Embedded newform data - 4730.2.a.bb.1.1

Formats: - HTML - YAML - JSON - 2024-05-04T08:52:54.606241

• 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': 18920, 'analytic_conductor': 37.76924015606562, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, 1], [11, 1], [43, -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': [4730, 1, [947, 431, 1981], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 11, 'field_disc': 5494201729513484699200, 'field_disc_factorization': [[2, 6], [5, 2], [53, 1], [1117, 1], [2267, 1], [25586097811, 1]], 'field_poly': [128, -261, -343, 710, 323, -535, -130, 165, 21, -22, -1, 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': [[3, [-128, -261, 343, 710, -323, -535, 130, 165, -21, -22, 1, 1]], [7, [64, -9026, -13795, 7892, 10556, -2633, -2562, 426, 225, -36, -6, 1]], [13, [-512, 77120, -72928, -52576, 69808, -9448, -7792, 1680, 306, -74, -4, 1]]], 'hecke_orbit': 28, 'hecke_orbit_code': 121597189972562554, 'hecke_ring_generator_nbound': 7, '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': '4730.2.a.bb', 'level': 4730, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5, 11, 43], 'level_radical': 4730, 'minimal_twist': '4730.2.a.bb', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}-\\beta _{1}q^{3}+q^{4}-q^{5}+\\beta _{1}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 11, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '4730.2.a', 'trace_display': [-11, -1, -11, 6], 'trace_hash': 378098402333374932, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.189', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.462', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6.913', 'prec': 17}, {'__RealLiteral__': 0, 'data': '272.574', 'prec': 24}, {'__RealLiteral__': 0, 'data': '435.030', 'prec': 24}, {'__RealLiteral__': 0, 'data': '12883.907', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [11, -11, -1, 11, -11, 1, 6, -11, 12, 11, -11, -1, 4, -6, 1, 11, -10, -12, 14, -11, -2, 11, -18, 1, 11, -4, 2, 6, -6, -1, 13, -11, 1, 10, -6, 12, 1, -14, 12, 11, 12, 2, 11, -11, -12, 18, -5, -1, 31, -11, 1, 4, -27, -2, 11, -6, -5, 6, 11, 1, 36, -13, 17, 11, -4, -1, 18, -10, 14, 6, -14, -12, -11, -1, -1, 14, -6, -12, 28, -11, 7, -12, -4, -2, 10, -11, 38, 11, -7, 12, 14, -18, -3, 5, -14, 1, -1, -31, -12, 11, 25, -1, 1, -4, 2, 27, -2, 2, 35, -11, -9, 6, -27, 5, 18, -6, 6, -11, 3, -1, 11, -36, 48, 13, -11, -17, 43, -11, 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8, -10, -53, 167, 156, -173, 10, -40, 329, 27, -128, -211, -136, -78, -1], 'weight': 2, 'weight_parity': 1}
• 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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-0.20447606971235452, -0.0789692609685199, -0.3705529137051191, -0.17346715107945657, -0.4562225701891746, -0.3331043330259519, -0.3467169868506082, -0.03768632556146593, -0.2891577646494932, -0.39362586145477885, -0.2729787958292736, -0.45464637578251005, -0.20631837419476146, -0.294691240276836, -0.3070735120016348], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 2.875552691880997, 'hecke_orbit': 28, 'hecke_orbit_code': 121597189972562554, 'label': '4730.2.a.bb.1.1', 'level': 4730, '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], [5, -1], [11, -1], [43, 1]], 8, 1], [[[2, -1], [5, -1], [11, -1], [43, -1]], 4, 3], [[[2, -1], [5, -1], [11, -1], [43, 1]], 13, 3], [[[2, -1], [5, 1], [11, 1], [43, 1]], 10, 1], [[[2, 1], [5, -1], [11, -1], [43, -1]], 11, 2], [[[2, 1], [5, 1], [11, -1], [43, -1]], 5, 3], [[[2, 1], [5, -1], [11, 1], [43, 1]], 8, 1], [[[2, 1], [5, 1], [11, -1], [43, 1]], 11, 1], [[[2, 1], [5, 1], [11, 1], [43, 1]], 8, 1], [[[2, -1], [5, -1], [11, 1], [43, 1]], 6, 2], [[[2, -1], [5, -1], [11, 1], [43, -1]], 13, 2], [[[2, -1], [5, 1], [11, -1], [43, -1]], 13, 1], [[[2, -1], [5, 1], [11, 1], [43, -1]], 6, 4], [[[2, 1], [5, 1], [11, 1], [43, -1]], 11, 1], [[[2, 1], [5, -1], [11, 1], [43, -1]], 8, 4], [[[2, -1], [5, 1], [11, -1], [43, 1]], 6, 2]], 'ALdims': [8, 11, 11, 5, 8, 8, 8, 11, 10, 6, 6, 13, 6, 13, 13, 4], 'Nk2': 18920, 'analytic_conductor': 37.76924015606562, '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': [4730, 1, [947, 431, 1981], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 785, 'dim': 141, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 7, 13], 'hecke_orbit_code': 33559162, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 3, 4, 5, 8, 8, 8, 10, 10, 11, 11, 11, 12, 13], 'label': '4730.2.a', 'level': 4730, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5, 11, 43], 'level_radical': 4730, 'mf_dim': 800, 'mf_new_dim': 141, 'num_forms': 32, 'plus_dim': 51, 'prim_orbit_index': 1, 'relative_dim': 141, 'sturm_bound': 1584, 'trace_bound': 7, 'trace_display': [1, 4, 1, 8], 'traces': [141, 1, 4, 141, 1, 4, 8, 1, 153, 1, 1, 4, 14, 8, 4, 141, 2, 13, 4, 1, 32, 1, 8, 4, 141, 14, 40, 8, 14, 4, 32, 1, 4, 18, 8, 153, 22, -4, 8, 1, 42, -16, 1, 1, 13, 24, -32, 4, 181, 1, 8, 14, -50, -56, 1, 8, -32, 22, 12, 4, 62, -32, -8, 141, 14, 4, 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• 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': 11, 'source_embedding_index': 1, 'source_hecke_orbit_code': 121597189972562554, 'source_is_minimal': True, 'source_label': '4730.2.a.bb.1.1', 'source_level': 4730, 'target_conrey_index': 1, 'target_dim': 11, 'target_embedding_index': 1, 'target_hecke_orbit_code': 121597189972562554, 'target_is_minimal': True, 'target_label': '4730.2.a.bb.1.1', 'target_level': 4730, 'twist_class_label': '4730.2.a.bb.1.1', 'twist_class_level': 4730, '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: 3689800
    {'charpoly_factorization': [[[1, 1], 11]], 'hecke_orbit_code': 121597189972562554, 'p': 2}
  • id: 3689801
    {'charpoly_factorization': [[[-128, -261, 343, 710, -323, -535, 130, 165, -21, -22, 1, 1], 1]], 'hecke_orbit_code': 121597189972562554, 'p': 3}
  • id: 3689802
    {'charpoly_factorization': [[[1, 1], 11]], 'hecke_orbit_code': 121597189972562554, 'p': 5}
  • id: 3689803
    {'charpoly_factorization': [[[64, -9026, -13795, 7892, 10556, -2633, -2562, 426, 225, -36, -6, 1], 1]], 'hecke_orbit_code': 121597189972562554, 'p': 7}
  • id: 3689804
    {'charpoly_factorization': [[[1, 1], 11]], 'hecke_orbit_code': 121597189972562554, 'p': 11}
  • id: 3689805
    {'charpoly_factorization': [[[-512, 77120, -72928, -52576, 69808, -9448, -7792, 1680, 306, -74, -4, 1], 1]], 'hecke_orbit_code': 121597189972562554, 'p': 13}
  • id: 3689806
    {'charpoly_factorization': [[[-2457600, 634150, 1344985, -196610, -280426, 11255, 25828, 1062, -913, -74, 10, 1], 1]], 'hecke_orbit_code': 121597189972562554, 'p': 17}
  • id: 3689807
