Embedded newform data - 6040.2.a.p.1.2

Formats: - HTML - YAML - JSON - 2024-05-15T04:31:44.615421

• 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': 24160, 'analytic_conductor': 48.22964282085335, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, -1], [151, -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': [6040, 1, [1511, 3021, 2417, 761], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 19, 'field_disc': 46075205295344840596518165697457888256, 'field_disc_factorization': [[2, 10], [3, 2], [3271, 1], [1528425478828601375557500974521, 1]], 'field_poly': [-5628, -40224, -59750, 91643, 206783, -80919, -262172, 41499, 174105, -17345, -67665, 6652, 15895, -1891, -2208, 325, 165, -29, -5, 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, [5628, -40224, 59750, 91643, -206783, -80919, 262172, 41499, -174105, -17345, 67665, 6652, -15895, -1891, 2208, 325, -165, -29, 5, 1]], [7, [-1728, 35712, 241472, -294336, -1635684, 664688, 2923099, -718804, -2052760, 290672, 680951, -37587, -116773, -1504, 10488, 660, -465, -46, 8, 1]], [11, [-71561024, -609210640, -476487589, 671346706, 732532046, -179591575, -376254655, -34467342, 82896806, 22378192, -7442617, -3458077, 134882, 231329, 18635, -6616, -1110, 38, 18, 1]]], 'hecke_orbit': 16, 'hecke_orbit_code': 67553994444117912, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 128, 'hecke_ring_index_factorization': [[2, 7]], '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': '6040.2.a.p', 'level': 6040, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 151], 'level_radical': 1510, 'minimal_twist': '6040.2.a.p', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta _{1}q^{3}+q^{5}+\\beta _{3}q^{7}+(1+\\beta _{1}+\\beta _{2}+\\cdots)q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 19, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '6040.2.a', 'trace_display': [0, -5, 19, -8], 'trace_hash': 840610812197999206, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '14.788', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '617.886', 'prec': 24}, {'__RealLiteral__': 0, 'data': '303.066', 'prec': 24}, {'__RealLiteral__': 0, 'data': '41115.262', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.003', 'prec': 17}, 'traces': [19, 0, -5, 0, 19, 0, -8, 0, 26, 0, -18, 0, 5, 0, -5, 0, -4, 0, -27, 0, -18, 0, -25, 0, 19, 0, -35, 0, -35, 0, -26, 0, 0, 0, -8, 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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

  
  {'an_normalized': [[1.0, 0.0], [0.0, 0.0], [-1.9111196276987856, 0.0], [0.0, 0.0], [0.4472135954999579, 0.0], [0.0, 0.0], [-0.1804619263274548, 0.0], [0.0, 0.0], [2.652378231375545, 0.0], [0.0, 0.0], [1.3780254900737898, 0.0], [0.0, 0.0], [0.7958149393416126, 0.0], [0.0, 0.0], [-0.854678680133715, 0.0], [0.0, 0.0], [1.7029029696237197, 0.0], [0.0, 0.0], [-1.3118499394023093, 0.0], [0.0, 0.0], [0.34488432945673114, 0.0], [0.0, 0.0], [-0.33441092300454434, 0.0], [0.0, 0.0], [0.2, 0.0], [0.0, 0.0], [-3.15789247036401, 0.0], [0.0, 0.0], [-1.4993134450981287, 0.0], [0.0, 0.0], [-1.9795788684455609, 0.0], [0.0, 0.0], [-2.633571561549258, 0.0], [0.0, 0.0], [-0.08070502692374959, 0.0], [0.0, 0.0], [-0.48135184366250083, 0.0], [0.0, 0.0], [-1.5208975505916744, 0.0], [0.0, 0.0], [-0.9059877738999901, 0.0], [0.0, 0.0], [-1.067631516672721, 0.0], [0.0, 0.0], [1.186179605479277, 0.0], [0.0, 0.0], [1.808755078935348, 0.0], [0.0, 0.0], [-0.9674334931461843, 0.0], [0.0, 0.0], [-3.25445128931444, 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-0.1975017943146608, -0.15397950006752348, -0.23400576505935314, -0.29043909530513495, -0.32463050076063277, -0.1417580700388501, -0.4209498646299438, -0.10201077689513977, -0.0670249277589185, -0.3851862286827582], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 3.310156294516414, 'hecke_orbit': 16, 'hecke_orbit_code': 67553994444117912, 'label': '6040.2.a.p.1.2', 'level': 6040, '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], [151, -1]], 14, 3], [[[2, -1], [5, -1], [151, -1]], 26, 3], [[[2, 1], [5, -1], [151, 1]], 16, 2], [[[2, 1], [5, -1], [151, -1]], 20, 2], [[[2, 1], [5, 1], [151, 1]], 24, 2], [[[2, -1], [5, -1], [151, 1]], 12, 3], [[[2, -1], [5, 1], [151, 1]], 23, 1], [[[2, -1], [5, 1], [151, -1]], 15, 3]], 'ALdims': [24, 14, 16, 20, 23, 15, 12, 26], 'Nk2': 24160, 'analytic_conductor': 48.22964282085335, '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': [6040, 1, [1511, 3021, 2417, 761], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 905, 'dim': 150, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 7, 11], 'hecke_orbit_code': 33560472, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 9, 12, 13, 15, 19, 23, 23, 24], 'label': '6040.2.a', 'level': 6040, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 151], 'level_radical': 1510, 'mf_dim': 920, 'mf_new_dim': 150, 'num_forms': 19, 'plus_dim': 71, 'prim_orbit_index': 1, 'relative_dim': 150, 'sturm_bound': 1824, 'trace_bound': 11, 'trace_display': [0, -4, -2, 0], 'traces': [150, 0, -4, 0, -2, 0, 0, 0, 158, 0, -8, 0, 0, 0, 0, 0, 4, 0, -16, 0, -8, 0, -8, 0, 150, 0, -16, 0, 12, 0, -8, 0, 8, 0, -4, 0, -4, 0, -24, 0, 12, 0, -16, 0, 6, 0, -8, 0, 150, 0, -24, 0, -24, 0, 0, 0, 24, 0, 8, 0, -12, 0, -56, 0, 12, 0, -36, 0, 56, 0, -40, 0, 28, 0, -4, 0, 48, 0, 8, 0, 182, 0, -12, 0, -4, 0, -72, 0, 52, 0, -40, 0, 48, 0, 0, 0, 52, 0, -72, 0, -20, 0, -24, 0, 0, 0, -20, 0, -28, 0, -56, 0, 20, 0, -20, 0, 32, 0, -72, 0, 174, 0, -32, 0, -2, 0, 8, 0, 32, 0, -8, 0, -16, 0, -24, 0, 12, 0, -24, 0, -40, 0, -40, 0, -20, 0, -68, 0, 44, 0, 0, 0, 76, 0, 24, 0, -24, 0, 32, 0, 56, 0, -84, 0, 0, 0, -24, 0, 170, 0, -40, 0, -12, 0, 0, 0, 88, 0, -72, 0, 36, 0, -80, 0, -12, 0, 16, 0, -56, 0, 8, 0, 76, 0, 0, 0, 16, 0, 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-56, 0, -384, 0, -44, 0, 144, 0, -940, 0, 544, 0, 8, 0, 16, 0, 96, 0, -336, 0, -164, 0, 24, 0, -400, 0, -72, 0, 232, 0, 448, 0, 192, 0, -192, 0, 160, 0, 136, 0, -452, 0, 1128, 0, 232, 0, 72, 0, -1204, 0, 424, 0], 'weight': 2, 'weight_parity': 1}
• mf_twists_cc •

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

  
  {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 19, 'source_embedding_index': 2, 'source_hecke_orbit_code': 67553994444117912, 'source_is_minimal': True, 'source_label': '6040.2.a.p.1.2', 'source_level': 6040, 'target_conrey_index': 1, 'target_dim': 19, 'target_embedding_index': 2, 'target_hecke_orbit_code': 67553994444117912, 'target_is_minimal': True, 'target_label': '6040.2.a.p.1.2', 'target_level': 6040, 'twist_class_label': '6040.2.a.p.1.2', 'twist_class_level': 6040, '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: 4071600
    {'charpoly_factorization': [[[0, 1], 19]], 'hecke_orbit_code': 67553994444117912, 'p': 2}
  • id: 4071601
    {'charpoly_factorization': [[[5628, -40224, 59750, 91643, -206783, -80919, 262172, 41499, -174105, -17345, 67665, 6652, -15895, -1891, 2208, 325, -165, -29, 5, 1], 1]], 'hecke_orbit_code': 67553994444117912, 'p': 3}
  • id: 4071602
    {'charpoly_factorization': [[[-1, 1], 19]], 'hecke_orbit_code': 67553994444117912, 'p': 5}
  • id: 4071603
    {'charpoly_factorization': [[[-1728, 35712, 241472, -294336, -1635684, 664688, 2923099, -718804, -2052760, 290672, 680951, -37587, -116773, -1504, 10488, 660, -465, -46, 8, 1], 1]], 'hecke_orbit_code': 67553994444117912, 'p': 7}
  • id: 4071604
    {'charpoly_factorization': [[[-71561024, -609210640, -476487589, 671346706, 732532046, -179591575, -376254655, -34467342, 82896806, 22378192, -7442617, -3458077, 134882, 231329, 18635, -6616, -1110, 38, 18, 1], 1]], 'hecke_orbit_code': 67553994444117912, 'p': 11}
  • id: 4071605
    {'charpoly_factorization': [[[302102468, 3429414472, 1913682257, -8355777051, 2308012809, 3430998361, -1791016818, -346614421, 348969507, -5715724, -32196898, 3205014, 1644109, -237861, -47992, 8297, 755, -144, -5, 1], 1]], 'hecke_orbit_code': 67553994444117912, 'p': 13}
  • id: 4071606
    {'charpoly_factorization': [[[3277832192, -2272858112, -12626423296, 15170481408, 2645642112, -8180968000, 508736800, 1846744816, -205250664, -222336828, 24589932, 15509716, -1433377, -641019, 43820, 15327, -669, -194, 4, 1], 1]], 'hecke_orbit_code': 67553994444117912, 'p': 17}
  • id: 4071607
    {'charpoly_factorization': [[[-1174750448, -5514990672, -6389458224, 2991710609, 7021259274, -321507784, -2656679157, -181625885, 486372501, 68171182, -46260379, -9682828, 2081604, 660772, -18643, -20305, -1403, 174, 27, 1], 1]], 'hecke_orbit_code': 67553994444117912, 'p': 19}
  • id: 4071608
    {'charpoly_factorization': [[[12767064, -291947539, -6648533145, -37257338232, -73285497306, -60553936730, -16716106787, 5218932670, 4026857443, 400052171, -234174178, -57481307, 2974332, 2173556, 124213, -29516, -3693, 46, 25, 1], 1]], 'hecke_orbit_code': 67553994444117912, 'p': 23}
  • id: 4071609
    {'charpoly_factorization': [[[-4354518300450, -28005346401245, -23976005425532, 4441902347792, 8579031256607, 531409585743, -1018386725588, -144343384234, 54799145288, 11042309610, -1376327997, -410994775, 9299743, 8072327, 274266, -76992, -5972, 205, 35, 1], 1]], 'hecke_orbit_code': 67553994444117912, 'p': 29}
  • id: 4071610
    {'charpoly_factorization': [[[1069253719488, 1073652201597, -4235968072557, -4504590504650, 1197682333593, 1625857136373, -21411852803, -200828278523, -13265887387, 11110839483, 1147380119, -311652347, -41188901, 4386791, 755839, -23041, -7001, -84, 26, 1], 1]], 'hecke_orbit_code': 67553994444117912, 'p': 31}
  • id: 4071611
    {'charpoly_factorization': [[[-13613688741888, 13006668257280, 15593601831936, -9064955306496, -8271091386112, 962413389696, 1464670343360, 52029725440, -101943557984, -8084506752, 3556893816, 337626710, -68672799, -6908458, 745727, 76100, -4266, -433, 10, 1], 1]], 'hecke_orbit_code': 67553994444117912, 'p': 37}
  • id: 4071612
    {'charpoly_factorization': [[[983121641472, -1542019878912, -3808900871680, 443187922176, 3551961922816, 1711509186944, -109177337824, -243108016080, -34609694216, 9942075036, 2521728260, -123318362, -68969031, -1165272, 905851, 41819, -5728, -355, 14, 1], 1]], 'hecke_orbit_code': 67553994444117912, 'p': 41}
  • id: 4071613
