • id: 242415053
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  • id: 242415054
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  • id: 242415055
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  • id: 242415056
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  • id: 242415057
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  • id: 242415058
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  • id: 242415059
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  • id: 242415060
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  • id: 242415061
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  • id: 242415062
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  • id: 242415063
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  • id: 242415064
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  • id: 242415065
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  • id: 242415066
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  • id: 242415067
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  • id: 242415068
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  • id: 242415069
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  • id: 242415070
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  • id: 242415071
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  • id: 242415072
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  • id: 242415073
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  • id: 242415074
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  • id: 242415075
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  • id: 242415076
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  • id: 242415077
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  • id: 242415078
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  • id: 242415079
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  • id: 242415080
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  • id: 242415081
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  • id: 242415082
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  • id: 242415083
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  • id: 242415084
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  • id: 242415085
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  • id: 242415086
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  • id: 242415087
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  • id: 242415088
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  • id: 242415089
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  • id: 242415090
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  • id: 242415091
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  • id: 242415092
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  • id: 242415093
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  • id: 242415094
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  • id: 242415095
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  • id: 242415096
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  • id: 242415097
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  • id: 242415098
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  • id: 242415099
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  • id: 242415100
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  • id: 242415101
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  • id: 242415102
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  • id: 242415103
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  • id: 242415104
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  • id: 242415105
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  • id: 242415106
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  • id: 242415107
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  • id: 242415108
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  • id: 242415109
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  • id: 242415110
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  • id: 242415111
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  • id: 242415112
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  • id: 242415113
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  • id: 242415114
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  • id: 242415115
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  • id: 242415116
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  • id: 242415117
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  • id: 242415118
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  • id: 242415119
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  • id: 242415120
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  • id: 242415121
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  • id: 242415122
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  • id: 242415123
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  • id: 242415124
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  • id: 242415125
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  • id: 242415126
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  • id: 242415127
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  • id: 242415128
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  • id: 242415129
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  • id: 242415130
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  • id: 242415131
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  • id: 242415132
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  • id: 242415133
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  • id: 242415134
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  • id: 242415135
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  • id: 242415136
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  • id: 242415137
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  • id: 242415138
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  • id: 242415139
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  • id: 242415140
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  • id: 242415141
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  • id: 242415142
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  • id: 242415143
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  • id: 242415144
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  • id: 242415145
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  • id: 242415146
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  • id: 242415147
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  • id: 242415148
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  • id: 242415149
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  • id: 242415150
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  • id: 242415151
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  • id: 242415152
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  • id: 242415153
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  • id: 242415154
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  • id: 242415155
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  • id: 242415156
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  • id: 242415157
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  • id: 242415158
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  • id: 242415159
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  • id: 242415160
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  • id: 242415161
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  • id: 242415162
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  • id: 242415163
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  • id: 242415164
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  • id: 242415165
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  • id: 242415166
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  • id: 242415167
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  • id: 242415168
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  • id: 242415169
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  • id: 242415170
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  • id: 242415171
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  • id: 242415172
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  • id: 242415173
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  • id: 242415174
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  • id: 242415175
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  • id: 242415176
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  • id: 242415177
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  • id: 242415178
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  • id: 242415179
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  • id: 242415180
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  • id: 242415181
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  • id: 242415182
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  • id: 242415183
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  • id: 242415184
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  • id: 242415185
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  • id: 242415186
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  • id: 242415187
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  • id: 242415188
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  • id: 242415189
