Embedded newform data - 8048.2.a.x.1.4

Formats: - HTML - YAML - JSON - 2024-04-29T09:02:48.568156

• 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': 32192, 'analytic_conductor': 64.26360354672646, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [503, 1]], 'atkin_lehner_string': '++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [8048, 1, [1007, 6037, 2017], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 33, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [116224, 216560, -8213712, -42870476, -15046752, 282073467, 395122372, -670863595, -1509266059, 567496506, 2710706003, 309568238, -2739445725, -1063783683, 1661322904, 1003920503, -611581038, -528322928, 125996155, 176429505, -7179668, -39014549, -3372238, 5729902, 1051227, -539075, -149528, 28952, 12061, -529, -532, -23, 10, 1]], [5, [-9535488, -604430336, -1848786944, 7919519744, 30289558528, -11360591360, -122642361856, -58193667200, 181637683904, 143500203232, -142831215184, -146719926064, 69470887880, 88699032622, -22553670053, -35658067522, 5094929202, 10070552217, -819260517, -2053065687, 94723267, 305410238, -7865910, -33096020, 461698, 2576528, -18352, -139884, 446, 5010, -5, -106, 0, 1]], [7, [1527027904, -1474503705, -187972944081, -1054080762474, -1678579501180, 1313720029196, 5415710831593, 1308967071951, -6408747812048, -3592649659031, 4047443454997, 3168258477551, -1507095377024, -1581940435442, 321952625662, 509530844842, -26345057906, -111394648814, -5338009697, 16827099670, 2054439717, -1748377000, -324250883, 121352211, 30521071, -5217651, -1810796, 109528, 66228, 486, -1361, -71, 12, 1]], [13, [-116262986803488, 1039846379420432, -357524357753048, -6956414184330572, -2287728466194422, 12053387465395163, 7132409416380631, -8963479547316697, -7416586118681673, 3042107707243003, 3859747840352352, -274892225563038, -1139833852011121, -125264627671496, 202584551305679, 48323943624692, -21914709310728, -8181519459868, 1338256436577, 829565451484, -25224646336, -54280182906, -2692586889, 2317895420, 253831251, -62183960, -10543390, 911939, 246398, -3085, -3138, -96, 17, 1]]], 'hecke_orbit': 24, 'hecke_orbit_code': 103582791463083888, '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': False, 'label': '8048.2.a.x', 'level': 8048, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 503], 'level_radical': 1006, 'minimal_twist': '4024.2.a.g', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 33, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '8048.2.a', 'trace_display': [0, -10, 0, -12], 'traces': [33, 0, -10, 0, 0, 0, -12, 0, 47, 0, -22, 0, -17, 0, -22, 0, 9, 0, -16, 0, 6, 0, -36, 0, 47, 0, -34, 0, 13, 0, -21, 0, 14, 0, -33, 0, 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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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-0.2147932731936619, -0.41079119003179615, -0.17711622585559836, -0.1833130977165403, -0.09925687528760996, -0.10118348133968226, -0.33916697805226415, -0.037311979266263756, -0.2350459774940199, -0.22862262473087402, -0.20290103226476586, -0.06752503555106532, -0.24150429666217926, -0.23903438044823472, -0.2547362705267478], '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, 'hecke_orbit': 24, 'hecke_orbit_code': 103582791463083888, 'label': '8048.2.a.x.1.4', 'level': 8048, '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], [503, -1]], 52, 7], [[[2, 1], [503, 1]], 63, 4], [[[2, 1], [503, -1]], 63, 3], [[[2, -1], [503, 1]], 73, 11]], 'ALdims': [63, 63, 73, 52], 'Nk2': 32192, 'analytic_conductor': 64.26360354672646, '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': [8048, 1, [1007, 6037, 2017], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1003, 'dim': 251, 'eis_dim': 11, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5, 7, 13], 'hecke_orbit_code': 33562480, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 3, 5, 5, 10, 12, 12, 21, 21, 26, 28, 29, 33, 33], 'label': '8048.2.a', 'level': 8048, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 503], 'level_radical': 1006, 'mf_dim': 1014, 'mf_new_dim': 251, 'num_forms': 25, 'plus_dim': 115, 'prim_orbit_index': 1, 'relative_dim': 251, 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'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

  
  
  • id: 48500809
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 33, 'source_embedding_index': 4, 'source_hecke_orbit_code': 103582791463083888, 'source_is_minimal': False, 'source_label': '8048.2.a.x.1.4', 'source_level': 8048, 'target_conrey_index': 1, 'target_dim': 33, 'target_embedding_index': 4, 'target_hecke_orbit_code': 103582791463083888, 'target_is_minimal': False, 'target_label': '8048.2.a.x.1.4', 'target_level': 8048, 'twist_class_label': '4024.2.a.g.1.30', 'twist_class_level': 4024, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
  • id: 48500810
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 33, 'source_embedding_index': 4, 'source_hecke_orbit_code': 103582791463083888, 'source_is_minimal': False, 'source_label': '8048.2.a.x.1.4', 'source_level': 8048, 'target_conrey_index': 1, 'target_dim': 33, 'target_embedding_index': 30, 'target_hecke_orbit_code': 27021597797781432, 'target_is_minimal': True, 'target_label': '4024.2.a.g.1.30', 'target_level': 4024, 'twist_class_label': '4024.2.a.g.1.30', 'twist_class_level': 4024, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 2}
• hecke_orbit_code 103582791463083888 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': 24, 'label': '8048.2.a.x', 'level': 8048, 'portrait': 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', 'weight': 2}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 256232000
    {'hecke_orbit_code': 103582791463083888, 'n': 1, 'trace_an': 33}
  • id: 256232001
    {'hecke_orbit_code': 103582791463083888, 'n': 2, 'trace_an': 0}
  • id: 256232002
    {'hecke_orbit_code': 103582791463083888, 'n': 3, 'trace_an': -10}
  • id: 256232003
    {'hecke_orbit_code': 103582791463083888, 'n': 4, 'trace_an': 0}
  • id: 256232004
    {'hecke_orbit_code': 103582791463083888, 'n': 5, 'trace_an': 0}
  • id: 256232005
    {'hecke_orbit_code': 103582791463083888, 'n': 6, 'trace_an': 0}
  • id: 256232006
    {'hecke_orbit_code': 103582791463083888, 'n': 7, 'trace_an': -12}
  • id: 256232007
    {'hecke_orbit_code': 103582791463083888, 'n': 8, 'trace_an': 0}
  • id: 256232008
    {'hecke_orbit_code': 103582791463083888, 'n': 9, 'trace_an': 47}
  • id: 256232009
    {'hecke_orbit_code': 103582791463083888, 'n': 10, 'trace_an': 0}
  • id: 256232010
    {'hecke_orbit_code': 103582791463083888, 'n': 11, 'trace_an': -22}
  • id: 256232011
    {'hecke_orbit_code': 103582791463083888, 'n': 12, 'trace_an': 0}
  • id: 256232012
    {'hecke_orbit_code': 103582791463083888, 'n': 13, 'trace_an': -17}
  • id: 256232013
    {'hecke_orbit_code': 103582791463083888, 'n': 14, 'trace_an': 0}
  • id: 256232014
    {'hecke_orbit_code': 103582791463083888, 'n': 15, 'trace_an': -22}
  • id: 256232015
    {'hecke_orbit_code': 103582791463083888, 'n': 16, 'trace_an': 0}
  • id: 256232016
    {'hecke_orbit_code': 103582791463083888, 'n': 17, 'trace_an': 9}
  • id: 256232017
    {'hecke_orbit_code': 103582791463083888, 'n': 18, 'trace_an': 0}
  • id: 256232018
    {'hecke_orbit_code': 103582791463083888, 'n': 19, 'trace_an': -16}
  • id: 256232019
    {'hecke_orbit_code': 103582791463083888, 'n': 20, 'trace_an': 0}
  • id: 256232020
    {'hecke_orbit_code': 103582791463083888, 'n': 21, 'trace_an': 6}
  • id: 256232021
    {'hecke_orbit_code': 103582791463083888, 'n': 22, 'trace_an': 0}
  • id: 256232022
    {'hecke_orbit_code': 103582791463083888, 'n': 23, 'trace_an': -36}
  • id: 256232023
    {'hecke_orbit_code': 103582791463083888, 'n': 24, 'trace_an': 0}
  • id: 256232024
    {'hecke_orbit_code': 103582791463083888, 'n': 25, 'trace_an': 47}
  • id: 256232025
    {'hecke_orbit_code': 103582791463083888, 'n': 26, 'trace_an': 0}
  • id: 256232026
    {'hecke_orbit_code': 103582791463083888, 'n': 27, 'trace_an': -34}
  • id: 256232027
    {'hecke_orbit_code': 103582791463083888, 'n': 28, 'trace_an': 0}
  • id: 256232028
    {'hecke_orbit_code': 103582791463083888, 'n': 29, 'trace_an': 13}
  • id: 256232029
    {'hecke_orbit_code': 103582791463083888, 'n': 30, 'trace_an': 0}
  • id: 256232030
    {'hecke_orbit_code': 103582791463083888, 'n': 31, 'trace_an': -21}
  • id: 256232031
    {'hecke_orbit_code': 103582791463083888, 'n': 32, 'trace_an': 0}
  • id: 256232032
    {'hecke_orbit_code': 103582791463083888, 'n': 33, 'trace_an': 14}
  • id: 256232033
    {'hecke_orbit_code': 103582791463083888, 'n': 34, 'trace_an': 0}
  • id: 256232034
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  • id: 256232035
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  • id: 256232036
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  • id: 256232037
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  • id: 256232038
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  • id: 256232039
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  • id: 256232040
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  • id: 256232041
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  • id: 256232042
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  • id: 256232043