    {'charpoly_factorization': [[[109439134728192, 98428695871488, -19469630410752, -34956835282432, -1236586444032, 4869806597120, 543639166464, -343118166400, -52970497376, 13066282064, 2515274736, -260959194, -65406973, 2170043, 942238, 6410, -7020, -221, 21, 1], 1]], 'hecke_orbit_code': 67553994444117912, 'p': 43}
  • id: 4071614
    {'charpoly_factorization': [[[-1052680966373376, -1264934357630976, 106762609901568, 565388675729408, 153216732343296, -35107985116416, -18012354290368, -255260502656, 753602470768, 76669817872, -13178961604, -2441686520, 52146893, 32361294, 1155807, -175855, -13398, 161, 40, 1], 1]], 'hecke_orbit_code': 67553994444117912, 'p': 47}
  • id: 4071615
    {'charpoly_factorization': [[[4551635331072, 31228644160512, 56744519092224, 10033945861632, -35708486084224, -9509667129536, 3894859670240, 1087550595824, -183065974088, -52399755972, 4496457336, 1312802282, -61429527, -18366848, 468726, 144349, -1864, -595, 3, 1], 1]], 'hecke_orbit_code': 67553994444117912, 'p': 53}
  • id: 4071616
    {'charpoly_factorization': [[[440292906606192, 753156512465848, 59769979644199, -272668018227659, -49903201572179, 36483346974240, 7143305978963, -2233884877545, -442276106271, 68316447217, 14233335525, -1058101684, -254693477, 7072630, 2545077, 4423, -13257, -287, 28, 1], 1]], 'hecke_orbit_code': 67553994444117912, 'p': 59}
  • id: 4071617
    {'charpoly_factorization': [[[20127022069055488, -6124707785965568, -6745068745730560, 1303104777354496, 925535780471168, -72766300574784, -65513689286784, -823712991776, 2360847019640, 185471980588, -38047094876, -5323243824, 183802611, 61109114, 1441993, -288834, -17287, 287, 46, 1], 1]], 'hecke_orbit_code': 67553994444117912, 'p': 61}
  • id: 4071618
    {'charpoly_factorization': [[[11935851696, -111281497936, 402210804651, -700509573800, 561494591396, -75508237751, -157262867527, 56329369352, 22664737936, -7782672102, -2718713543, 260701123, 176017794, 19702095, -327303, -203588, -10774, 302, 42, 1], 1]], 'hecke_orbit_code': 67553994444117912, 'p': 67}
  • id: 4071619
    {'charpoly_factorization': [[[-19574185472851968, -32819935672221696, -6905962867456512, 7868314569656064, 3007412308144256, -363397976095680, -276997423855552, -17011237446816, 7215694236792, 953056376484, -61018024072, -15641238172, -145563609, 112591344, 5037911, -332742, -26809, 67, 46, 1], 1]], 'hecke_orbit_code': 67553994444117912, 'p': 71}
  • id: 4071620
    {'charpoly_factorization': [[[-184683113759286, 1279888974829557, 415932484764194, -387204833350008, -47141935881443, 43087111284665, 1280172251794, -2419679662226, 55045652352, 76389817002, -4434703109, -1386065059, 120809445, 13617253, -1653664, -54484, 11364, -93, -31, 1], 1]], 'hecke_orbit_code': 67553994444117912, 'p': 73}
  • id: 4071621
    {'charpoly_factorization': [[[3617490258944851968, -1946244543383568384, -1267480187416879104, 52137754794620160, 88414531080793856, 4551836255725312, -2524350825104256, -251143183992176, 33390619022048, 5009457317212, -173057834056, -50144393602, -436572233, 262783047, 9287159, -634796, -39381, 250, 56, 1], 1]], 'hecke_orbit_code': 67553994444117912, 'p': 79}
  • id: 4071622
    {'charpoly_factorization': [[[238547559642064, -5056681110579776, 3906589168703869, -32327420319645, -577325026433601, 58244897371023, 38450196507972, -4031466531701, -1511348049013, 114989828806, 36914889956, -1392150456, -537608381, 2529481, 4281842, 75113, -16765, -526, 25, 1], 1]], 'hecke_orbit_code': 67553994444117912, 'p': 83}
  • id: 4071623
    {'charpoly_factorization': [[[23416063524864, 91082002636800, 138115106043904, 95767825823488, 17292107069184, -18095560305280, -13282030796288, -3446050960912, -147509843328, 109162263116, 19386600064, -330372736, -337970647, -16179351, 2309492, 183002, -6760, -727, 7, 1], 1]], 'hecke_orbit_code': 67553994444117912, 'p': 89}
  • id: 4071624
    {'charpoly_factorization': [[[-340899631005696, 1222456814489600, -1381168927680512, 490081055988992, 87937155484416, -95325661860864, 13637167451840, 4168304789744, -1395309530032, 34562113532, 36317247732, -4734326024, -105623773, 58249971, -2607912, -213824, 19804, -31, -39, 1], 1]], 'hecke_orbit_code': 67553994444117912, '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': 16, 'label': '6040.2.a.p', 'level': 6040, 'portrait': 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', 'weight': 2}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 235322000
    {'hecke_orbit_code': 67553994444117912, 'n': 1, 'trace_an': 19}
  • id: 235322001
    {'hecke_orbit_code': 67553994444117912, 'n': 2, 'trace_an': 0}
  • id: 235322002
    {'hecke_orbit_code': 67553994444117912, 'n': 3, 'trace_an': -5}
  • id: 235322003
    {'hecke_orbit_code': 67553994444117912, 'n': 4, 'trace_an': 0}
  • id: 235322004
    {'hecke_orbit_code': 67553994444117912, 'n': 5, 'trace_an': 19}
  • id: 235322005
    {'hecke_orbit_code': 67553994444117912, 'n': 6, 'trace_an': 0}
  • id: 235322006
    {'hecke_orbit_code': 67553994444117912, 'n': 7, 'trace_an': -8}
  • id: 235322007
    {'hecke_orbit_code': 67553994444117912, 'n': 8, 'trace_an': 0}
  • id: 235322008
    {'hecke_orbit_code': 67553994444117912, 'n': 9, 'trace_an': 26}
  • id: 235322009
    {'hecke_orbit_code': 67553994444117912, 'n': 10, 'trace_an': 0}
  • id: 235322010
    {'hecke_orbit_code': 67553994444117912, 'n': 11, 'trace_an': -18}
  • id: 235322011
    {'hecke_orbit_code': 67553994444117912, 'n': 12, 'trace_an': 0}
  • id: 235322012
    {'hecke_orbit_code': 67553994444117912, 'n': 13, 'trace_an': 5}
  • id: 235322013
    {'hecke_orbit_code': 67553994444117912, 'n': 14, 'trace_an': 0}
  • id: 235322014
    {'hecke_orbit_code': 67553994444117912, 'n': 15, 'trace_an': -5}
  • id: 235322015
    {'hecke_orbit_code': 67553994444117912, 'n': 16, 'trace_an': 0}
  • id: 235322016
    {'hecke_orbit_code': 67553994444117912, 'n': 17, 'trace_an': -4}
  • id: 235322017
    {'hecke_orbit_code': 67553994444117912, 'n': 18, 'trace_an': 0}
  • id: 235322018
    {'hecke_orbit_code': 67553994444117912, 'n': 19, 'trace_an': -27}
  • id: 235322019
    {'hecke_orbit_code': 67553994444117912, 'n': 20, 'trace_an': 0}
  • id: 235322020
    {'hecke_orbit_code': 67553994444117912, 'n': 21, 'trace_an': -18}
  • id: 235322021
    {'hecke_orbit_code': 67553994444117912, 'n': 22, 'trace_an': 0}
  • id: 235322022
    {'hecke_orbit_code': 67553994444117912, 'n': 23, 'trace_an': -25}
  • id: 235322023
    {'hecke_orbit_code': 67553994444117912, 'n': 24, 'trace_an': 0}
  • id: 235322024
    {'hecke_orbit_code': 67553994444117912, 'n': 25, 'trace_an': 19}
  • id: 235322025
    {'hecke_orbit_code': 67553994444117912, 'n': 26, 'trace_an': 0}
  • id: 235322026
    {'hecke_orbit_code': 67553994444117912, 'n': 27, 'trace_an': -35}
  • id: 235322027
    {'hecke_orbit_code': 67553994444117912, 'n': 28, 'trace_an': 0}
  • id: 235322028
    {'hecke_orbit_code': 67553994444117912, 'n': 29, 'trace_an': -35}
  • id: 235322029
    {'hecke_orbit_code': 67553994444117912, 'n': 30, 'trace_an': 0}
  • id: 235322030
    {'hecke_orbit_code': 67553994444117912, 'n': 31, 'trace_an': -26}
  • id: 235322031
    {'hecke_orbit_code': 67553994444117912, 'n': 32, 'trace_an': 0}
  • id: 235322032
    {'hecke_orbit_code': 67553994444117912, 'n': 33, 'trace_an': 0}
  • id: 235322033
    {'hecke_orbit_code': 67553994444117912, 'n': 34, 'trace_an': 0}
  • id: 235322034
    {'hecke_orbit_code': 67553994444117912, 'n': 35, 'trace_an': -8}
  • id: 235322035
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  • id: 235322036
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  • id: 235322037
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  • id: 235322038
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  • id: 235322039
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  • id: 235322040
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  • id: 235322041
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  • id: 235322042
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  • id: 235322043
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  • id: 235322044
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  • id: 235322045
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  • id: 235322046
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  • id: 235322047
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  • id: 235322048
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  • id: 235322049
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  • id: 235322050
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  • id: 235322051
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  • id: 235322052
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  • id: 235322053
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  • id: 235322054
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  • id: 235322055
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  • id: 235322056
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  • id: 235322057
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  • id: 235322058
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  • id: 235322059
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  • id: 235322060
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  • id: 235322061
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  • id: 235322062
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  • id: 235322063
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  • id: 235322064
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  • id: 235322065
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  • id: 235322066
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  • id: 235322067
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  • id: 235322068
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  • id: 235322069
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  • id: 235322070
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  • id: 235322071
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  • id: 235322072
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  • id: 235322073
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  • id: 235322074
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  • id: 235322075
