Embedded newform data - 966.4.a.f.1.3

Formats: - HTML - YAML - JSON - 2023-03-21T04:34:12.139175

• 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_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': 15456, 'analytic_conductor': 56.99584506554543, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [7, -1], [23, 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': [966, 1, [323, 829, 925], [1, 1, 1]], 'cm_discs': [], 'conrey_indexes': [1], 'dim': 3, 'field_disc': 12197, 'field_disc_factorization': [[12197, 1]], 'field_poly': [-4, -15, -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': [[5, [632, -111, -9, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998203962310, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '966.4.a.f', 'level': 966, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 23], 'level_radical': 966, 'minimal_twist': '966.4.a.f', 'nf_label': '3.3.12197.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}-3q^{3}+4q^{4}+(4-3\\beta _{1})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '966.4.a', 'trace_display': [6, -9, 9, 21], 'trace_hash': 1785827468302550695, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.031', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.768', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.167', 'prec': 17}, {'__RealLiteral__': 0, 'data': '19.655', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '206.607', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, 6, -9, 12, 9, -18, 21, 24, 27, 18, 53, -36, 61, 42, -27, 48, -2, 54, 63, 36, -63, 106, -69, -72, -72, 122, -81, 84, 312, -54, 220, 96, -159, -4, 63, 108, -44, 126, -183, 72, 171, -126, -627, 212, 81, -138, 353, -144, 147, -144, 6, 244, -504, -162, 1181, 168, -189, 624, 538, -108, 256, 440, 189, 192, 244, -318, 1113, -8, 207, 126, 53, 216, 360, -88, 216, 252, 371, -366, 134, 144, 243, 342, 1506, -252, 577, -1254, -936, 424, 2381, 162, 427, -276, -660, 706, 945, -288, -88, 294, 477, -288, 2946, 12, 1341, 488, -189, -1008, 921, -324, 1845, 2362, 132, 336, -273, -378, -207, 1248, 549, 1076, -14, -216, 1258, 512, -513, 880, -420, 378, 748, 384, 1881, 488, 903, -636, 441, 2226, -243, -16, -887, 414, -199, 252, -1059, 106, 2099, 432, -2835, 720, -441, -176, 1261, 432, 4085, 504, -18, 742, -2681, -732, 147, 268, 1512, 288, -483, 486, 1492, 684, -3543, 3012, 2291, -504, -4144, 1154, 567, -2508, 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• mf_hecke_cc •

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

  
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-0.3170263350995956, -0.2072690032206559, -0.3518224190091651, -0.43700639087666215, -0.12317264491011735, -0.2907926537661735, -0.17884280910853764, -0.1410515455796916, -0.27352957203779177, -0.38462881486133726, -0.3887746722681202, -0.2683480943384033, -0.1817887224948589, -0.16533558363629386, -0.34388894501870165, -0.14180497193231256, -0.19603422155888645, -0.10997352985406844, -0.21486876498001964, -0.20779336305672755, -0.2741445140537982, -0.2601883764565236, -0.33552830587508103, -0.2539280017057116, -0.3466018432771019, -0.36669569776722044, -0.12033775495836802, -0.23128355306360457, -0.15449303437399628, -0.32031686734645776, -0.1796268896317738, -0.29523740340943166, -0.10861604914872913, -0.36290083057232136, -0.18451321851243718, -0.21265863407031552], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 3, 'dual_embedding_m': 3, 'embedding_index': 3, 'embedding_m': 3, 'embedding_root_imag': 0.0, 'embedding_root_real': -3.243918171302438, 'hecke_orbit': 6, 'hecke_orbit_code': 22517998203962310, 'label': '966.4.a.f.1.3', 'level': 966, 'weight': 4}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_indexes	integer[]
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'AL_dims': [[[[2, 1], [3, 1], [7, 1], [23, 1]], 5, 1], [[[2, -1], [3, -1], [7, -1], [23, -1]], 6, 1], [[[2, 1], [3, 1], [7, -1], [23, -1]], 4, 1], [[[2, 1], [3, 1], [7, -1], [23, 1]], 5, 1], [[[2, -1], [3, -1], [7, -1], [23, 1]], 2, 1], [[[2, -1], [3, 1], [7, -1], [23, -1]], 4, 1], [[[2, 1], [3, -1], [7, -1], [23, -1]], 3, 1], [[[2, -1], [3, -1], [7, 1], [23, -1]], 3, 1], [[[2, 1], [3, -1], [7, 1], [23, -1]], 5, 1], [[[2, 1], [3, -1], [7, -1], [23, 1]], 6, 2], [[[2, -1], [3, 1], [7, -1], [23, 1]], 4, 2], [[[2, 1], [3, -1], [7, 1], [23, 1]], 4, 1], [[[2, -1], [3, 1], [7, 1], [23, -1]], 5, 1], [[[2, -1], [3, -1], [7, 1], [23, 1]], 5, 1], [[[2, 1], [3, 1], [7, 1], [23, -1]], 4, 1], [[[2, -1], [3, 1], [7, 1], [23, 1]], 3, 1]], 'Nk2': 15456, 'analytic_conductor': 56.99584506554543, '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': [966, 1, [323, 829, 925], [1, 1, 1]], 'conrey_indexes': [1], 'cusp_dim': 568, 'dim': 68, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 67109830, 'hecke_orbit_dims': [1, 1, 2, 3, 3, 3, 3, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 6], 'label': '966.4.a', 'level': 966, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 23], 'level_radical': 966, 'mf_dim': 584, 'mf_new_dim': 68, 'num_forms': 18, 'plus_dim': 40, 'prim_orbit_index': 1, 'relative_dim': 68, 'sturm_bound': 768, 'trace_bound': 5, 'trace_display': [-8, 0, -40, 0], 'traces': [68, -8, 0, 272, -40, 0, 0, -32, 612, -80, 0, 0, -104, 0, 0, 1088, -136, -72, 0, -160, 0, 0, 0, 0, 1700, 144, 0, 0, -24, 0, 480, -128, 384, -304, 0, 2448, -104, 0, 0, -320, -56, 0, 448, 0, -360, 368, 1040, 0, 3332, -856, -480, -416, 2136, 0, 4240, 0, 1536, 0, 2512, 0, -1944, 704, 0, 4352, 1776, 0, 2928, -544, 0, 560, 1280, -288, -2504, -1456, -192, 0, 896, 624, 1888, -640, 5508, -592, 464, 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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': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 22517998203962310, 'source_is_minimal': True, 'source_label': '966.4.a.f.1.3', 'source_level': 966, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 22517998203962310, 'target_is_minimal': True, 'target_label': '966.4.a.f.1.3', 'target_level': 966, 'twist_class_label': '966.4.a.f.1.3', 'twist_class_level': 966, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1546250
    {'charpoly_factorization': [[[-2, 1], 3]], 'hecke_orbit_code': 22517998203962310, 'p': 2}
  • id: 1546251
    {'charpoly_factorization': [[[3, 1], 3]], 'hecke_orbit_code': 22517998203962310, 'p': 3}
  • id: 1546252
    {'charpoly_factorization': [[[632, -111, -9, 1], 1]], 'hecke_orbit_code': 22517998203962310, 'p': 5}
  • id: 1546253
    {'charpoly_factorization': [[[-7, 1], 3]], 'hecke_orbit_code': 22517998203962310, 'p': 7}
  • id: 1546254
    {'charpoly_factorization': [[[71001, -1221, -53, 1], 1]], 'hecke_orbit_code': 22517998203962310, 'p': 11}
  • id: 1546255
    {'charpoly_factorization': [[[-1822, 637, -61, 1], 1]], 'hecke_orbit_code': 22517998203962310, 'p': 13}
  • id: 1546256
    {'charpoly_factorization': [[[-16024, -1211, 2, 1], 1]], 'hecke_orbit_code': 22517998203962310, 'p': 17}
  • id: 1546257
    {'charpoly_factorization': [[[47899, -773, -63, 1], 1]], 'hecke_orbit_code': 22517998203962310, 'p': 19}
  • id: 1546258
    {'charpoly_factorization': [[[23, 1], 3]], 'hecke_orbit_code': 22517998203962310, 'p': 23}
  • id: 1546259
    {'charpoly_factorization': [[[13186, 1317, -312, 1], 1]], 'hecke_orbit_code': 22517998203962310, 'p': 29}
  • id: 1546260
    {'charpoly_factorization': [[[731490, -19003, -220, 1], 1]], 'hecke_orbit_code': 22517998203962310, 'p': 31}
  • id: 1546261
    {'charpoly_factorization': [[[-13366222, -100239, 44, 1], 1]], 'hecke_orbit_code': 22517998203962310, 'p': 37}
  • id: 1546262
    {'charpoly_factorization': [[[31352967, -204597, -171, 1], 1]], 'hecke_orbit_code': 22517998203962310, 'p': 41}
  • id: 1546263
    {'charpoly_factorization': [[[-49544756, -30383, 627, 1], 1]], 'hecke_orbit_code': 22517998203962310, 'p': 43}
  • id: 1546264
    {'charpoly_factorization': [[[84406692, -280042, -353, 1], 1]], 'hecke_orbit_code': 22517998203962310, 'p': 47}
  • id: 1546265
    {'charpoly_factorization': [[[-86011099, -198830, 504, 1], 1]], 'hecke_orbit_code': 22517998203962310, 'p': 53}
  • id: 1546266
    {'charpoly_factorization': [[[43304511, -212126, -538, 1], 1]], 'hecke_orbit_code': 22517998203962310, 'p': 59}
  • id: 1546267
    {'charpoly_factorization': [[[-6141519, -225150, -256, 1], 1]], 'hecke_orbit_code': 22517998203962310, 'p': 61}