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  • id: 256232044
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  • id: 256232045
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  • id: 256232046
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  • id: 256232047
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  • id: 256232048
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  • id: 256232049
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  • id: 256232050
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  • id: 256232051
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  • id: 256232052
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  • id: 256232053
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  • id: 256232054
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  • id: 256232055
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  • id: 256232056
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  • id: 256232057
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  • id: 256232058
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  • id: 256232059
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  • id: 256232060
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  • id: 256232061
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  • id: 256232062
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  • id: 256232063
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  • id: 256232064
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  • id: 256232065
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  • id: 256232066
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  • id: 256232067
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  • id: 256232068
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  • id: 256232069
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  • id: 256232070
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  • id: 256232071
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  • id: 256232072
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  • id: 256232073
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  • id: 256232074
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  • id: 256232075
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  • id: 256232076
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  • id: 256232077
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  • id: 256232078
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  • id: 256232079
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  • id: 256232080
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  • id: 256232081
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  • id: 256232082
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  • id: 256232083
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  • id: 256232084
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  • id: 256232085
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  • id: 256232086
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  • id: 256232087
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  • id: 256232088
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  • id: 256232089
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  • id: 256232090
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  • id: 256232091
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  • id: 256232092
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  • id: 256232093
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  • id: 256232094
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  • id: 256232095
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  • id: 256232096
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  • id: 256232097
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  • id: 256232098
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  • id: 256232099
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  • id: 256232100
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  • id: 256232101
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  • id: 256232102
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  • id: 256232103
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  • id: 256232104
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  • id: 256232105
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  • id: 256232106
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  • id: 256232107
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  • id: 256232108
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  • id: 256232109
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  • id: 256232110
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  • id: 256232111
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  • id: 256232112
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  • id: 256232113
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  • id: 256232114
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  • id: 256232115
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  • id: 256232116
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  • id: 256232117
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  • id: 256232118
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  • id: 256232119
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  • id: 256232120
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  • id: 256232121
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  • id: 256232122
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  • id: 256232123
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  • id: 256232124
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  • id: 256232125
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  • id: 256232126
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  • id: 256232127
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  • id: 256232128
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  • id: 256232129
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  • id: 256232130
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  • id: 256232131
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  • id: 256232132
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  • id: 256232133
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  • id: 256232134
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  • id: 256232135
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  • id: 256232136
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  • id: 256232137
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  • id: 256232138
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  • id: 256232139
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  • id: 256232140
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  • id: 256232141
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  • id: 256232142
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  • id: 256232143
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  • id: 256232144
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  • id: 256232145
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  • id: 256232146
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  • id: 256232147
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  • id: 256232148
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  • id: 256232149
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  • id: 256232150
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  • id: 256232151
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  • id: 256232152
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  • id: 256232153
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  • id: 256232154
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  • id: 256232155
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  • id: 256232156
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  • id: 256232157
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  • id: 256232158
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  • id: 256232159
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  • id: 256232160
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  • id: 256232161
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  • id: 256232162
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  • id: 256232163
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  • id: 256232164
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  • id: 256232165
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  • id: 256232166
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  • id: 256232167
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  • id: 256232168
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  • id: 256232169
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  • id: 256232170
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  • id: 256232171
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  • id: 256232172
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  • id: 256232173
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  • id: 256232174
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  • id: 256232175