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  • id: 235322076
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  • id: 235322077
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  • id: 235322078
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  • id: 235322079
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  • id: 235322080
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  • id: 235322081
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  • id: 235322082
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  • id: 235322083
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  • id: 235322084
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  • id: 235322085
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  • id: 235322086
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  • id: 235322087
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  • id: 235322088
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  • id: 235322089
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  • id: 235322090
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  • id: 235322091
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  • id: 235322092
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  • id: 235322093
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  • id: 235322094
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  • id: 235322095
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  • id: 235322096
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  • id: 235322097
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  • id: 235322098
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  • id: 235322099
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  • id: 235322100
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  • id: 235322101
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  • id: 235322102
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  • id: 235322103
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  • id: 235322104
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  • id: 235322105
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  • id: 235322106
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  • id: 235322107
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  • id: 235322108
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  • id: 235322109
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  • id: 235322110
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  • id: 235322111
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  • id: 235322112
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  • id: 235322113
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  • id: 235322114
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  • id: 235322115
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  • id: 235322116
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  • id: 235322117
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  • id: 235322118
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  • id: 235322119
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  • id: 235322120
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  • id: 235322121
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  • id: 235322122
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  • id: 235322123
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  • id: 235322124
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  • id: 235322125
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  • id: 235322126
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  • id: 235322127
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  • id: 235322128
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  • id: 235322129
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  • id: 235322130
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  • id: 235322131
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  • id: 235322132
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  • id: 235322133
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  • id: 235322134
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  • id: 235322135
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  • id: 235322136
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  • id: 235322137
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  • id: 235322138
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  • id: 235322139
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  • id: 235322140
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  • id: 235322141
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  • id: 235322142
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  • id: 235322143
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  • id: 235322144
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  • id: 235322145
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  • id: 235322146
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  • id: 235322147
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  • id: 235322148
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  • id: 235322149
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  • id: 235322150
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  • id: 235322151
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  • id: 235322152
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  • id: 235322153
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  • id: 235322154
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  • id: 235322155
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  • id: 235322156
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  • id: 235322157
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  • id: 235322158
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  • id: 235322159
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  • id: 235322160
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  • id: 235322161
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  • id: 235322162
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  • id: 235322163
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  • id: 235322164
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  • id: 235322165
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  • id: 235322166
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  • id: 235322167
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  • id: 235322168
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  • id: 235322169
    {'hecke_orbit_code': 67553994444117912, 'n': 170, 'trace_an': 0}
  • id: 235322170
    {'hecke_orbit_code': 67553994444117912, 'n': 171, 'trace_an': -98}
  • id: 235322171
    {'hecke_orbit_code': 67553994444117912, 'n': 172, 'trace_an': 0}
  • id: 235322172
    {'hecke_orbit_code': 67553994444117912, 'n': 173, 'trace_an': 2}
  • id: 235322173
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  • id: 235322174
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  • id: 235322175
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  • id: 235322176
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  • id: 235322177
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  • id: 235322178
    {'hecke_orbit_code': 67553994444117912, 'n': 179, 'trace_an': 0}
  • id: 235322179
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  • id: 235322180
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  • id: 235322181
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  • id: 235322182
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  • id: 235322183
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  • id: 235322184
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  • id: 235322185
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  • id: 235322186
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  • id: 235322187
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  • id: 235322188
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  • id: 235322189
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  • id: 235322190
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  • id: 235322191
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  • id: 235322192
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  • id: 235322193
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  • id: 235322194
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  • id: 235322195
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  • id: 235322196
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  • id: 235322197
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  • id: 235322198
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  • id: 235322199
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  • id: 235322200
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  • id: 235322201
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  • id: 235322202
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  • id: 235322203
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  • id: 235322204
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  • id: 235322205
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  • id: 235322206
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  • id: 235322207
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  • id: 235322208
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  • id: 235322209
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  • id: 235322210
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  • id: 235322211
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  • id: 235322212
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  • id: 235322213
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  • id: 235322214
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  • id: 235322215
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  • id: 235322216
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  • id: 235322217
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  • id: 235322218