  • id: 1546268
    {'charpoly_factorization': [[[55713572, 181855, -1113, 1], 1]], 'hecke_orbit_code': 22517998203962310, 'p': 67}
  • id: 1546269
    {'charpoly_factorization': [[[-93489564, -767299, -53, 1], 1]], 'hecke_orbit_code': 22517998203962310, 'p': 71}
  • id: 1546270
    {'charpoly_factorization': [[[197977404, -463697, -360, 1], 1]], 'hecke_orbit_code': 22517998203962310, 'p': 73}
  • id: 1546271
    {'charpoly_factorization': [[[-45775266, -449893, -134, 1], 1]], 'hecke_orbit_code': 22517998203962310, 'p': 79}
  • id: 1546272
    {'charpoly_factorization': [[[-107382958, 711235, -1506, 1], 1]], 'hecke_orbit_code': 22517998203962310, 'p': 83}
  • id: 1546273
    {'charpoly_factorization': [[[55340850, 1264105, -2381, 1], 1]], 'hecke_orbit_code': 22517998203962310, 'p': 89}
  • id: 1546274
    {'charpoly_factorization': [[[-22908546, -132487, 88, 1], 1]], 'hecke_orbit_code': 22517998203962310, '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': 6, 'label': '966.4.a.f', 'level': 966, 'portrait': 'data:image/png;base64,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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 168651000
    {'hecke_orbit_code': 22517998203962310, 'n': 1, 'trace_an': 3}
  • id: 168651001
    {'hecke_orbit_code': 22517998203962310, 'n': 2, 'trace_an': 6}
  • id: 168651002
    {'hecke_orbit_code': 22517998203962310, 'n': 3, 'trace_an': -9}
  • id: 168651003
    {'hecke_orbit_code': 22517998203962310, 'n': 4, 'trace_an': 12}
  • id: 168651004
    {'hecke_orbit_code': 22517998203962310, 'n': 5, 'trace_an': 9}
  • id: 168651005
    {'hecke_orbit_code': 22517998203962310, 'n': 6, 'trace_an': -18}
  • id: 168651006
    {'hecke_orbit_code': 22517998203962310, 'n': 7, 'trace_an': 21}
  • id: 168651007
    {'hecke_orbit_code': 22517998203962310, 'n': 8, 'trace_an': 24}
  • id: 168651008
    {'hecke_orbit_code': 22517998203962310, 'n': 9, 'trace_an': 27}
  • id: 168651009
    {'hecke_orbit_code': 22517998203962310, 'n': 10, 'trace_an': 18}
  • id: 168651010
    {'hecke_orbit_code': 22517998203962310, 'n': 11, 'trace_an': 53}
  • id: 168651011
    {'hecke_orbit_code': 22517998203962310, 'n': 12, 'trace_an': -36}
  • id: 168651012
    {'hecke_orbit_code': 22517998203962310, 'n': 13, 'trace_an': 61}
  • id: 168651013
    {'hecke_orbit_code': 22517998203962310, 'n': 14, 'trace_an': 42}
  • id: 168651014
    {'hecke_orbit_code': 22517998203962310, 'n': 15, 'trace_an': -27}
  • id: 168651015
    {'hecke_orbit_code': 22517998203962310, 'n': 16, 'trace_an': 48}
  • id: 168651016
    {'hecke_orbit_code': 22517998203962310, 'n': 17, 'trace_an': -2}
  • id: 168651017
    {'hecke_orbit_code': 22517998203962310, 'n': 18, 'trace_an': 54}
  • id: 168651018
    {'hecke_orbit_code': 22517998203962310, 'n': 19, 'trace_an': 63}
  • id: 168651019
    {'hecke_orbit_code': 22517998203962310, 'n': 20, 'trace_an': 36}
  • id: 168651020
    {'hecke_orbit_code': 22517998203962310, 'n': 21, 'trace_an': -63}
  • id: 168651021
    {'hecke_orbit_code': 22517998203962310, 'n': 22, 'trace_an': 106}
  • id: 168651022
    {'hecke_orbit_code': 22517998203962310, 'n': 23, 'trace_an': -69}
  • id: 168651023
    {'hecke_orbit_code': 22517998203962310, 'n': 24, 'trace_an': -72}
  • id: 168651024
    {'hecke_orbit_code': 22517998203962310, 'n': 25, 'trace_an': -72}
  • id: 168651025
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  • id: 168651026
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  • id: 168651027
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  • id: 168651028
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  • id: 168651029
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  • id: 168651030
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  • id: 168651031
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  • id: 168651032
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  • id: 168651033
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  • id: 168651034
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  • id: 168651035
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  • id: 168651036
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  • id: 168651037
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  • id: 168651038
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  • id: 168651039
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  • id: 168651040
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  • id: 168651041
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  • id: 168651042
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  • id: 168651043
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  • id: 168651044
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  • id: 168651045
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  • id: 168651046
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  • id: 168651047
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  • id: 168651048
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  • id: 168651049
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  • id: 168651050
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  • id: 168651051
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  • id: 168651052
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  • id: 168651053
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  • id: 168651054
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  • id: 168651055
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  • id: 168651056
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  • id: 168651057
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  • id: 168651058
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  • id: 168651059
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  • id: 168651060
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  • id: 168651061
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  • id: 168651062
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  • id: 168651063
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  • id: 168651064
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  • id: 168651065
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  • id: 168651066
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  • id: 168651067
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  • id: 168651068
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  • id: 168651069
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  • id: 168651070
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  • id: 168651071
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  • id: 168651072
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  • id: 168651073
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  • id: 168651074
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  • id: 168651075
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  • id: 168651076
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  • id: 168651077
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  • id: 168651078
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  • id: 168651079
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  • id: 168651080
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  • id: 168651081
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  • id: 168651082
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  • id: 168651083
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  • id: 168651084
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  • id: 168651085
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  • id: 168651086
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  • id: 168651087
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  • id: 168651088
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  • id: 168651089
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  • id: 168651090
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  • id: 168651091
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  • id: 168651092
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  • id: 168651093
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  • id: 168651094
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  • id: 168651095