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  • id: 242415190
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  • id: 242415191
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  • id: 242415192
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  • id: 242415193
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  • id: 242415194
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  • id: 242415195
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  • id: 242415196
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  • id: 242415197
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  • id: 242415198
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  • id: 242415199
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  • id: 242415200
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  • id: 242415201
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  • id: 242415202
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  • id: 242415203
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  • id: 242415204
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  • id: 242415205
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  • id: 242415206
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  • id: 242415207
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  • id: 242415208
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  • id: 242415209
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  • id: 242415210
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  • id: 242415211
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  • id: 242415212
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  • id: 242415213
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  • id: 242415214
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  • id: 242415215
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  • id: 242415216
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  • id: 242415217
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  • id: 242415218
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  • id: 242415219
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  • id: 242415220
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  • id: 242415221
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  • id: 242415222
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  • id: 242415223
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  • id: 242415224
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  • id: 242415225
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  • id: 242415226
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  • id: 242415227
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  • id: 242415228
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  • id: 242415229
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  • id: 242415230
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  • id: 242415231
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  • id: 242415232
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  • id: 242415233
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  • id: 242415234
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  • id: 242415235
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  • id: 242415236
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  • id: 242415237
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  • id: 242415238
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  • id: 242415239
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  • id: 242415240
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  • id: 242415241
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  • id: 242415242
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  • id: 242415243
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  • id: 242415244
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  • id: 242415245
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  • id: 242415246
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  • id: 242415247
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  • id: 242415248
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  • id: 242415249
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  • id: 242415250
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  • id: 242415251
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  • id: 242415252
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  • id: 242415253
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  • id: 242415254
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  • id: 242415255
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  • id: 242415256
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  • id: 242415257
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  • id: 242415258
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  • id: 242415259
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  • id: 242415260
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  • id: 242415261
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  • id: 242415262
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  • id: 242415263
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  • id: 242415264
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  • id: 242415265
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  • id: 242415266
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  • id: 242415267
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  • id: 242415268
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  • id: 242415269
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  • id: 242415270
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  • id: 242415271
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  • id: 242415272
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  • id: 242415273
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  • id: 242415274
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  • id: 242415275
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  • id: 242415276
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  • id: 242415277
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  • id: 242415278
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  • id: 242415279
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  • id: 242415280
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  • id: 242415281
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  • id: 242415282
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  • id: 242415283
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  • id: 242415284
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  • id: 242415285
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  • id: 242415286
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  • id: 242415287
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  • id: 242415288
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  • id: 242415289
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  • id: 242415290
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  • id: 242415291
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  • id: 242415292
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  • id: 242415293
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  • id: 242415294
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  • id: 242415295
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  • id: 242415296
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  • id: 242415297
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  • id: 242415298
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  • id: 242415299
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  • id: 242415300
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  • id: 242415301
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  • id: 242415302
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  • id: 242415303
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  • id: 242415304
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  • id: 242415305
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  • id: 242415306
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  • id: 242415307
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  • id: 242415308
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  • id: 242415309
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  • id: 242415310
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  • id: 242415311
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  • id: 242415312
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  • id: 242415313
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  • id: 242415314
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  • id: 242415315
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  • id: 242415316
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  • id: 242415317
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  • id: 242415318
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  • id: 242415319
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  • id: 242415320
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  • id: 242415321
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  • id: 242415322
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  • id: 242415323
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  • id: 242415324
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  • id: 242415325