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  • id: 256232176
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  • id: 256232177
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  • id: 256232178
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  • id: 256232179
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  • id: 256232180
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  • id: 256232181
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  • id: 256232182
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  • id: 256232183
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  • id: 256232184
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  • id: 256232185
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  • id: 256232186
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  • id: 256232187
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  • id: 256232188
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  • id: 256232189
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  • id: 256232190
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  • id: 256232191
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  • id: 256232192
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  • id: 256232193
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  • id: 256232194
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  • id: 256232195
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  • id: 256232196
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  • id: 256232197
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  • id: 256232198
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  • id: 256232199
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  • id: 256232200
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  • id: 256232201
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  • id: 256232202
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  • id: 256232203
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  • id: 256232204
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  • id: 256232205
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  • id: 256232206
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  • id: 256232207
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  • id: 256232208
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  • id: 256232209
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  • id: 256232210
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  • id: 256232211
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  • id: 256232212
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  • id: 256232213
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  • id: 256232214
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  • id: 256232215
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  • id: 256232216
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  • id: 256232217
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  • id: 256232218
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  • id: 256232219
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  • id: 256232220
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  • id: 256232221
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  • id: 256232222
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  • id: 256232223
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  • id: 256232224
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  • id: 256232225
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  • id: 256232226
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  • id: 256232227
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  • id: 256232228
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  • id: 256232229
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  • id: 256232230
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  • id: 256232231
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  • id: 256232232
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  • id: 256232233
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  • id: 256232234
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  • id: 256232235
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  • id: 256232236
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  • id: 256232237
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  • id: 256232238
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  • id: 256232239
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  • id: 256232240
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  • id: 256232241
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  • id: 256232242
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  • id: 256232243
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  • id: 256232244
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  • id: 256232245
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  • id: 256232246
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  • id: 256232247
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  • id: 256232248
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  • id: 256232249
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  • id: 256232250
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  • id: 256232251
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  • id: 256232252
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  • id: 256232253
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  • id: 256232254
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  • id: 256232255
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  • id: 256232256
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  • id: 256232257
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  • id: 256232258
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  • id: 256232259
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  • id: 256232260
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  • id: 256232261
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  • id: 256232262
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  • id: 256232263
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  • id: 256232264
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  • id: 256232265
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  • id: 256232266
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  • id: 256232267
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  • id: 256232268
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  • id: 256232270
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  • id: 256232271
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  • id: 256232272
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  • id: 256232273
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  • id: 256232274
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  • id: 256232275
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  • id: 256232276
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  • id: 256232277
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  • id: 256232278
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  • id: 256232279
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  • id: 256232280
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  • id: 256232281
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  • id: 256232282
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  • id: 256232283
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  • id: 256232284
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  • id: 256232285
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  • id: 256232286
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  • id: 256232287
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  • id: 256232288
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  • id: 256232289
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  • id: 256232290
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  • id: 256232291
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  • id: 256232292
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  • id: 256232293
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  • id: 256232294
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  • id: 256232295
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  • id: 256232296
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  • id: 256232297
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  • id: 256232298
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  • id: 256232299
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  • id: 256232300
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  • id: 256232301
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  • id: 256232302
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  • id: 256232303
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  • id: 256232304
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  • id: 256232305
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  • id: 256232306
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  • id: 256232307