    {'charpoly_factorization': [[[-2538200, 19529906, -6626297, -2721216, 1114246, 107401, -64476, -82, 1579, -70, -14, 1], 1]], 'hecke_orbit_code': 121597189972562554, 'p': 19}
  • id: 3689808
    {'charpoly_factorization': [[[10752, 22720, -20512, -46624, 11040, 23384, 1616, -2640, -426, 66, 18, 1], 1]], 'hecke_orbit_code': 121597189972562554, 'p': 23}
  • id: 3689809
    {'charpoly_factorization': [[[-2386272, -1144784, 1742960, 648336, -318004, -101056, 22618, 5995, -642, -134, 6, 1], 1]], 'hecke_orbit_code': 121597189972562554, 'p': 29}
  • id: 3689810
    {'charpoly_factorization': [[[-16384, 123904, -154368, -20480, 74176, 1296, -10920, 116, 641, -25, -13, 1], 1]], 'hecke_orbit_code': 121597189972562554, 'p': 31}
  • id: 3689811
    {'charpoly_factorization': [[[56391424, -11020576, -19414480, 4569696, 1895712, -519860, -49216, 17088, 439, -221, -1, 1], 1]], 'hecke_orbit_code': 121597189972562554, 'p': 37}
  • id: 3689812
    {'charpoly_factorization': [[[-8467200, 39406528, -26713312, 104384, 3000160, -226504, -119384, 10196, 2010, -170, -12, 1], 1]], 'hecke_orbit_code': 121597189972562554, 'p': 41}
  • id: 3689813
    {'charpoly_factorization': [[[-1, 1], 11]], 'hecke_orbit_code': 121597189972562554, 'p': 43}
  • id: 3689814
    {'charpoly_factorization': [[[78935808, -126019696, -3925360, 31466440, -1991928, -1647667, 85353, 34076, -1159, -306, 5, 1], 1]], 'hecke_orbit_code': 121597189972562554, 'p': 47}
  • id: 3689815
    {'charpoly_factorization': [[[18234, -404365, -1125467, 1497880, 2528373, 894523, 28924, -25755, -2907, 100, 27, 1], 1]], 'hecke_orbit_code': 121597189972562554, 'p': 53}
  • id: 3689816
    {'charpoly_factorization': [[[-123936, -822560, -1488310, -319956, 503208, 122829, -57487, -5130, 2843, -182, -11, 1], 1]], 'hecke_orbit_code': 121597189972562554, 'p': 59}
  • id: 3689817
    {'charpoly_factorization': [[[-11846695072, 4283870064, 526428688, -308217896, 2242572, 7794576, -439826, -78027, 7348, 168, -36, 1], 1]], 'hecke_orbit_code': 121597189972562554, 'p': 61}
  • id: 3689818
    {'charpoly_factorization': [[[334569472, -531896320, 318547968, -82687488, 4359552, 2178496, -372064, -5256, 4780, -180, -18, 1], 1]], 'hecke_orbit_code': 121597189972562554, 'p': 67}
  • id: 3689819
    {'charpoly_factorization': [[[10307904, 963388, -15668771, -8330978, 2365606, 2577749, 553212, 13854, -5717, -344, 14, 1], 1]], 'hecke_orbit_code': 121597189972562554, 'p': 71}
  • id: 3689820
    {'charpoly_factorization': [[[25825024, 147444736, 158556800, 28201536, -10927280, -2222960, 297008, 48292, -3352, -384, 11, 1], 1]], 'hecke_orbit_code': 121597189972562554, 'p': 73}
  • id: 3689821
    {'charpoly_factorization': [[[2213384, 24555854, -2166302, -7888628, 770627, 721468, -92277, -21595, 3609, 63, -28, 1], 1]], 'hecke_orbit_code': 121597189972562554, 'p': 79}
  • id: 3689822
    {'charpoly_factorization': [[[-113350872, 127275530, 229356246, 21364414, -33028431, -5500784, 457713, 94143, -2281, -537, 4, 1], 1]], 'hecke_orbit_code': 121597189972562554, 'p': 83}
  • id: 3689823
    {'charpoly_factorization': [[[-143697408, -249140320, 36236944, 48149840, -4560904, -2571124, 159016, 50822, -1943, -397, 7, 1], 1]], 'hecke_orbit_code': 121597189972562554, 'p': 89}
  • id: 3689824
    {'charpoly_factorization': [[[-2722445824, -6370575616, -710780800, 555646304, 26557904, -14964512, -241728, 158700, 372, -680, 1, 1], 1]], 'hecke_orbit_code': 121597189972562554, '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': 28, 'label': '4730.2.a.bb', 'level': 4730, 'portrait': 'data:image/png;base64,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', 'weight': 2}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 261909000
    {'hecke_orbit_code': 121597189972562554, 'n': 1, 'trace_an': 11}
  • id: 261909001
    {'hecke_orbit_code': 121597189972562554, 'n': 2, 'trace_an': -11}
  • id: 261909002
    {'hecke_orbit_code': 121597189972562554, 'n': 3, 'trace_an': -1}
  • id: 261909003
    {'hecke_orbit_code': 121597189972562554, 'n': 4, 'trace_an': 11}
  • id: 261909004
    {'hecke_orbit_code': 121597189972562554, 'n': 5, 'trace_an': -11}
  • id: 261909005
    {'hecke_orbit_code': 121597189972562554, 'n': 6, 'trace_an': 1}
  • id: 261909006
    {'hecke_orbit_code': 121597189972562554, 'n': 7, 'trace_an': 6}
  • id: 261909007
    {'hecke_orbit_code': 121597189972562554, 'n': 8, 'trace_an': -11}
  • id: 261909008
    {'hecke_orbit_code': 121597189972562554, 'n': 9, 'trace_an': 12}
  • id: 261909009
    {'hecke_orbit_code': 121597189972562554, 'n': 10, 'trace_an': 11}
  • id: 261909010
    {'hecke_orbit_code': 121597189972562554, 'n': 11, 'trace_an': -11}
  • id: 261909011
    {'hecke_orbit_code': 121597189972562554, 'n': 12, 'trace_an': -1}
  • id: 261909012
    {'hecke_orbit_code': 121597189972562554, 'n': 13, 'trace_an': 4}
  • id: 261909013
    {'hecke_orbit_code': 121597189972562554, 'n': 14, 'trace_an': -6}
  • id: 261909014
    {'hecke_orbit_code': 121597189972562554, 'n': 15, 'trace_an': 1}
  • id: 261909015
    {'hecke_orbit_code': 121597189972562554, 'n': 16, 'trace_an': 11}
  • id: 261909016
    {'hecke_orbit_code': 121597189972562554, 'n': 17, 'trace_an': -10}
  • id: 261909017
    {'hecke_orbit_code': 121597189972562554, 'n': 18, 'trace_an': -12}
  • id: 261909018
    {'hecke_orbit_code': 121597189972562554, 'n': 19, 'trace_an': 14}
  • id: 261909019
    {'hecke_orbit_code': 121597189972562554, 'n': 20, 'trace_an': -11}
  • id: 261909020
    {'hecke_orbit_code': 121597189972562554, 'n': 21, 'trace_an': -2}
  • id: 261909021
    {'hecke_orbit_code': 121597189972562554, 'n': 22, 'trace_an': 11}
  • id: 261909022
    {'hecke_orbit_code': 121597189972562554, 'n': 23, 'trace_an': -18}
  • id: 261909023
    {'hecke_orbit_code': 121597189972562554, 'n': 24, 'trace_an': 1}
  • id: 261909024
    {'hecke_orbit_code': 121597189972562554, 'n': 25, 'trace_an': 11}
  • id: 261909025
    {'hecke_orbit_code': 121597189972562554, 'n': 26, 'trace_an': -4}
  • id: 261909026
    {'hecke_orbit_code': 121597189972562554, 'n': 27, 'trace_an': 2}
  • id: 261909027
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  • id: 261909028
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  • id: 261909029
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  • id: 261909030
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  • id: 261909031
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  • id: 261909032
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  • id: 261909033
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  • id: 261909034
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  • id: 261909035
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  • id: 261909036
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  • id: 261909037