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  • id: 242415326
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  • id: 242415327
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  • id: 242415328
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  • id: 242415329
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  • id: 242415330
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  • id: 242415331
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  • id: 242415332
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  • id: 242415333
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  • id: 242415334
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  • id: 242415335
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  • id: 242415336
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  • id: 242415337
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  • id: 242415338
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  • id: 242415339
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  • id: 242415340
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  • id: 242415341
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  • id: 242415342
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  • id: 242415343
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  • id: 242415344
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  • id: 242415345
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  • id: 242415346
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  • id: 242415347
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  • id: 242415348
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  • id: 242415349
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  • id: 242415350
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  • id: 242415351
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  • id: 242415352
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  • id: 242415353
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  • id: 242415354
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  • id: 242415355
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  • id: 242415356
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  • id: 242415357
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  • id: 242415358
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  • id: 242415359
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  • id: 242415360
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  • id: 242415361
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  • id: 242415362
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  • id: 242415364
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  • id: 242415365
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  • id: 242415366
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  • id: 242415367
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  • id: 242415368
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  • id: 242415369
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  • id: 242415370
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  • id: 242415371
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  • id: 242415372
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  • id: 242415373
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  • id: 242415375
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  • id: 242415376
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  • id: 242415378
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  • id: 242415379
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  • id: 242415380
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  • id: 242415381
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  • id: 242415383
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  • id: 242415384
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  • id: 242415387
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  • id: 242415388
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  • id: 242415389
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  • id: 242415390
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  • id: 242415391
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  • id: 242415392
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  • id: 242415393
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  • id: 242415394
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  • id: 242415395
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  • id: 242415396
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  • id: 242415397
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  • id: 242415398
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  • id: 242415399
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  • id: 242415400
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  • id: 242415401
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  • id: 242415402
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  • id: 242415403
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  • id: 242415404
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  • id: 242415405
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  • id: 242415406
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  • id: 242415407
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  • id: 242415408
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  • id: 242415409
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  • id: 242415410
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  • id: 242415411
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  • id: 242415412
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  • id: 242415413
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  • id: 242415414
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  • id: 242415415
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  • id: 242415416
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  • id: 242415417
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  • id: 242415418
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  • id: 242415419
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  • id: 242415420
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  • id: 242415421
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  • id: 242415422
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  • id: 242415423
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  • id: 242415424
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  • id: 242415425
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  • id: 242415426
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  • id: 242415427
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  • id: 242415428
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  • id: 242415429
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  • id: 242415430
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  • id: 242415431
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  • id: 242415432
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  • id: 242415433
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  • id: 242415434
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  • id: 242415435
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  • id: 242415436
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  • id: 242415437
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  • id: 242415438
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  • id: 242415439
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  • id: 242415440
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  • id: 242415441
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  • id: 242415442
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  • id: 242415443
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  • id: 242415444
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  • id: 242415445
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  • id: 242415446
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  • id: 242415447
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  • id: 242415448
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  • id: 242415449
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  • id: 242415450
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  • id: 242415451
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  • id: 242415452
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  • id: 242415453
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  • id: 242415454
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  • id: 242415455
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  • id: 242415456
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  • id: 242415457
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  • id: 242415458
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  • id: 242415459
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  • id: 242415460
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  • id: 242415461
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  • id: 242415462
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  • id: 242415463
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  • id: 242415464
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  • id: 242415465
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  • id: 242415466
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  • id: 242415467