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  • id: 256232308
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  • id: 256232309
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  • id: 256232310
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  • id: 256232311
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  • id: 256232312
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  • id: 256232313
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  • id: 256232314
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  • id: 256232315
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  • id: 256232316
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  • id: 256232317
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  • id: 256232318
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  • id: 256232319
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  • id: 256232320
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  • id: 256232321
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  • id: 256232322
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  • id: 256232323
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  • id: 256232324
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  • id: 256232325
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  • id: 256232326
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  • id: 256232327
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  • id: 256232328
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  • id: 256232329
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  • id: 256232330
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  • id: 256232331
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  • id: 256232332
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  • id: 256232333
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  • id: 256232334
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  • id: 256232335
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  • id: 256232336
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  • id: 256232337
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  • id: 256232338
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  • id: 256232339
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  • id: 256232340
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  • id: 256232341
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  • id: 256232342
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  • id: 256232343
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  • id: 256232344
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  • id: 256232345
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  • id: 256232346
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  • id: 256232347
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  • id: 256232348
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  • id: 256232349
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  • id: 256232350
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  • id: 256232351
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  • id: 256232352
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  • id: 256232353
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  • id: 256232354
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  • id: 256232355
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  • id: 256232356
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  • id: 256232357
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  • id: 256232358
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  • id: 256232359
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  • id: 256232360
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  • id: 256232361
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  • id: 256232362
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  • id: 256232363
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  • id: 256232364
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  • id: 256232365
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  • id: 256232366
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  • id: 256232367
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  • id: 256232368
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  • id: 256232369
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  • id: 256232370
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  • id: 256232371
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  • id: 256232372
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  • id: 256232373
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  • id: 256232374
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  • id: 256232375
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  • id: 256232376
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  • id: 256232377
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  • id: 256232378
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  • id: 256232379
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  • id: 256232380
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  • id: 256232381
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  • id: 256232382
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  • id: 256232383
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  • id: 256232384
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  • id: 256232385
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  • id: 256232386
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  • id: 256232387
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  • id: 256232388
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  • id: 256232389
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  • id: 256232390
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  • id: 256232391
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  • id: 256232392
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  • id: 256232393
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  • id: 256232394
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  • id: 256232395
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  • id: 256232396
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  • id: 256232397
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  • id: 256232398
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  • id: 256232399
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  • id: 256232400
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  • id: 256232401
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  • id: 256232402
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  • id: 256232404
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  • id: 256232405
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  • id: 256232406
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  • id: 256232407
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  • id: 256232408
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  • id: 256232409
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  • id: 256232410
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  • id: 256232411
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  • id: 256232412
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  • id: 256232413
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  • id: 256232414
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  • id: 256232415
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  • id: 256232416
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  • id: 256232417
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  • id: 256232418
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  • id: 256232419
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  • id: 256232420
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  • id: 256232421
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  • id: 256232422
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  • id: 256232423
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  • id: 256232424
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  • id: 256232425
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  • id: 256232426
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  • id: 256232427
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  • id: 256232428
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  • id: 256232429
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  • id: 256232430
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  • id: 256232431
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  • id: 256232432
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  • id: 256232433
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  • id: 256232434
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  • id: 256232435
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  • id: 256232436
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  • id: 256232437
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  • id: 256232438
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  • id: 256232439