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  • id: 168651096
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  • id: 168651097
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  • id: 168651098
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  • id: 168651099
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  • id: 168651100
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  • id: 168651101
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  • id: 168651102
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  • id: 168651103
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  • id: 168651104
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  • id: 168651105
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  • id: 168651106
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  • id: 168651107
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  • id: 168651108
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  • id: 168651109
    {'hecke_orbit_code': 22517998203962310, 'n': 110, 'trace_an': 2362}
  • id: 168651110
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  • id: 168651111
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  • id: 168651112
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  • id: 168651113
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  • id: 168651114
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  • id: 168651115
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  • id: 168651116
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  • id: 168651117
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  • id: 168651118
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  • id: 168651119
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  • id: 168651120
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  • id: 168651121
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  • id: 168651122
    {'hecke_orbit_code': 22517998203962310, 'n': 123, 'trace_an': -513}
  • id: 168651123
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  • id: 168651124
    {'hecke_orbit_code': 22517998203962310, 'n': 125, 'trace_an': -420}
  • id: 168651125
    {'hecke_orbit_code': 22517998203962310, 'n': 126, 'trace_an': 378}
  • id: 168651126
    {'hecke_orbit_code': 22517998203962310, 'n': 127, 'trace_an': 748}
  • id: 168651127
    {'hecke_orbit_code': 22517998203962310, 'n': 128, 'trace_an': 384}
  • id: 168651128
    {'hecke_orbit_code': 22517998203962310, 'n': 129, 'trace_an': 1881}
  • id: 168651129
    {'hecke_orbit_code': 22517998203962310, 'n': 130, 'trace_an': 488}
  • id: 168651130
    {'hecke_orbit_code': 22517998203962310, 'n': 131, 'trace_an': 903}
  • id: 168651131
    {'hecke_orbit_code': 22517998203962310, 'n': 132, 'trace_an': -636}
  • id: 168651132
    {'hecke_orbit_code': 22517998203962310, 'n': 133, 'trace_an': 441}
  • id: 168651133
    {'hecke_orbit_code': 22517998203962310, 'n': 134, 'trace_an': 2226}
  • id: 168651134
    {'hecke_orbit_code': 22517998203962310, 'n': 135, 'trace_an': -243}
  • id: 168651135
    {'hecke_orbit_code': 22517998203962310, 'n': 136, 'trace_an': -16}
  • id: 168651136
    {'hecke_orbit_code': 22517998203962310, 'n': 137, 'trace_an': -887}
  • id: 168651137
    {'hecke_orbit_code': 22517998203962310, 'n': 138, 'trace_an': 414}
  • id: 168651138
    {'hecke_orbit_code': 22517998203962310, 'n': 139, 'trace_an': -199}
  • id: 168651139
    {'hecke_orbit_code': 22517998203962310, 'n': 140, 'trace_an': 252}
  • id: 168651140
    {'hecke_orbit_code': 22517998203962310, 'n': 141, 'trace_an': -1059}
  • id: 168651141
    {'hecke_orbit_code': 22517998203962310, 'n': 142, 'trace_an': 106}
  • id: 168651142
    {'hecke_orbit_code': 22517998203962310, 'n': 143, 'trace_an': 2099}
  • id: 168651143
    {'hecke_orbit_code': 22517998203962310, 'n': 144, 'trace_an': 432}
  • id: 168651144
    {'hecke_orbit_code': 22517998203962310, 'n': 145, 'trace_an': -2835}
  • id: 168651145
    {'hecke_orbit_code': 22517998203962310, 'n': 146, 'trace_an': 720}
  • id: 168651146
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  • id: 168651147
    {'hecke_orbit_code': 22517998203962310, 'n': 148, 'trace_an': -176}
  • id: 168651148
    {'hecke_orbit_code': 22517998203962310, 'n': 149, 'trace_an': 1261}
  • id: 168651149
    {'hecke_orbit_code': 22517998203962310, 'n': 150, 'trace_an': 432}
  • id: 168651150
    {'hecke_orbit_code': 22517998203962310, 'n': 151, 'trace_an': 4085}
  • id: 168651151
    {'hecke_orbit_code': 22517998203962310, 'n': 152, 'trace_an': 504}
  • id: 168651152
    {'hecke_orbit_code': 22517998203962310, 'n': 153, 'trace_an': -18}
  • id: 168651153
    {'hecke_orbit_code': 22517998203962310, 'n': 154, 'trace_an': 742}
  • id: 168651154
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  • id: 168651155
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  • id: 168651156
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  • id: 168651157
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  • id: 168651158
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  • id: 168651159
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  • id: 168651160
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  • id: 168651161
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  • id: 168651162
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  • id: 168651163
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  • id: 168651164
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  • id: 168651165
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  • id: 168651166
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  • id: 168651167
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  • id: 168651168
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  • id: 168651169
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  • id: 168651170
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  • id: 168651171
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  • id: 168651172
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  • id: 168651173
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  • id: 168651174
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  • id: 168651175
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  • id: 168651176
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  • id: 168651177
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  • id: 168651178
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  • id: 168651179
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  • id: 168651180
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  • id: 168651181
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  • id: 168651182
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  • id: 168651183
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  • id: 168651184
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  • id: 168651185
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  • id: 168651186
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  • id: 168651187
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  • id: 168651188
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  • id: 168651189
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  • id: 168651190
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  • id: 168651191
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  • id: 168651192
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  • id: 168651193
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  • id: 168651194
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  • id: 168651195
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  • id: 168651196
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  • id: 168651197
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  • id: 168651198
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  • id: 168651199
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  • id: 168651200
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  • id: 168651201
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  • id: 168651202
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  • id: 168651203
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  • id: 168651204