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  • id: 242415468
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  • id: 242415469
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  • id: 242415470
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  • id: 242415471
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  • id: 242415472
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  • id: 242415473
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  • id: 242415474
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  • id: 242415475
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  • id: 242415476
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  • id: 242415477
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  • id: 242415478
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  • id: 242415479
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  • id: 242415480
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  • id: 242415481
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  • id: 242415482
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  • id: 242415483
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  • id: 242415484
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  • id: 242415485
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  • id: 242415486
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  • id: 242415487
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  • id: 242415488
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  • id: 242415489
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  • id: 242415490
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  • id: 242415491
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  • id: 242415492
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  • id: 242415493
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  • id: 242415494
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  • id: 242415495
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  • id: 242415496
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  • id: 242415497
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  • id: 242415498
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  • id: 242415499
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  • id: 242415500
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  • id: 242415501
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  • id: 242415502
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  • id: 242415503
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  • id: 242415504
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  • id: 242415505
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  • id: 242415506
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  • id: 242415507
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  • id: 242415508
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  • id: 242415509
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  • id: 242415510
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  • id: 242415511
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  • id: 242415512
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  • id: 242415513
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  • id: 242415514
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  • id: 242415515
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  • id: 242415516
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  • id: 242415517
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  • id: 242415518
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  • id: 242415519
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  • id: 242415520
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  • id: 242415521
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  • id: 242415522
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  • id: 242415523
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  • id: 242415524
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  • id: 242415525
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  • id: 242415526
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  • id: 242415527
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  • id: 242415528
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  • id: 242415529
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  • id: 242415530
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  • id: 242415531
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  • id: 242415532
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  • id: 242415533
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  • id: 242415534
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  • id: 242415535
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  • id: 242415536
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  • id: 242415537
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  • id: 242415538
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  • id: 242415539
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  • id: 242415540
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  • id: 242415541
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  • id: 242415542
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  • id: 242415543
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  • id: 242415544
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  • id: 242415545
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  • id: 242415546
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  • id: 242415547
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  • id: 242415548
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  • id: 242415549
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  • id: 242415550
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  • id: 242415551
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  • id: 242415552
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  • id: 242415553
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  • id: 242415554
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  • id: 242415555
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  • id: 242415556
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  • id: 242415557
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  • id: 242415558
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  • id: 242415559
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  • id: 242415560
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  • id: 242415561
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  • id: 242415562
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  • id: 242415563
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  • id: 242415564
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  • id: 242415565
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  • id: 242415566
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  • id: 242415567
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  • id: 242415568
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  • id: 242415569
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  • id: 242415570
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  • id: 242415571
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  • id: 242415572
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  • id: 242415573
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  • id: 242415574
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  • id: 242415575
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  • id: 242415576
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  • id: 242415577
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  • id: 242415578
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  • id: 242415579
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  • id: 242415580
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  • id: 242415581
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  • id: 242415582
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  • id: 242415583
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  • id: 242415584
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  • id: 242415585
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  • id: 242415586
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  • id: 242415587
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  • id: 242415588
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  • id: 242415589
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  • id: 242415590
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  • id: 242415591
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  • id: 242415592
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  • id: 242415593
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  • id: 242415594
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  • id: 242415595
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  • id: 242415596
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  • id: 242415597
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  • id: 242415598
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  • id: 242415599
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  • id: 242415600
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  • id: 242415601
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  • id: 242415602
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  • id: 242415603