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  • id: 261909038
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  • id: 261909039
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  • id: 261909040
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  • id: 261909041
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  • id: 261909042
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  • id: 261909043
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  • id: 261909044
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  • id: 261909045
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  • id: 261909046
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  • id: 261909047
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  • id: 261909048
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  • id: 261909049
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  • id: 261909050
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  • id: 261909051
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  • id: 261909052
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  • id: 261909053
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  • id: 261909054
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  • id: 261909055
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  • id: 261909056
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  • id: 261909057
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  • id: 261909058
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  • id: 261909059
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  • id: 261909060
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  • id: 261909061
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  • id: 261909062
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  • id: 261909063
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  • id: 261909064
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  • id: 261909065
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  • id: 261909066
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  • id: 261909067
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  • id: 261909068
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  • id: 261909069
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  • id: 261909070
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  • id: 261909071
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  • id: 261909072
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  • id: 261909073
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  • id: 261909074
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  • id: 261909075
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  • id: 261909076
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  • id: 261909077
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  • id: 261909078
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  • id: 261909079
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  • id: 261909080
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  • id: 261909081
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  • id: 261909082
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  • id: 261909083
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  • id: 261909084
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  • id: 261909085
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  • id: 261909086
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  • id: 261909087
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  • id: 261909088
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  • id: 261909089
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  • id: 261909090
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  • id: 261909091
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  • id: 261909092
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  • id: 261909093
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  • id: 261909094
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  • id: 261909095
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  • id: 261909096
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  • id: 261909097
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  • id: 261909098
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  • id: 261909099
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  • id: 261909100
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  • id: 261909101
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  • id: 261909102
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  • id: 261909103
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  • id: 261909104
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  • id: 261909105
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  • id: 261909106
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  • id: 261909107
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  • id: 261909108
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  • id: 261909109
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  • id: 261909110
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  • id: 261909111
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  • id: 261909112
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  • id: 261909113
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  • id: 261909114
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  • id: 261909115
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  • id: 261909116
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  • id: 261909117
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  • id: 261909118
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  • id: 261909119
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  • id: 261909120
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  • id: 261909121
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  • id: 261909122
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  • id: 261909123
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  • id: 261909124
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  • id: 261909125
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  • id: 261909126
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  • id: 261909127
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  • id: 261909128
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  • id: 261909129
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  • id: 261909130
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  • id: 261909131