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  • id: 168651205
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  • id: 168651206
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  • id: 168651207
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  • id: 168651208
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  • id: 168651209
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  • id: 168651210
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  • id: 168651211
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  • id: 168651212
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  • id: 168651213
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  • id: 168651214
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  • id: 168651215
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  • id: 168651216
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  • id: 168651217
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  • id: 168651218
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  • id: 168651219
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  • id: 168651220
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  • id: 168651221
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  • id: 168651222
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  • id: 168651223
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  • id: 168651224
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  • id: 168651225
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  • id: 168651226
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  • id: 168651227
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  • id: 168651228
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  • id: 168651229
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  • id: 168651230
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  • id: 168651231
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  • id: 168651232
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  • id: 168651233
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  • id: 168651234
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  • id: 168651235
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  • id: 168651236
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  • id: 168651237
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  • id: 168651238
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  • id: 168651239
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  • id: 168651240
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  • id: 168651241
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  • id: 168651242
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  • id: 168651243
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  • id: 168651244
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  • id: 168651245
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  • id: 168651246
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  • id: 168651247
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  • id: 168651248
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  • id: 168651249
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  • id: 168651250
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  • id: 168651251
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  • id: 168651252
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  • id: 168651253
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  • id: 168651254
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  • id: 168651255
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  • id: 168651256
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  • id: 168651257
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  • id: 168651258
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  • id: 168651259
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  • id: 168651260
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  • id: 168651261
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  • id: 168651262
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  • id: 168651263
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  • id: 168651264
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  • id: 168651265
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  • id: 168651266
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  • id: 168651267
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  • id: 168651268
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  • id: 168651269
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  • id: 168651270
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  • id: 168651271
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  • id: 168651272
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  • id: 168651273
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  • id: 168651274
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  • id: 168651275
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  • id: 168651276
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  • id: 168651277
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  • id: 168651278
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  • id: 168651279
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  • id: 168651280
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  • id: 168651281
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  • id: 168651282
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  • id: 168651283
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  • id: 168651284
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  • id: 168651285
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  • id: 168651286
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  • id: 168651287
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  • id: 168651288
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  • id: 168651289
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  • id: 168651290
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  • id: 168651291
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  • id: 168651292
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  • id: 168651293
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  • id: 168651294
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  • id: 168651295
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  • id: 168651296
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  • id: 168651297
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  • id: 168651298
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  • id: 168651299
    {'hecke_orbit_code': 22517998203962310, 'n': 300, 'trace_an': 864}
  • id: 168651300
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  • id: 168651301
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  • id: 168651302
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  • id: 168651303
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  • id: 168651304
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  • id: 168651305
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  • id: 168651306
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  • id: 168651307
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  • id: 168651308
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  • id: 168651309
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  • id: 168651310
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  • id: 168651311
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  • id: 168651312
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  • id: 168651313
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  • id: 168651314
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  • id: 168651315
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  • id: 168651316
    {'hecke_orbit_code': 22517998203962310, 'n': 317, 'trace_an': -16217}
  • id: 168651317
    {'hecke_orbit_code': 22517998203962310, 'n': 318, 'trace_an': 3024}
  • id: 168651318
    {'hecke_orbit_code': 22517998203962310, 'n': 319, 'trace_an': -10838}
  • id: 168651319
    {'hecke_orbit_code': 22517998203962310, 'n': 320, 'trace_an': 576}
  • id: 168651320