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  • id: 242415604
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  • id: 242415605
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  • id: 242415606
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  • id: 242415607
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  • id: 242415608
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  • id: 242415609
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  • id: 242415610
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  • id: 242415611
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  • id: 242415612
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  • id: 242415613
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  • id: 242415614
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  • id: 242415615
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  • id: 242415616
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  • id: 242415617
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  • id: 242415618
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  • id: 242415619
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  • id: 242415620
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  • id: 242415621
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  • id: 242415622
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  • id: 242415623
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  • id: 242415624
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  • id: 242415625
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  • id: 242415626
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  • id: 242415627
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  • id: 242415628
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  • id: 242415629
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  • id: 242415630
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  • id: 242415631
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  • id: 242415632
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  • id: 242415633
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  • id: 242415634
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  • id: 242415635
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  • id: 242415636
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  • id: 242415637
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  • id: 242415638
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  • id: 242415639
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  • id: 242415640
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  • id: 242415641
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  • id: 242415642
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  • id: 242415643
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  • id: 242415644
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  • id: 242415645
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  • id: 242415646
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  • id: 242415647
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  • id: 242415648
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  • id: 242415649
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  • id: 242415650
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  • id: 242415651
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  • id: 242415652
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  • id: 242415653
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  • id: 242415654
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  • id: 242415655
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  • id: 242415656
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  • id: 242415657
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  • id: 242415658
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  • id: 242415659
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  • id: 242415660
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  • id: 242415661
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  • id: 242415662
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  • id: 242415663
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  • id: 242415664
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  • id: 242415665
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  • id: 242415666
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  • id: 242415667
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  • id: 242415668
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  • id: 242415669
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  • id: 242415670
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  • id: 242415671
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  • id: 242415672
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  • id: 242415673
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  • id: 242415674
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  • id: 242415675
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  • id: 242415676
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  • id: 242415677
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  • id: 242415678
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  • id: 242415679
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  • id: 242415680
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  • id: 242415681
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  • id: 242415682
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  • id: 242415683
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  • id: 242415684
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  • id: 242415685
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  • id: 242415686
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  • id: 242415687
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  • id: 242415688
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  • id: 242415689
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  • id: 242415690
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  • id: 242415691
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  • id: 242415692
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  • id: 242415693
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  • id: 242415694
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  • id: 242415695
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  • id: 242415696
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  • id: 242415697
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  • id: 242415698
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  • id: 242415699
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  • id: 242415700
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  • id: 242415701
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  • id: 242415702
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  • id: 242415703
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  • id: 242415704
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  • id: 242415705
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  • id: 242415706
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  • id: 242415707
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  • id: 242415708
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  • id: 242415709
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  • id: 242415710
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  • id: 242415711
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  • id: 242415712
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  • id: 242415713
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  • id: 242415714
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  • id: 242415715
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  • id: 242415716
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  • id: 242415717
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  • id: 242415718
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  • id: 242415719
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  • id: 242415720
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  • id: 242415721
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  • id: 242415722
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  • id: 242415723
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  • id: 242415724
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  • id: 242415725
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  • id: 242415726
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  • id: 242415727
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  • id: 242415728
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  • id: 242415729
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  • id: 242415730
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  • id: 242415731
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  • id: 242415732
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  • id: 242415733
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  • id: 242415734
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  • id: 242415735
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  • id: 242415736
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  • id: 242415737
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  • id: 242415738
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  • id: 242415739
