Embedded newform data - 33.6.a.a.1.1

Formats: - HTML - YAML - JSON - 2024-04-26T06:36:24.756614

• 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': 1188, 'analytic_conductor': 5.292666053828361, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [11, -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': [33, 1, [23, 13], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 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': [[2, [2, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 100663329, 'hecke_ring_generator_nbound': 1, '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': '33.6.a.a', 'level': 33, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 11], 'level_radical': 33, 'minimal_twist': '33.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}-9q^{3}-28q^{4}+46q^{5}+18q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '33.6.a', 'trace_display': [-2, -9, 46, 148], 'trace_hash': 2161186570862999517, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.022', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.973', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.022', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.899', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.626', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -2, -9, -28, 46, 18, 148, 120, 81, -92, 121, 252, 574, -296, -414, 656, -722, -162, 2160, -1288, -1332, -242, -2536, -1080, -1009, -1148, -729, -4144, 4650, 828, 5032, -5152, -1089, 1444, 6808, -2268, 8118, -4320, -5166, 5520, -5138, 2664, 8304, -3388, 3726, 5072, 24728, -5904, 5097, 2018, 6498, -16072, -28746, 1458, 5566, 17760, -19440, -9300, -5860, 11592, -53658, -10064, 11988, -10688, 26404, 2178, 30908, 20216, 22824, -13616, -69648, 9720, -18446, -16236, 9081, -60480, 17908, 10332, -25300, 30176, 6561, 10276, -17556, 37296, -33212, -16608, -41850, 14520, 132570, -7452, 84952, 71008, -45288, -49456, 99360, 46368, 70658, -10194, 9801, 28252, -101998, -12996, 130904, 68880, -61272, 57492, -141612, 20412, -239810, -11132, -73062, 97088, -42726, 38880, -116656, -130200, 46494, 11720, -106856, -49680, 14641, 107316, 46242, -140896, -190164, -23976, 51788, 186240, -74736, -52808, 53652, 30492, 319680, -61816, -33534, -86640, -228862, -45648, 374920, 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13640, -5918022, -22819680], 'weight': 6, 'weight_parity': 1}
• mf_hecke_cc •

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

  
  {'an_normalized': [[1.0, 0.0], [-0.3535533905932738, 0.0], [-0.5773502691896257, 0.0], [-0.875, 0.0], [0.8228730157199227, 0.0], [0.2041241452319315, 0.0], [1.1416069797013393, 0.0], [0.6629126073623883, 0.0], [0.3333333333333333, 0.0], [-0.2909295447354909, 0.0], [0.30151134457776363, 0.0], [0.5051814855409226, 0.0], [0.9420056586783477, 0.0], [-0.4036190183983552, 0.0], [-0.47508595713477647, 0.0], [0.640625, 0.0], [-0.6059194507828111, 0.0], [-0.11785113019775792, 0.0], [1.3726813993363252, 0.0], [-0.7200138887549323, 0.0], [-0.6591070970393239, 0.0], [-0.10660035817780522, 0.0], [-0.999607852644124, 0.0], [-0.38273277230987157, 0.0], [-0.32288, 0.0], [-0.33304929458377996, 0.0], [-0.19245008972987526, 0.0], [-0.9989061072386719, 0.0], [1.026734033915923, 0.0], [0.16796825096825094, 0.0], [0.9404514878238619, 0.0], [-0.8894077482112043, 0.0], [-0.17407765595569785, 0.0], [0.21422487625067713, 0.0], [0.9393975781537536, 0.0], [-0.2916666666666667, 0.0], [0.9748655799451355, 0.0], 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-0.1937124328383825, -0.33065143065933067, -0.18214233826405452, -0.34289710830041936, -0.20337125603834552, -0.30500975952342063, -0.22668809984343324, -0.26739293522757596, -0.22244092846776192, -0.28677694306546053, -0.08867075240010851, -0.2049982876085571, -0.12253746887147718, -0.41075841478254727, -0.25611756790899287, -0.30467891948720793, -0.24239952960053635, -0.19569761806106067, -0.35118681900741805, -0.10237149397811131, -0.19574041143629328, -0.2200836914469611, -0.4017406082357917, -0.1325762789461147, -0.24152017054140956, -0.2653478620540506, -0.1646326383475774], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 100663329, 'label': '33.6.a.a.1.1', 'level': 33, 'weight': 6}
• 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': [[[[3, -1], [11, -1]], 1, 1], [[[3, -1], [11, 1]], 2, 1], [[[3, 1], [11, 1]], 2, 1], [[[3, 1], [11, -1]], 3, 2]], 'ALdims': [2, 3, 2, 1], 'Nk2': 1188, 'analytic_conductor': 5.292666053828361, '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': [33, 1, [23, 13], [1, 1]], 'conrey_index': 1, 'cusp_dim': 18, 'dim': 8, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663329, 'hecke_orbit_dims': [1, 1, 2, 2, 2], 'label': '33.6.a', 'level': 33, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 11], 'level_radical': 33, 'mf_dim': 22, 'mf_new_dim': 8, 'num_forms': 5, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 8, 'sturm_bound': 24, 'trace_bound': 2, 'trace_display': [8, -18, 32, -36], 'traces': [8, 8, -18, 108, 32, 180, -36, -108, 648, 544, 0, -864, 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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