    {'hecke_orbit_code': 22517998203962310, 'n': 321, 'trace_an': -2763}
  • id: 168651321
    {'hecke_orbit_code': 22517998203962310, 'n': 322, 'trace_an': -966}
  • id: 168651322
    {'hecke_orbit_code': 22517998203962310, 'n': 323, 'trace_an': -36}
  • id: 168651323
    {'hecke_orbit_code': 22517998203962310, 'n': 324, 'trace_an': 972}
  • id: 168651324
    {'hecke_orbit_code': 22517998203962310, 'n': 325, 'trace_an': -4840}
  • id: 168651325
    {'hecke_orbit_code': 22517998203962310, 'n': 326, 'trace_an': 2984}
  • id: 168651326
    {'hecke_orbit_code': 22517998203962310, 'n': 327, 'trace_an': -5535}
  • id: 168651327
    {'hecke_orbit_code': 22517998203962310, 'n': 328, 'trace_an': 1368}
  • id: 168651328
    {'hecke_orbit_code': 22517998203962310, 'n': 329, 'trace_an': 2471}
  • id: 168651329
    {'hecke_orbit_code': 22517998203962310, 'n': 330, 'trace_an': -7086}
  • id: 168651330
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  • id: 168651331
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  • id: 168651332
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  • id: 168651333
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  • id: 168651334
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  • id: 168651335
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  • id: 168651336
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  • id: 168651337
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  • id: 168651338
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  • id: 168651339
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  • id: 168651340
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  • id: 168651341
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  • id: 168651342
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  • id: 168651343
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  • id: 168651344
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  • id: 168651345
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  • id: 168651346
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  • id: 168651347
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  • id: 168651348
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  • id: 168651349
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  • id: 168651350
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  • id: 168651351
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  • id: 168651352
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  • id: 168651353
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  • id: 168651354
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  • id: 168651355
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  • id: 168651356
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  • id: 168651357
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  • id: 168651358
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  • id: 168651359
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  • id: 168651360
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  • id: 168651361
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  • id: 168651362
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  • id: 168651363
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  • id: 168651364
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  • id: 168651365
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  • id: 168651366
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  • id: 168651367
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  • id: 168651368
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  • id: 168651369
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  • id: 168651370
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  • id: 168651371
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  • id: 168651372
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  • id: 168651373
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  • id: 168651374
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  • id: 168651375
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  • id: 168651376
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  • id: 168651377
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  • id: 168651378
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  • id: 168651379
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  • id: 168651380
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  • id: 168651381
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  • id: 168651382
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  • id: 168651383
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  • id: 168651384
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  • id: 168651385
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  • id: 168651386
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  • id: 168651387
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  • id: 168651388
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  • id: 168651389
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  • id: 168651390
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  • id: 168651391
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  • id: 168651392
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  • id: 168651393
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  • id: 168651394
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  • id: 168651395
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  • id: 168651396
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  • id: 168651397
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  • id: 168651398
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  • id: 168651399
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  • id: 168651400
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  • id: 168651401
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  • id: 168651402
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  • id: 168651403
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  • id: 168651404
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  • id: 168651405
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  • id: 168651406
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  • id: 168651407
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  • id: 168651408
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  • id: 168651409
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  • id: 168651410
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  • id: 168651411
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  • id: 168651412
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  • id: 168651413
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  • id: 168651414
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  • id: 168651415
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  • id: 168651416
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  • id: 168651417
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  • id: 168651418
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  • id: 168651419
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  • id: 168651420
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  • id: 168651421
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  • id: 168651422
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  • id: 168651423
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  • id: 168651424
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  • id: 168651425
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  • id: 168651426
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  • id: 168651427
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  • id: 168651428
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  • id: 168651429
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  • id: 168651430
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  • id: 168651431
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  • id: 168651432
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  • id: 168651433
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  • id: 168651434
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  • id: 168651435