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  • id: 235322219
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  • id: 235322220
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  • id: 235322221
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  • id: 235322222
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  • id: 235322223
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  • id: 235322224
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  • id: 235322225
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  • id: 235322226
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  • id: 235322227
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  • id: 235322228
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  • id: 235322229
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  • id: 235322230
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  • id: 235322231
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  • id: 235322232
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  • id: 235322233
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  • id: 235322234
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  • id: 235322235
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  • id: 235322236
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  • id: 235322237
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  • id: 235322238
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  • id: 235322239
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  • id: 235322240
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  • id: 235322241
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  • id: 235322242
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  • id: 235322243
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  • id: 235322244
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  • id: 235322245
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  • id: 235322246
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  • id: 235322247
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  • id: 235322248
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  • id: 235322249
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  • id: 235322250
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  • id: 235322251
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  • id: 235322252
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  • id: 235322253
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  • id: 235322254
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  • id: 235322255
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  • id: 235322256
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  • id: 235322258
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  • id: 235322260
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  • id: 235322262
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  • id: 235322263
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  • id: 235322266
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  • id: 235322268
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  • id: 235322269
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  • id: 235322270
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  • id: 235322271
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  • id: 235322272
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  • id: 235322273
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  • id: 235322274
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  • id: 235322276
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  • id: 235322277
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  • id: 235322278
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  • id: 235322280
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  • id: 235322282
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  • id: 235322286
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  • id: 235322289
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  • id: 235322290
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  • id: 235322292
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  • id: 235322294
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  • id: 235322296
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  • id: 235322298
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  • id: 235322300
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  • id: 235322301
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  • id: 235322302
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  • id: 235322304
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  • id: 235322306
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  • id: 235322308
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  • id: 235322310
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  • id: 235322312
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  • id: 235322313
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  • id: 235322314
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  • id: 235322315
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  • id: 235322316
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  • id: 235322318
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  • id: 235322319
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  • id: 235322320
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  • id: 235322322
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  • id: 235322324
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  • id: 235322325
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  • id: 235322326
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  • id: 235322327
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  • id: 235322328
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  • id: 235322329
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  • id: 235322330
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  • id: 235322331
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  • id: 235322332
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  • id: 235322333
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  • id: 235322334
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  • id: 235322335
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  • id: 235322336
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  • id: 235322337
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  • id: 235322338
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  • id: 235322339
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  • id: 235322340
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  • id: 235322341
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  • id: 235322342
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  • id: 235322343
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  • id: 235322344
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  • id: 235322345
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  • id: 235322346
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  • id: 235322347
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  • id: 235322348
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  • id: 235322349
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  • id: 235322350
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  • id: 235322351
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  • id: 235322352
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  • id: 235322353
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  • id: 235322354
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  • id: 235322355
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  • id: 235322356
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  • id: 235322357
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  • id: 235322358
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  • id: 235322359
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  • id: 235322360
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  • id: 235322361
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  • id: 235322362
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  • id: 235322363
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  • id: 235322364
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  • id: 235322365
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  • id: 235322366
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  • id: 235322367
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  • id: 235322368
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  • id: 235322369
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  • id: 235322370
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  • id: 235322371
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  • id: 235322372
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  • id: 235322373
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  • id: 235322374
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  • id: 235322375
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  • id: 235322376
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  • id: 235322377
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  • id: 235322378
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  • id: 235322379
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  • id: 235322380
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  • id: 235322381
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  • id: 235322382
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  • id: 235322384
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  • id: 235322386
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  • id: 235322388
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  • id: 235322389
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  • id: 235322390
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  • id: 235322392
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  • id: 235322394