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  • id: 256232440
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  • id: 256232441
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  • id: 256232442
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  • id: 256232443
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  • id: 256232444
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  • id: 256232445
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  • id: 256232446
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  • id: 256232447
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  • id: 256232448
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  • id: 256232449
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  • id: 256232450
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  • id: 256232451
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  • id: 256232452
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  • id: 256232453
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  • id: 256232454
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  • id: 256232455
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  • id: 256232456
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  • id: 256232457
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  • id: 256232458
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  • id: 256232459
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  • id: 256232460
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  • id: 256232461
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  • id: 256232462
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  • id: 256232463
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  • id: 256232464
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  • id: 256232465
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  • id: 256232466
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  • id: 256232467
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  • id: 256232468
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  • id: 256232469
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  • id: 256232470
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  • id: 256232471
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  • id: 256232472
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  • id: 256232473
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  • id: 256232474
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  • id: 256232475
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  • id: 256232476
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  • id: 256232477
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  • id: 256232478
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  • id: 256232479
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  • id: 256232480
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  • id: 256232481
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  • id: 256232482
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  • id: 256232483
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  • id: 256232484
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  • id: 256232485
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  • id: 256232486
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  • id: 256232487
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  • id: 256232488
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  • id: 256232489
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  • id: 256232490
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  • id: 256232491
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  • id: 256232492
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  • id: 256232493
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  • id: 256232494
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  • id: 256232495
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  • id: 256232496
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  • id: 256232497
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  • id: 256232498
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  • id: 256232499
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  • id: 256232500
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  • id: 256232501
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  • id: 256232502
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  • id: 256232503
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  • id: 256232504
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  • id: 256232505
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  • id: 256232506
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  • id: 256232507
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  • id: 256232508
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  • id: 256232509
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  • id: 256232510
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  • id: 256232511
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  • id: 256232512
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  • id: 256232513
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  • id: 256232514
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  • id: 256232515
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  • id: 256232516
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  • id: 256232517
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  • id: 256232518
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  • id: 256232519
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  • id: 256232520
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  • id: 256232521
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  • id: 256232522
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  • id: 256232523
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  • id: 256232524
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  • id: 256232525
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  • id: 256232526
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  • id: 256232527
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  • id: 256232528
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  • id: 256232529
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  • id: 256232530
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  • id: 256232531
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  • id: 256232532
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  • id: 256232533
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  • id: 256232534
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  • id: 256232535
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  • id: 256232536
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  • id: 256232537
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  • id: 256232538
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  • id: 256232539
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  • id: 256232540
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  • id: 256232541
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  • id: 256232542
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  • id: 256232543
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  • id: 256232544
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  • id: 256232545
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  • id: 256232546
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  • id: 256232547
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  • id: 256232548
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  • id: 256232549
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  • id: 256232550
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  • id: 256232551
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  • id: 256232552
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  • id: 256232553
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  • id: 256232554
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  • id: 256232555
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  • id: 256232556
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  • id: 256232557
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  • id: 256232558
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  • id: 256232559
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  • id: 256232560
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  • id: 256232561
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  • id: 256232562
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  • id: 256232563
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  • id: 256232564
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  • id: 256232565
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  • id: 256232566
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  • id: 256232567
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  • id: 256232568
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  • id: 256232569
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  • id: 256232570
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  • id: 256232571