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  • id: 242415740
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  • id: 242415741
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  • id: 242415742
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  • id: 242415743
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  • id: 242415744
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  • id: 242415745
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  • id: 242415746
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  • id: 242415747
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  • id: 242415748
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  • id: 242415749
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  • id: 242415750
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  • id: 242415751
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  • id: 242415752
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  • id: 242415753
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  • id: 242415754
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  • id: 242415755
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  • id: 242415756
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  • id: 242415757
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  • id: 242415758
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  • id: 242415759
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  • id: 242415760
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  • id: 242415761
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  • id: 242415762
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  • id: 242415763
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  • id: 242415764
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  • id: 242415765
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  • id: 242415766
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  • id: 242415767
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  • id: 242415768
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  • id: 242415769
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  • id: 242415770
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  • id: 242415771
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  • id: 242415772
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  • id: 242415773
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  • id: 242415774
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  • id: 242415775
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  • id: 242415776
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  • id: 242415777
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  • id: 242415778
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  • id: 242415779
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  • id: 242415780
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  • id: 242415781
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  • id: 242415782
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  • id: 242415783
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  • id: 242415784
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  • id: 242415785
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  • id: 242415786
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  • id: 242415787
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  • id: 242415788
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  • id: 242415789
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  • id: 242415790
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  • id: 242415791
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  • id: 242415792
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  • id: 242415793
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  • id: 242415794
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  • id: 242415795
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  • id: 242415796
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  • id: 242415797
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  • id: 242415798
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  • id: 242415799
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  • id: 242415800
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  • id: 242415801
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  • id: 242415802
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  • id: 242415803
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  • id: 242415804
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  • id: 242415805
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  • id: 242415806
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  • id: 242415807
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  • id: 242415808
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  • id: 242415809
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  • id: 242415810
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  • id: 242415811
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  • id: 242415812
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  • id: 242415813
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  • id: 242415814
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  • id: 242415815
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  • id: 242415816
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  • id: 242415817
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  • id: 242415818
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  • id: 242415819
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  • id: 242415820
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  • id: 242415821
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  • id: 242415822
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  • id: 242415823
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  • id: 242415824
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  • id: 242415825
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  • id: 242415826
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  • id: 242415827
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  • id: 242415828
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  • id: 242415829
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  • id: 242415830
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  • id: 242415831
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  • id: 242415832
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  • id: 242415833
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  • id: 242415834
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  • id: 242415835
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  • id: 242415836
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  • id: 242415837
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  • id: 242415838
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  • id: 242415839
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  • id: 242415840
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  • id: 242415841
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  • id: 242415842
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  • id: 242415843
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  • id: 242415844
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  • id: 242415845
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  • id: 242415846
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  • id: 242415847
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  • id: 242415848
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  • id: 242415849
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  • id: 242415850
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  • id: 242415851
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  • id: 242415852
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  • id: 242415853
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  • id: 242415854
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  • id: 242415855
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  • id: 242415856
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  • id: 242415857
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  • id: 242415858
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  • id: 242415859
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  • id: 242415860
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  • id: 242415861
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  • id: 242415862
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  • id: 242415863
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  • id: 242415864
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  • id: 242415865
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  • id: 242415866
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  • id: 242415867
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  • id: 242415868
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  • id: 242415869
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  • id: 242415870
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  • id: 242415871
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  • id: 242415872
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  • id: 242415873
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  • id: 242415874
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  • id: 242415875