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  • id: 261909132
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  • id: 261909133
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  • id: 261909134
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  • id: 261909135
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  • id: 261909136
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  • id: 261909137
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  • id: 261909138
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  • id: 261909139
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  • id: 261909140
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  • id: 261909141
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  • id: 261909142
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  • id: 261909143
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  • id: 261909144
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  • id: 261909145
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  • id: 261909146
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  • id: 261909147
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  • id: 261909148
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  • id: 261909149
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  • id: 261909150
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  • id: 261909151
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  • id: 261909152
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  • id: 261909153
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  • id: 261909154
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  • id: 261909155
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  • id: 261909156
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  • id: 261909157
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  • id: 261909158
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  • id: 261909159
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  • id: 261909160
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  • id: 261909161
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  • id: 261909162
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  • id: 261909163
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  • id: 261909164
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  • id: 261909165
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  • id: 261909166
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  • id: 261909167
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  • id: 261909168
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  • id: 261909169
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  • id: 261909170
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  • id: 261909171
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  • id: 261909172
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  • id: 261909173
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  • id: 261909174
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  • id: 261909175
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  • id: 261909176
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  • id: 261909177
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  • id: 261909178
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  • id: 261909179
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  • id: 261909180
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  • id: 261909181
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  • id: 261909182
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  • id: 261909183
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  • id: 261909184
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  • id: 261909185
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  • id: 261909186
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  • id: 261909187
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  • id: 261909188
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  • id: 261909189
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  • id: 261909190
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  • id: 261909191
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  • id: 261909192
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  • id: 261909193
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  • id: 261909194
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  • id: 261909195
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  • id: 261909196
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  • id: 261909197
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  • id: 261909198
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  • id: 261909199
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  • id: 261909200
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  • id: 261909201
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  • id: 261909202
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  • id: 261909203
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  • id: 261909204
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  • id: 261909205
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  • id: 261909206
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  • id: 261909207
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  • id: 261909208
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  • id: 261909209
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  • id: 261909210
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  • id: 261909211
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  • id: 261909212
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  • id: 261909213
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  • id: 261909214
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  • id: 261909215
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  • id: 261909216
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  • id: 261909217
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  • id: 261909218
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  • id: 261909414
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  • id: 261909418
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  • id: 261909419
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  • id: 261909420
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  • id: 261909422
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  • id: 261909423
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  • id: 261909424