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  • id: 168651436
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  • id: 168651437
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  • id: 168651438
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  • id: 168651439
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  • id: 168651440
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  • id: 168651441
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  • id: 168651442
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  • id: 168651443
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  • id: 168651444
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  • id: 168651445
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  • id: 168651446
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  • id: 168651447
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  • id: 168651448
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  • id: 168651449
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  • id: 168651450
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  • id: 168651451
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  • id: 168651452
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  • id: 168651453
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  • id: 168651454
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  • id: 168651455
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  • id: 168651456
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  • id: 168651457
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  • id: 168651458
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  • id: 168651459
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  • id: 168651460
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  • id: 168651461
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  • id: 168651462
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  • id: 168651463
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  • id: 168651464
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  • id: 168651465
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  • id: 168651466
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  • id: 168651467
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  • id: 168651468
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  • id: 168651469
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  • id: 168651470
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  • id: 168651471
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  • id: 168651472
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  • id: 168651473
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  • id: 168651474
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  • id: 168651475
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  • id: 168651476
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  • id: 168651477
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  • id: 168651478
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  • id: 168651479
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  • id: 168651480
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  • id: 168651481
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  • id: 168651482
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  • id: 168651483
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  • id: 168651484
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  • id: 168651485
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  • id: 168651486
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  • id: 168651487
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  • id: 168651488
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  • id: 168651489
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  • id: 168651490
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  • id: 168651491
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  • id: 168651492
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  • id: 168651493
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  • id: 168651494
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  • id: 168651495
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  • id: 168651496
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  • id: 168651497
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  • id: 168651498
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  • id: 168651499
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  • id: 168651500
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  • id: 168651501
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  • id: 168651502
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  • id: 168651503
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  • id: 168651504
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  • id: 168651505
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  • id: 168651506
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  • id: 168651507
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  • id: 168651508
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  • id: 168651509
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  • id: 168651510
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  • id: 168651511
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  • id: 168651512
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  • id: 168651513
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  • id: 168651514
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  • id: 168651515
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  • id: 168651516
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  • id: 168651517
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  • id: 168651518
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  • id: 168651519
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  • id: 168651520
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  • id: 168651521
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  • id: 168651522
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  • id: 168651523
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  • id: 168651524
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  • id: 168651525
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  • id: 168651526
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  • id: 168651527
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  • id: 168651528
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  • id: 168651529
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  • id: 168651530
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  • id: 168651531
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  • id: 168651532
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  • id: 168651533
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  • id: 168651534
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  • id: 168651535
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  • id: 168651536
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  • id: 168651537
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  • id: 168651538
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  • id: 168651539
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  • id: 168651540
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  • id: 168651541
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  • id: 168651542
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  • id: 168651543
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  • id: 168651544
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  • id: 168651545
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  • id: 168651546
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  • id: 168651547
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  • id: 168651548
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  • id: 168651549
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  • id: 168651550
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  • id: 168651551
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  • id: 168651552