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  • id: 256232572
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  • id: 256232573
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  • id: 256232574
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  • id: 256232575
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  • id: 256232576
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  • id: 256232577
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  • id: 256232578
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  • id: 256232579
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  • id: 256232580
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  • id: 256232581
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  • id: 256232582
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  • id: 256232583
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  • id: 256232584
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  • id: 256232585
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  • id: 256232586
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  • id: 256232587
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  • id: 256232588
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  • id: 256232589
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  • id: 256232590
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  • id: 256232591
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  • id: 256232592
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  • id: 256232593
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  • id: 256232594
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  • id: 256232595
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  • id: 256232596
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  • id: 256232597
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  • id: 256232598
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  • id: 256232599
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  • id: 256232600
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  • id: 256232601
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  • id: 256232602
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  • id: 256232603
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  • id: 256232604
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  • id: 256232605
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  • id: 256232606
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  • id: 256232607
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  • id: 256232608
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  • id: 256232609
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  • id: 256232610
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  • id: 256232611
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  • id: 256232612
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  • id: 256232613
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  • id: 256232614
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  • id: 256232615
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  • id: 256232616
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  • id: 256232617
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  • id: 256232618
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  • id: 256232619
    {'hecke_orbit_code': 103582791463083888, 'n': 620, 'trace_an': 0}
  • id: 256232620
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  • id: 256232621
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  • id: 256232622
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  • id: 256232623
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  • id: 256232624
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  • id: 256232688
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  • id: 256232717
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  • id: 256232719
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  • id: 256232720
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  • id: 256232721
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  • id: 256232722
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  • id: 256232723
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  • id: 256232724
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  • id: 256232725
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  • id: 256232726
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  • id: 256232727
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  • id: 256232728
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  • id: 256232729
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  • id: 256232730
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  • id: 256232732
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  • id: 256232733
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  • id: 256232734
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  • id: 256232904
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  • id: 256232910
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  • id: 256232911
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  • id: 256232912
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  • id: 256232913
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  • id: 256232914
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  • id: 256232915
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  • id: 256232916
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  • id: 256232917
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  • id: 256232918
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  • id: 256232919
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  • id: 256232920
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  • id: 256232921
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  • id: 256232922
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  • id: 256232923
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  • id: 256232924
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  • id: 256232925
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  • id: 256232926
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  • id: 256232927
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  • id: 256232928
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  • id: 256232929
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  • id: 256232930
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  • id: 256232931
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  • id: 256232932
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  • id: 256232933
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  • id: 256232934
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  • id: 256232935
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  • id: 256232936
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  • id: 256232937
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  • id: 256232938
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  • id: 256232939
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  • id: 256232940
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  • id: 256232941
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  • id: 256232942
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  • id: 256232943
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  • id: 256232944
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  • id: 256232945
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  • id: 256232946
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  • id: 256232947
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  • id: 256232948
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  • id: 256232949
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  • id: 256232951
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  • id: 256232952
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  • id: 256232954
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  • id: 256232955
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  • id: 256232956
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  • id: 256232958
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  • id: 256232959
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  • id: 256232960
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  • id: 256232962
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  • id: 256232963
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  • id: 256232964
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  • id: 256232965
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  • id: 256232966
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  • id: 256232967
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  • id: 256232968
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  • id: 256232969
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  • id: 256232970
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  • id: 256232971
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  • id: 256232972
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