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  • id: 261909425
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  • id: 261909426
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  • id: 261909429
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  • id: 261909430
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  • id: 261909431
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  • id: 261909435
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  • id: 261909444
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  • id: 261909448
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  • id: 261909450
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  • id: 261909452
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  • id: 261909453
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  • id: 261909456
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  • id: 261909462
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  • id: 261909500
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  • id: 261909503
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  • id: 261909504
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  • id: 261909505
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  • id: 261909507
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  • id: 261909508
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  • id: 261909511
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  • id: 261909512
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  • id: 261909513
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  • id: 261909514
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  • id: 261909515
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  • id: 261909516
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  • id: 261909518
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  • id: 261909519
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  • id: 261909521
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  • id: 261909522
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  • id: 261909523
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  • id: 261909525
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  • id: 261909530
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  • id: 261909531
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  • id: 261909532
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  • id: 261909535
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  • id: 261909537
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  • id: 261909538
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  • id: 261909540
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  • id: 261909542
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  • id: 261909543
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  • id: 261909544
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  • id: 261909549
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  • id: 261909552
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  • id: 261909553
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  • id: 261909554
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  • id: 261909556
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  • id: 261909601
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  • id: 261909602
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  • id: 261909603
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  • id: 261909604
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  • id: 261909605
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  • id: 261909606
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  • id: 261909607
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  • id: 261909608
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  • id: 261909609
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  • id: 261909610
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  • id: 261909611
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  • id: 261909612
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  • id: 261909613
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  • id: 261909614
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  • id: 261909615
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  • id: 261909616
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  • id: 261909617
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  • id: 261909618
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  • id: 261909619
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  • id: 261909620
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  • id: 261909621
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  • id: 261909622
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  • id: 261909623
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  • id: 261909624
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  • id: 261909625
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  • id: 261909626
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  • id: 261909627
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  • id: 261909628
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  • id: 261909629
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  • id: 261909630
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  • id: 261909631
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  • id: 261909632
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  • id: 261909633
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  • id: 261909634
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  • id: 261909635
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  • id: 261909636
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  • id: 261909637
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  • id: 261909638
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  • id: 261909639
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  • id: 261909640
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  • id: 261909641
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  • id: 261909642
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  • id: 261909643
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  • id: 261909644
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  • id: 261909645
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  • id: 261909646
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  • id: 261909647
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  • id: 261909648