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  • id: 168651553
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  • id: 168651554
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  • id: 168651555
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  • id: 168651556
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  • id: 168651557
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  • id: 168651558
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  • id: 168651559
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  • id: 168651560
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  • id: 168651561
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  • id: 168651562
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  • id: 168651563
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  • id: 168651564
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  • id: 168651565
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  • id: 168651566
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  • id: 168651567
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  • id: 168651568
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  • id: 168651569
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  • id: 168651570
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  • id: 168651571
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  • id: 168651572
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  • id: 168651573
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  • id: 168651574
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  • id: 168651575
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  • id: 168651576
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  • id: 168651577
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  • id: 168651578
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  • id: 168651579
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  • id: 168651580
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  • id: 168651581
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  • id: 168651582
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  • id: 168651583
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  • id: 168651584
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  • id: 168651585
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  • id: 168651586
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  • id: 168651587
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  • id: 168651588
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  • id: 168651589
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  • id: 168651590
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  • id: 168651591
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  • id: 168651592
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  • id: 168651593
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  • id: 168651594
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  • id: 168651595
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  • id: 168651596
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  • id: 168651597
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  • id: 168651598
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  • id: 168651599
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  • id: 168651600
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  • id: 168651601
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  • id: 168651602
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  • id: 168651603
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  • id: 168651792
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  • id: 168651795
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  • id: 168651797
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  • id: 168651798
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  • id: 168651799
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  • id: 168651800
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  • id: 168651801
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  • id: 168651802
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  • id: 168651803
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  • id: 168651804
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  • id: 168651805
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  • id: 168651806
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  • id: 168651807
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  • id: 168651808
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  • id: 168651809
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  • id: 168651810
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  • id: 168651811
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  • id: 168651812
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  • id: 168651813
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  • id: 168651814
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  • id: 168651815
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  • id: 168651816
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  • id: 168651817
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  • id: 168651818
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  • id: 168651819
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  • id: 168651820
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  • id: 168651821
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  • id: 168651822
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  • id: 168651823
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  • id: 168651824
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  • id: 168651825
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  • id: 168651826
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  • id: 168651827
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  • id: 168651828
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  • id: 168651830
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  • id: 168651831
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  • id: 168651832
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  • id: 168651833
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  • id: 168651834
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  • id: 168651835
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  • id: 168651836
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  • id: 168651837
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  • id: 168651838
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  • id: 168651839
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  • id: 168651840
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  • id: 168651841
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  • id: 168651842
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  • id: 168651843
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  • id: 168651844
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  • id: 168651845
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  • id: 168651846
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  • id: 168651847
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  • id: 168651848
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  • id: 168651849
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  • id: 168651851
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  • id: 168651852
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  • id: 168651853
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  • id: 168651854
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  • id: 168651855
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  • id: 168651856
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  • id: 168651857
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  • id: 168651858
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  • id: 168651859
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  • id: 168651860
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  • id: 168651861
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  • id: 168651862