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  • id: 235322396
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  • id: 235322400
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  • id: 235322402
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  • id: 235322404
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  • id: 235322406
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  • id: 235322408
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  • id: 235322410
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  • id: 235322411
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  • id: 235322412
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  • id: 235322413
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  • id: 235322414
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  • id: 235322415
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  • id: 235322416
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  • id: 235322417
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  • id: 235322418
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  • id: 235322419
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  • id: 235322420
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  • id: 235322421
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  • id: 235322422
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  • id: 235322423
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  • id: 235322424
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  • id: 235322425
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  • id: 235322426
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  • id: 235322427
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  • id: 235322428
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  • id: 235322429
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  • id: 235322430
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  • id: 235322431
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  • id: 235322432
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  • id: 235322433
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  • id: 235322434
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  • id: 235322435
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  • id: 235322436
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  • id: 235322437
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  • id: 235322438
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  • id: 235322439
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  • id: 235322440
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  • id: 235322441
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  • id: 235322442
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  • id: 235322443
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  • id: 235322444
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  • id: 235322445
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  • id: 235322446
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  • id: 235322447
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  • id: 235322448
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  • id: 235322449
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  • id: 235322450
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  • id: 235322451
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  • id: 235322452
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  • id: 235322453
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  • id: 235322454
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  • id: 235322455
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  • id: 235322456
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  • id: 235322457
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  • id: 235322458
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  • id: 235322460
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  • id: 235322461
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  • id: 235322462
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  • id: 235322463
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  • id: 235322464
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  • id: 235322465
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  • id: 235322466
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  • id: 235322467
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  • id: 235322468
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  • id: 235322469
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  • id: 235322470
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  • id: 235322472
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  • id: 235322473
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  • id: 235322476
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  • id: 235322478
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  • id: 235322479
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  • id: 235322480
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  • id: 235322481
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  • id: 235322482
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  • id: 235322484
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  • id: 235322485
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  • id: 235322486
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  • id: 235322487
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  • id: 235322488
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  • id: 235322489
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  • id: 235322490
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  • id: 235322491
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  • id: 235322492
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  • id: 235322493
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  • id: 235322494
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  • id: 235322495
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  • id: 235322496
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  • id: 235322497
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  • id: 235322498
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  • id: 235322499
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  • id: 235322500
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  • id: 235322501
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  • id: 235322502
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  • id: 235322503
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  • id: 235322504
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  • id: 235322505
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  • id: 235322506
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  • id: 235322507
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  • id: 235322508
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  • id: 235322509
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  • id: 235322510
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  • id: 235322511
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  • id: 235322512
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  • id: 235322513
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  • id: 235322514
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  • id: 235322515
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  • id: 235322516
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  • id: 235322517
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  • id: 235322518
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  • id: 235322519
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  • id: 235322520
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  • id: 235322521
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  • id: 235322522
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  • id: 235322523
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  • id: 235322524
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  • id: 235322525
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  • id: 235322526
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  • id: 235322527
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  • id: 235322528
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  • id: 235322529
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  • id: 235322530
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  • id: 235322531
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  • id: 235322532
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  • id: 235322533
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  • id: 235322534
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  • id: 235322535
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  • id: 235322536
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  • id: 235322537
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  • id: 235322538
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  • id: 235322539
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  • id: 235322540
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  • id: 235322541
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  • id: 235322542
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  • id: 235322543
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  • id: 235322544
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  • id: 235322545
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  • id: 235322546
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  • id: 235322547
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  • id: 235322548
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  • id: 235322549
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  • id: 235322550
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  • id: 235322551
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  • id: 235322552
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  • id: 235322553