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  • id: 261909649
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  • id: 261909650
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  • id: 261909651
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  • id: 261909652
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  • id: 261909653
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  • id: 261909654
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  • id: 261909655
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  • id: 261909656
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  • id: 261909657
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  • id: 261909658
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  • id: 261909660
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  • id: 261909661
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  • id: 261909662
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  • id: 261909663
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  • id: 261909664
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  • id: 261909665
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  • id: 261909666
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  • id: 261909667
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  • id: 261909668
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  • id: 261909669
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  • id: 261909670
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  • id: 261909671
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  • id: 261909672
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  • id: 261909673
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  • id: 261909674
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  • id: 261909675
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  • id: 261909676
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  • id: 261909677
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  • id: 261909678
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  • id: 261909679
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  • id: 261909680
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  • id: 261909681
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  • id: 261909682
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  • id: 261909683
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  • id: 261909684
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  • id: 261909685
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  • id: 261909686
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  • id: 261909687
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  • id: 261909688
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  • id: 261909689
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  • id: 261909690
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  • id: 261909691
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  • id: 261909692
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  • id: 261909693
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  • id: 261909694
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  • id: 261909695
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  • id: 261909696
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  • id: 261909697
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  • id: 261909698
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  • id: 261909699
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  • id: 261909700
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  • id: 261909701
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  • id: 261909702
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  • id: 261909703
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  • id: 261909704
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  • id: 261909705
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  • id: 261909706
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  • id: 261909707
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  • id: 261909708
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  • id: 261909709
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  • id: 261909710
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  • id: 261909711
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  • id: 261909712
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  • id: 261909713
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  • id: 261909714
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  • id: 261909715
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  • id: 261909716
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  • id: 261909717
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  • id: 261909718
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  • id: 261909719
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  • id: 261909720
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  • id: 261909721
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  • id: 261909722
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  • id: 261909723
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  • id: 261909724
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  • id: 261909725
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  • id: 261909726
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  • id: 261909727
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  • id: 261909728
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  • id: 261909729
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  • id: 261909730
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  • id: 261909731
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  • id: 261909732
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  • id: 261909733
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  • id: 261909734
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  • id: 261909735
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  • id: 261909736
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  • id: 261909737
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  • id: 261909738
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  • id: 261909739
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  • id: 261909740
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  • id: 261909741
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  • id: 261909742
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  • id: 261909743
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  • id: 261909744