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  • id: 168651863
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  • id: 168651864
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  • id: 168651865
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  • id: 168651866
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  • id: 168651867
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  • id: 168651868
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  • id: 168651869
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  • id: 168651870
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  • id: 168651871
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  • id: 168651872
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  • id: 168651873
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  • id: 168651874
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  • id: 168651875
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  • id: 168651876
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  • id: 168651877
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  • id: 168651878
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  • id: 168651879
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  • id: 168651880
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  • id: 168651881
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  • id: 168651882
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  • id: 168651883
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  • id: 168651884
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  • id: 168651885
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  • id: 168651886
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  • id: 168651887
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  • id: 168651888
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  • id: 168651889
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  • id: 168651890
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  • id: 168651891
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  • id: 168651892
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  • id: 168651893
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  • id: 168651894
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  • id: 168651895
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  • id: 168651896
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  • id: 168651897
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  • id: 168651898
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  • id: 168651899
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  • id: 168651900
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  • id: 168651901
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  • id: 168651902
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  • id: 168651903
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  • id: 168651904
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  • id: 168651905
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  • id: 168651906
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  • id: 168651907
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  • id: 168651908
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  • id: 168651909
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  • id: 168651910
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  • id: 168651911
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  • id: 168651912
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  • id: 168651913
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  • id: 168651914
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  • id: 168651915
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  • id: 168651916
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  • id: 168651917
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  • id: 168651918
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  • id: 168651919
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  • id: 168651920
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  • id: 168651921
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  • id: 168651922
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  • id: 168651923
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  • id: 168651924
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  • id: 168651925
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  • id: 168651926
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  • id: 168651927
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  • id: 168651928
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  • id: 168651929
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  • id: 168651930
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  • id: 168651931
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  • id: 168651932
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  • id: 168651933
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  • id: 168651934
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  • id: 168651935
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  • id: 168651936
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  • id: 168651937
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  • id: 168651938
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  • id: 168651939
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  • id: 168651940
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  • id: 168651941
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  • id: 168651942
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  • id: 168651944
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  • id: 168651945
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  • id: 168651947
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  • id: 168651949
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  • id: 168651950
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  • id: 168651951
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  • id: 168651966
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  • id: 168651969
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  • id: 168651970
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  • id: 168651971
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  • id: 168651977
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  • id: 168651980
    {'hecke_orbit_code': 22517998203962310, 'n': 981, 'trace_an': 16605}
  • id: 168651981
    {'hecke_orbit_code': 22517998203962310, 'n': 982, 'trace_an': 53638}
  • id: 168651982
    {'hecke_orbit_code': 22517998203962310, 'n': 983, 'trace_an': 5870}
  • id: 168651983
    {'hecke_orbit_code': 22517998203962310, 'n': 984, 'trace_an': -4104}
  • id: 168651984
    {'hecke_orbit_code': 22517998203962310, 'n': 985, 'trace_an': -39240}
  • id: 168651985
    {'hecke_orbit_code': 22517998203962310, 'n': 986, 'trace_an': -9188}
  • id: 168651986
    {'hecke_orbit_code': 22517998203962310, 'n': 987, 'trace_an': -7413}
  • id: 168651987
    {'hecke_orbit_code': 22517998203962310, 'n': 988, 'trace_an': 12156}
  • id: 168651988
    {'hecke_orbit_code': 22517998203962310, 'n': 989, 'trace_an': 14421}
  • id: 168651989
    {'hecke_orbit_code': 22517998203962310, 'n': 990, 'trace_an': 21258}
  • id: 168651990
    {'hecke_orbit_code': 22517998203962310, 'n': 991, 'trace_an': 30294}
  • id: 168651991
    {'hecke_orbit_code': 22517998203962310, 'n': 992, 'trace_an': 7040}
  • id: 168651992
    {'hecke_orbit_code': 22517998203962310, 'n': 993, 'trace_an': -11145}
  • id: 168651993
    {'hecke_orbit_code': 22517998203962310, 'n': 994, 'trace_an': 742}
  • id: 168651994
    {'hecke_orbit_code': 22517998203962310, 'n': 995, 'trace_an': -4663}
  • id: 168651995
    {'hecke_orbit_code': 22517998203962310, 'n': 996, 'trace_an': -18072}
  • id: 168651996
    {'hecke_orbit_code': 22517998203962310, 'n': 997, 'trace_an': 30094}
  • id: 168651997
    {'hecke_orbit_code': 22517998203962310, 'n': 998, 'trace_an': -51670}
  • id: 168651998
    {'hecke_orbit_code': 22517998203962310, 'n': 999, 'trace_an': 1188}
  • id: 168651999
    {'hecke_orbit_code': 22517998203962310, 'n': 1000, 'trace_an': -3360}