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  • id: 235322554
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  • id: 235322555
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  • id: 235322556
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  • id: 235322557
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  • id: 235322558
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  • id: 235322559
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  • id: 235322560
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  • id: 235322561
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  • id: 235322562
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  • id: 235322563
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  • id: 235322564
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  • id: 235322565
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  • id: 235322566
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  • id: 235322567
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  • id: 235322568
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  • id: 235322569
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  • id: 235322570
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  • id: 235322571
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  • id: 235322572
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  • id: 235322573
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  • id: 235322574
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  • id: 235322576
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  • id: 235322577
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  • id: 235322578
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  • id: 235322579
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  • id: 235322580
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  • id: 235322582
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  • id: 235322586
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  • id: 235322589
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  • id: 235322590
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  • id: 235322600
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  • id: 235322602
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  • id: 235322603
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  • id: 235322604
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  • id: 235322605
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  • id: 235322606
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  • id: 235322607
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  • id: 235322608
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  • id: 235322609
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  • id: 235322610
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  • id: 235322611
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  • id: 235322612
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  • id: 235322613
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  • id: 235322614
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  • id: 235322615
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  • id: 235322616
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  • id: 235322617
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  • id: 235322618
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  • id: 235322619
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  • id: 235322620
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  • id: 235322621
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  • id: 235322622
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  • id: 235322623
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  • id: 235322624
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  • id: 235322625
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  • id: 235322626
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  • id: 235322627
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  • id: 235322628
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  • id: 235322629
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  • id: 235322630
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  • id: 235322631
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  • id: 235322632
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  • id: 235322633
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  • id: 235322634
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  • id: 235322635
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  • id: 235322636
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  • id: 235322637
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  • id: 235322638
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  • id: 235322639
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  • id: 235322640
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  • id: 235322641
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  • id: 235322642
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  • id: 235322643
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  • id: 235322644
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  • id: 235322645
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  • id: 235322646
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  • id: 235322647
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  • id: 235322648
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  • id: 235322649
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  • id: 235322650
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  • id: 235322651
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  • id: 235322652
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  • id: 235322653
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  • id: 235322654
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  • id: 235322655
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  • id: 235322656
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  • id: 235322657
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  • id: 235322658
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  • id: 235322659
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  • id: 235322660
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  • id: 235322661
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  • id: 235322662
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  • id: 235322663
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  • id: 235322664
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  • id: 235322665
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  • id: 235322666
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  • id: 235322667
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  • id: 235322668
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  • id: 235322669
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  • id: 235322670
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  • id: 235322671
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  • id: 235322672
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  • id: 235322673
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  • id: 235322674
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  • id: 235322675
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  • id: 235322676
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  • id: 235322677
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  • id: 235322678
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  • id: 235322679
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  • id: 235322680
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  • id: 235322681
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  • id: 235322682
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  • id: 235322683
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  • id: 235322684
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  • id: 235322685
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  • id: 235322686
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  • id: 235322687
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  • id: 235322688
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  • id: 235322689
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  • id: 235322690
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  • id: 235322691
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  • id: 235322692
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  • id: 235322693
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  • id: 235322694
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  • id: 235322695
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  • id: 235322696
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  • id: 235322697
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  • id: 235322698
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  • id: 235322699
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  • id: 235322700
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  • id: 235322701
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  • id: 235322702
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  • id: 235322703
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  • id: 235322704
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  • id: 235322705
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  • id: 235322706
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  • id: 235322707
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  • id: 235322708
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  • id: 235322709
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  • id: 235322710
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  • id: 235322711
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  • id: 235322712
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  • id: 235322713
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  • id: 235322714