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  • id: 261909745
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  • id: 261909746
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  • id: 261909747
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  • id: 261909748
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  • id: 261909749
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  • id: 261909750
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  • id: 261909751
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  • id: 261909752
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  • id: 261909753
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  • id: 261909754
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  • id: 261909755
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  • id: 261909756
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  • id: 261909759
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  • id: 261909760
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  • id: 261909761
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  • id: 261909762
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  • id: 261909763
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  • id: 261909764
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  • id: 261909765
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  • id: 261909766
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  • id: 261909767
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  • id: 261909768
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  • id: 261909769
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  • id: 261909771
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  • id: 261909773
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  • id: 261909774
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  • id: 261909775
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  • id: 261909776
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  • id: 261909778
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  • id: 261909779
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  • id: 261909780
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  • id: 261909781
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  • id: 261909782
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  • id: 261909783
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  • id: 261909784
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  • id: 261909785
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  • id: 261909786
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  • id: 261909787
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  • id: 261909788
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  • id: 261909789
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  • id: 261909790
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  • id: 261909793
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  • id: 261909794
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  • id: 261909795
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  • id: 261909798
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  • id: 261909799
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  • id: 261909800
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  • id: 261909801
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  • id: 261909802
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  • id: 261909803
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  • id: 261909804
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  • id: 261909805
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  • id: 261909810
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  • id: 261909811
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  • id: 261909812
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  • id: 261909813
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  • id: 261909814
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  • id: 261909815
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  • id: 261909816
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  • id: 261909818
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  • id: 261909819
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  • id: 261909820
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  • id: 261909821
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  • id: 261909822
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  • id: 261909823
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  • id: 261909824
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  • id: 261909825
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  • id: 261909826
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  • id: 261909827
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  • id: 261909828
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  • id: 261909829
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  • id: 261909830
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  • id: 261909831
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  • id: 261909832
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  • id: 261909833
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  • id: 261909834
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  • id: 261909835
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  • id: 261909836
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  • id: 261909837
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  • id: 261909838
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  • id: 261909839
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  • id: 261909840
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  • id: 261909843
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  • id: 261909844
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  • id: 261909850
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  • id: 261909851
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  • id: 261909852
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  • id: 261909854
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  • id: 261909858
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  • id: 261909860
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  • id: 261909861
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  • id: 261909862
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  • id: 261909863
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  • id: 261909864