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  • id: 242415876
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  • id: 242415877
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  • id: 242415878
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  • id: 242415879
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  • id: 242415880
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  • id: 242415881
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  • id: 242415882
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  • id: 242415883
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  • id: 242415884
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  • id: 242415885
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  • id: 242415886
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  • id: 242415887
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  • id: 242415888
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  • id: 242415889
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  • id: 242415890
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  • id: 242415891
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  • id: 242415892
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  • id: 242415893
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  • id: 242415894
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  • id: 242415895
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  • id: 242415896
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  • id: 242415897
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  • id: 242415898
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  • id: 242415899
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  • id: 242415900
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  • id: 242415901
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  • id: 242415902
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  • id: 242415903
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  • id: 242415904
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  • id: 242415905
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  • id: 242415906
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  • id: 242415907
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  • id: 242415908
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  • id: 242415909
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  • id: 242415910
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  • id: 242415911
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  • id: 242415912
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  • id: 242415913
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  • id: 242415914
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  • id: 242415915
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  • id: 242415916
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  • id: 242415917
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  • id: 242415918
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  • id: 242415919
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  • id: 242415920
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  • id: 242415921
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  • id: 242415922
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  • id: 242415923
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  • id: 242415924
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  • id: 242415925
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  • id: 242415926
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  • id: 242415927
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  • id: 242415928
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  • id: 242415929
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  • id: 242415930
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  • id: 242415931
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  • id: 242415932
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  • id: 242415933
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  • id: 242415934
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  • id: 242415935
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  • id: 242415936
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  • id: 242415937
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  • id: 242415938
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  • id: 242415939
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  • id: 242415940
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  • id: 242415941
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  • id: 242415942
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  • id: 242415943
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  • id: 242415944
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  • id: 242415945
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  • id: 242415946
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  • id: 242415947
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  • id: 242415948
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  • id: 242415949
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  • id: 242415950
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  • id: 242415951
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  • id: 242415952
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  • id: 242415953
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  • id: 242415954
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  • id: 242415955
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  • id: 242415956
    {'hecke_orbit_code': 76561193698860886, 'n': 957, 'trace_an': -36}
  • id: 242415957
    {'hecke_orbit_code': 76561193698860886, 'n': 958, 'trace_an': 175}
  • id: 242415958
    {'hecke_orbit_code': 76561193698860886, 'n': 959, 'trace_an': -1}
  • id: 242415959
    {'hecke_orbit_code': 76561193698860886, 'n': 960, 'trace_an': -8}
  • id: 242415960
    {'hecke_orbit_code': 76561193698860886, 'n': 961, 'trace_an': -114}
  • id: 242415961
    {'hecke_orbit_code': 76561193698860886, 'n': 962, 'trace_an': -63}
  • id: 242415962
    {'hecke_orbit_code': 76561193698860886, 'n': 963, 'trace_an': 13}
  • id: 242415963
    {'hecke_orbit_code': 76561193698860886, 'n': 964, 'trace_an': 25}
  • id: 242415964
    {'hecke_orbit_code': 76561193698860886, 'n': 965, 'trace_an': 28}
  • id: 242415965
    {'hecke_orbit_code': 76561193698860886, 'n': 966, 'trace_an': -12}
  • id: 242415966
    {'hecke_orbit_code': 76561193698860886, 'n': 967, 'trace_an': -120}
  • id: 242415967
    {'hecke_orbit_code': 76561193698860886, 'n': 968, 'trace_an': -2}
  • id: 242415968
    {'hecke_orbit_code': 76561193698860886, 'n': 969, 'trace_an': -14}
  • id: 242415969
    {'hecke_orbit_code': 76561193698860886, 'n': 970, 'trace_an': -43}
  • id: 242415970
    {'hecke_orbit_code': 76561193698860886, 'n': 971, 'trace_an': -159}
  • id: 242415971
    {'hecke_orbit_code': 76561193698860886, 'n': 972, 'trace_an': -10}
  • id: 242415972
    {'hecke_orbit_code': 76561193698860886, 'n': 973, 'trace_an': -25}
  • id: 242415973
    {'hecke_orbit_code': 76561193698860886, 'n': 974, 'trace_an': 11}
  • id: 242415974
    {'hecke_orbit_code': 76561193698860886, 'n': 975, 'trace_an': 4}
  • id: 242415975
    {'hecke_orbit_code': 76561193698860886, 'n': 976, 'trace_an': 15}
  • id: 242415976
    {'hecke_orbit_code': 76561193698860886, 'n': 977, 'trace_an': -55}
  • id: 242415977
    {'hecke_orbit_code': 76561193698860886, 'n': 978, 'trace_an': -32}
  • id: 242415978
    {'hecke_orbit_code': 76561193698860886, 'n': 979, 'trace_an': -130}
  • id: 242415979
    {'hecke_orbit_code': 76561193698860886, 'n': 980, 'trace_an': 8}
  • id: 242415980
    {'hecke_orbit_code': 76561193698860886, 'n': 981, 'trace_an': -18}
  • id: 242415981
    {'hecke_orbit_code': 76561193698860886, 'n': 982, 'trace_an': 31}
  • id: 242415982
    {'hecke_orbit_code': 76561193698860886, 'n': 983, 'trace_an': 21}
  • id: 242415983
    {'hecke_orbit_code': 76561193698860886, 'n': 984, 'trace_an': -24}
  • id: 242415984
    {'hecke_orbit_code': 76561193698860886, 'n': 985, 'trace_an': -61}
  • id: 242415985
    {'hecke_orbit_code': 76561193698860886, 'n': 986, 'trace_an': 66}
  • id: 242415986
    {'hecke_orbit_code': 76561193698860886, 'n': 987, 'trace_an': -16}
  • id: 242415987
    {'hecke_orbit_code': 76561193698860886, 'n': 988, 'trace_an': 16}
  • id: 242415988
    {'hecke_orbit_code': 76561193698860886, 'n': 989, 'trace_an': -42}
  • id: 242415989
    {'hecke_orbit_code': 76561193698860886, 'n': 990, 'trace_an': -1}
  • id: 242415990
    {'hecke_orbit_code': 76561193698860886, 'n': 991, 'trace_an': -105}
  • id: 242415991
    {'hecke_orbit_code': 76561193698860886, 'n': 992, 'trace_an': 28}
  • id: 242415992
    {'hecke_orbit_code': 76561193698860886, 'n': 993, 'trace_an': -5}
  • id: 242415993
    {'hecke_orbit_code': 76561193698860886, 'n': 994, 'trace_an': 5}
  • id: 242415994
    {'hecke_orbit_code': 76561193698860886, 'n': 995, 'trace_an': 14}
  • id: 242415995
    {'hecke_orbit_code': 76561193698860886, 'n': 996, 'trace_an': -24}
  • id: 242415996
    {'hecke_orbit_code': 76561193698860886, 'n': 997, 'trace_an': -5}
  • id: 242415997
    {'hecke_orbit_code': 76561193698860886, 'n': 998, 'trace_an': 27}
  • id: 242415998
    {'hecke_orbit_code': 76561193698860886, 'n': 999, 'trace_an': 3}
  • id: 242415999
    {'hecke_orbit_code': 76561193698860886, 'n': 1000, 'trace_an': 12}