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  • id: 235322715
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  • id: 235322716
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  • id: 235322717
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  • id: 235322718
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  • id: 235322719
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  • id: 235322720
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  • id: 235322721
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  • id: 235322722
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  • id: 235322723
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  • id: 235322724
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  • id: 235322725
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  • id: 235322726
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  • id: 235322727
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  • id: 235322728
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  • id: 235322729
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  • id: 235322730
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  • id: 235322731
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  • id: 235322732
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  • id: 235322733
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  • id: 235322734
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  • id: 235322735
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  • id: 235322736
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  • id: 235322737
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  • id: 235322738
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  • id: 235322739
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  • id: 235322740
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  • id: 235322741
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  • id: 235322742
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  • id: 235322743
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  • id: 235322744
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  • id: 235322745
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  • id: 235322746
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  • id: 235322747
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  • id: 235322748
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  • id: 235322749
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  • id: 235322750
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  • id: 235322751
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  • id: 235322752
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  • id: 235322753
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  • id: 235322754
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  • id: 235322755
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  • id: 235322756
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  • id: 235322757
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  • id: 235322758
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  • id: 235322759
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  • id: 235322760
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  • id: 235322761
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  • id: 235322762
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  • id: 235322763
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  • id: 235322764
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  • id: 235322765
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  • id: 235322766
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  • id: 235322767
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  • id: 235322768
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  • id: 235322769
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  • id: 235322770
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  • id: 235322771
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  • id: 235322772
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  • id: 235322773
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  • id: 235322774
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  • id: 235322775
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  • id: 235322776
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  • id: 235322777
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  • id: 235322778
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  • id: 235322779
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  • id: 235322780
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  • id: 235322781
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  • id: 235322782
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  • id: 235322783
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  • id: 235322784
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  • id: 235322785
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  • id: 235322786
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  • id: 235322787
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  • id: 235322788
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  • id: 235322789
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  • id: 235322790
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  • id: 235322791
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  • id: 235322792
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  • id: 235322793
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  • id: 235322794
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  • id: 235322795
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  • id: 235322796
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  • id: 235322797
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  • id: 235322798
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  • id: 235322799
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  • id: 235322800
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  • id: 235322801
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  • id: 235322802
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  • id: 235322803
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  • id: 235322804
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  • id: 235322805
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  • id: 235322806
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  • id: 235322807
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  • id: 235322808
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  • id: 235322809
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  • id: 235322810
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  • id: 235322811
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  • id: 235322812
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  • id: 235322813
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  • id: 235322814
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  • id: 235322815
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  • id: 235322816
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  • id: 235322817
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  • id: 235322818
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  • id: 235322819
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  • id: 235322820
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  • id: 235322821
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  • id: 235322822
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  • id: 235322823
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  • id: 235322824
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  • id: 235322825
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  • id: 235322826
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  • id: 235322827
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  • id: 235322828
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  • id: 235322829
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  • id: 235322830
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  • id: 235322831
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  • id: 235322832
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  • id: 235322833
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  • id: 235322834
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  • id: 235322835
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  • id: 235322836
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  • id: 235322837
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  • id: 235322838
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  • id: 235322839
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  • id: 235322840
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  • id: 235322841
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  • id: 235322842
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  • id: 235322843
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  • id: 235322844
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  • id: 235322845
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  • id: 235322846
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  • id: 235322847
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  • id: 235322848
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  • id: 235322849
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  • id: 235322850
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  • id: 235322851
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  • id: 235322852
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  • id: 235322853
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  • id: 235322854
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  • id: 235322855
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  • id: 235322856
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  • id: 235322857
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  • id: 235322858