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  • id: 261909865
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  • id: 261909866
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  • id: 261909870
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  • id: 261909874
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  • id: 261909875
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  • id: 261909876
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  • id: 261909877
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  • id: 261909878
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  • id: 261909879
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  • id: 261909880
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  • id: 261909881
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  • id: 261909882
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  • id: 261909883
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  • id: 261909884
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  • id: 261909885
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  • id: 261909886
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  • id: 261909887
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  • id: 261909888
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  • id: 261909889
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  • id: 261909890
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  • id: 261909891
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  • id: 261909892
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  • id: 261909893
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  • id: 261909894
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  • id: 261909901
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  • id: 261909902
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  • id: 261909903
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  • id: 261909904
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  • id: 261909909
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  • id: 261909910
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  • id: 261909911
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  • id: 261909912
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  • id: 261909913
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  • id: 261909914
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  • id: 261909915
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  • id: 261909916
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  • id: 261909917
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  • id: 261909919
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  • id: 261909920
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  • id: 261909921
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  • id: 261909922
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  • id: 261909923
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  • id: 261909924
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  • id: 261909925
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  • id: 261909926
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  • id: 261909927
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  • id: 261909928
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  • id: 261909929
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  • id: 261909930
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  • id: 261909931
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  • id: 261909932
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  • id: 261909933
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  • id: 261909934
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  • id: 261909935
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  • id: 261909936
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  • id: 261909937
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  • id: 261909938
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  • id: 261909939
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  • id: 261909940
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  • id: 261909947
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  • id: 261909949
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  • id: 261909954
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  • id: 261909975
    {'hecke_orbit_code': 121597189972562554, 'n': 976, 'trace_an': 36}
  • id: 261909976
    {'hecke_orbit_code': 121597189972562554, 'n': 977, 'trace_an': -9}
  • id: 261909977
    {'hecke_orbit_code': 121597189972562554, 'n': 978, 'trace_an': 2}
  • id: 261909978
    {'hecke_orbit_code': 121597189972562554, 'n': 979, 'trace_an': 7}
  • id: 261909979
    {'hecke_orbit_code': 121597189972562554, 'n': 980, 'trace_an': -31}
  • id: 261909980
    {'hecke_orbit_code': 121597189972562554, 'n': 981, 'trace_an': 50}
  • id: 261909981
    {'hecke_orbit_code': 121597189972562554, 'n': 982, 'trace_an': -4}
  • id: 261909982
    {'hecke_orbit_code': 121597189972562554, 'n': 983, 'trace_an': -28}
  • id: 261909983
    {'hecke_orbit_code': 121597189972562554, 'n': 984, 'trace_an': -48}
  • id: 261909984
    {'hecke_orbit_code': 121597189972562554, 'n': 985, 'trace_an': -10}
  • id: 261909985
    {'hecke_orbit_code': 121597189972562554, 'n': 986, 'trace_an': -71}
  • id: 261909986
    {'hecke_orbit_code': 121597189972562554, 'n': 987, 'trace_an': 64}
  • id: 261909987
    {'hecke_orbit_code': 121597189972562554, 'n': 988, 'trace_an': -2}
  • id: 261909988
    {'hecke_orbit_code': 121597189972562554, 'n': 989, 'trace_an': -18}
  • id: 261909989
    {'hecke_orbit_code': 121597189972562554, 'n': 990, 'trace_an': -12}
  • id: 261909990
    {'hecke_orbit_code': 121597189972562554, 'n': 991, 'trace_an': -159}
  • id: 261909991
    {'hecke_orbit_code': 121597189972562554, 'n': 992, 'trace_an': -13}
  • id: 261909992
    {'hecke_orbit_code': 121597189972562554, 'n': 993, 'trace_an': 156}
  • id: 261909993
    {'hecke_orbit_code': 121597189972562554, 'n': 994, 'trace_an': 32}
  • id: 261909994
    {'hecke_orbit_code': 121597189972562554, 'n': 995, 'trace_an': -8}
  • id: 261909995
    {'hecke_orbit_code': 121597189972562554, 'n': 996, 'trace_an': -16}
  • id: 261909996
    {'hecke_orbit_code': 121597189972562554, 'n': 997, 'trace_an': -47}
  • id: 261909997
    {'hecke_orbit_code': 121597189972562554, 'n': 998, 'trace_an': -75}
  • id: 261909998
    {'hecke_orbit_code': 121597189972562554, 'n': 999, 'trace_an': -101}
  • id: 261909999
    {'hecke_orbit_code': 121597189972562554, 'n': 1000, 'trace_an': 11}