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  • id: 235322859
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  • id: 235322860
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  • id: 235322861
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  • id: 235322862
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  • id: 235322863
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  • id: 235322864
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  • id: 235322865
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  • id: 235322866
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  • id: 235322867
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  • id: 235322868
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  • id: 235322869
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  • id: 235322870
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  • id: 235322871
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  • id: 235322872
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  • id: 235322873
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  • id: 235322874
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  • id: 235322875
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  • id: 235322876
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  • id: 235322877
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  • id: 235322878
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  • id: 235322879
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  • id: 235322880
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  • id: 235322881
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  • id: 235322882
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  • id: 235322883
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  • id: 235322884
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  • id: 235322885
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  • id: 235322886
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  • id: 235322887
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  • id: 235322888
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  • id: 235322889
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  • id: 235322890
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  • id: 235322891
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  • id: 235322892
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  • id: 235322893
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  • id: 235322894
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  • id: 235322895
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  • id: 235322896
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  • id: 235322897
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  • id: 235322898
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  • id: 235322899
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  • id: 235322900
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  • id: 235322901
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  • id: 235322902
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  • id: 235322903
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  • id: 235322904
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  • id: 235322905
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  • id: 235322906
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  • id: 235322907
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  • id: 235322908
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  • id: 235322909
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  • id: 235322910
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  • id: 235322911
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  • id: 235322912
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  • id: 235322913
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  • id: 235322914
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  • id: 235322915
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  • id: 235322916
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  • id: 235322917
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  • id: 235322918
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  • id: 235322919
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  • id: 235322920
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  • id: 235322921
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  • id: 235322922
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  • id: 235322923
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  • id: 235322924
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  • id: 235322925
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  • id: 235322926
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  • id: 235322927
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  • id: 235322928
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  • id: 235322929
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  • id: 235322930
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  • id: 235322931
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  • id: 235322932
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  • id: 235322933
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  • id: 235322934
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  • id: 235322935
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  • id: 235322936
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  • id: 235322937
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  • id: 235322938
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  • id: 235322939
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  • id: 235322940
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  • id: 235322941
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  • id: 235322942
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  • id: 235322943
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  • id: 235322944
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  • id: 235322945
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  • id: 235322946
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  • id: 235322947
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  • id: 235322948
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  • id: 235322949
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  • id: 235322950
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  • id: 235322951
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  • id: 235322952
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  • id: 235322953
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  • id: 235322954
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  • id: 235322955
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  • id: 235322956
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  • id: 235322957
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  • id: 235322958
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  • id: 235322959
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  • id: 235322960
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  • id: 235322961
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  • id: 235322962
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  • id: 235322963
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  • id: 235322964
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  • id: 235322965
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  • id: 235322966
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  • id: 235322967
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  • id: 235322968
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  • id: 235322969
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  • id: 235322970
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  • id: 235322971
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  • id: 235322972
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  • id: 235322973
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  • id: 235322974
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  • id: 235322975
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  • id: 235322976
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  • id: 235322977
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  • id: 235322978
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  • id: 235322979
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  • id: 235322980
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  • id: 235322981
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  • id: 235322982
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  • id: 235322983
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  • id: 235322984
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  • id: 235322985
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  • id: 235322986
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  • id: 235322987
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  • id: 235322988
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  • id: 235322989
    {'hecke_orbit_code': 67553994444117912, 'n': 990, 'trace_an': 0}
  • id: 235322990
    {'hecke_orbit_code': 67553994444117912, 'n': 991, 'trace_an': 42}
  • id: 235322991
    {'hecke_orbit_code': 67553994444117912, 'n': 992, 'trace_an': 0}
  • id: 235322992
    {'hecke_orbit_code': 67553994444117912, 'n': 993, 'trace_an': 66}
  • id: 235322993
    {'hecke_orbit_code': 67553994444117912, 'n': 994, 'trace_an': 0}
  • id: 235322994
    {'hecke_orbit_code': 67553994444117912, 'n': 995, 'trace_an': -46}
  • id: 235322995
    {'hecke_orbit_code': 67553994444117912, 'n': 996, 'trace_an': 0}
  • id: 235322996
    {'hecke_orbit_code': 67553994444117912, 'n': 997, 'trace_an': 68}
  • id: 235322997
    {'hecke_orbit_code': 67553994444117912, 'n': 998, 'trace_an': 0}
  • id: 235322998
    {'hecke_orbit_code': 67553994444117912, 'n': 999, 'trace_an': 153}
  • id: 235322999
    {'hecke_orbit_code': 67553994444117912, 'n': 1000, 'trace_an': 0}