  
  
  • id: 381867
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663329, 'source_is_minimal': True, 'source_label': '33.6.a.a.1.1', 'source_level': 33, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 100663329, 'target_is_minimal': True, 'target_label': '33.6.a.a.1.1', 'target_level': 33, 'twist_class_label': '33.6.a.a.1.1', 'twist_class_level': 33, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 381868
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663329, 'source_is_minimal': True, 'source_label': '33.6.a.a.1.1', 'source_level': 33, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599728033891, 'target_is_minimal': False, 'target_label': '99.6.a.b.1.1', 'target_level': 99, 'twist_class_label': '33.6.a.a.1.1', 'twist_class_level': 33, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 381869
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663329, 'source_is_minimal': True, 'source_label': '33.6.a.a.1.1', 'source_level': 33, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797119627792, 'target_is_minimal': False, 'target_label': '528.6.a.i.1.1', 'target_level': 528, 'twist_class_label': '33.6.a.a.1.1', 'twist_class_level': 33, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 381870
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663329, 'source_is_minimal': True, 'source_label': '33.6.a.a.1.1', 'source_level': 33, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599728034617, 'target_is_minimal': False, 'target_label': '825.6.a.b.1.1', 'target_level': 825, 'twist_class_label': '33.6.a.a.1.1', 'twist_class_level': 33, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 381871
    {'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663329, 'source_is_minimal': True, 'source_label': '33.6.a.a.1.1', 'source_level': 33, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199355404651, 'target_is_minimal': False, 'target_label': '363.6.a.c.1.1', 'target_level': 363, 'twist_class_label': '33.6.a.a.1.1', 'twist_class_level': 33, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 6}
  • id: 381872
    {'conductor': 33, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 100663329, 'source_is_minimal': True, 'source_label': '33.6.a.a.1.1', 'source_level': 33, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798982775873, 'target_is_minimal': False, 'target_label': '1089.6.a.d.1.1', 'target_level': 1089, 'twist_class_label': '33.6.a.a.1.1', 'twist_class_level': 33, 'twisting_char_label': '33.32', 'twisting_conrey_index': 32, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 119975
    {'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 100663329, 'p': 2}
  • id: 119976
    {'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 100663329, 'p': 3}
  • id: 119977
    {'charpoly_factorization': [[[-46, 1], 1]], 'hecke_orbit_code': 100663329, 'p': 5}
  • id: 119978
    {'charpoly_factorization': [[[-148, 1], 1]], 'hecke_orbit_code': 100663329, 'p': 7}
  • id: 119979
    {'charpoly_factorization': [[[-121, 1], 1]], 'hecke_orbit_code': 100663329, 'p': 11}
  • id: 119980
    {'charpoly_factorization': [[[-574, 1], 1]], 'hecke_orbit_code': 100663329, 'p': 13}
  • id: 119981
    {'charpoly_factorization': [[[722, 1], 1]], 'hecke_orbit_code': 100663329, 'p': 17}
  • id: 119982
    {'charpoly_factorization': [[[-2160, 1], 1]], 'hecke_orbit_code': 100663329, 'p': 19}
  • id: 119983
    {'charpoly_factorization': [[[2536, 1], 1]], 'hecke_orbit_code': 100663329, 'p': 23}
  • id: 119984
    {'charpoly_factorization': [[[-4650, 1], 1]], 'hecke_orbit_code': 100663329, 'p': 29}
  • id: 119985
    {'charpoly_factorization': [[[-5032, 1], 1]], 'hecke_orbit_code': 100663329, 'p': 31}
  • id: 119986
    {'charpoly_factorization': [[[-8118, 1], 1]], 'hecke_orbit_code': 100663329, 'p': 37}
  • id: 119987
    {'charpoly_factorization': [[[5138, 1], 1]], 'hecke_orbit_code': 100663329, 'p': 41}
  • id: 119988
    {'charpoly_factorization': [[[-8304, 1], 1]], 'hecke_orbit_code': 100663329, 'p': 43}
  • id: 119989
    {'charpoly_factorization': [[[-24728, 1], 1]], 'hecke_orbit_code': 100663329, 'p': 47}
  • id: 119990
    {'charpoly_factorization': [[[28746, 1], 1]], 'hecke_orbit_code': 100663329, 'p': 53}
  • id: 119991
    {'charpoly_factorization': [[[5860, 1], 1]], 'hecke_orbit_code': 100663329, 'p': 59}
  • id: 119992
    {'charpoly_factorization': [[[53658, 1], 1]], 'hecke_orbit_code': 100663329, 'p': 61}
  • id: 119993
    {'charpoly_factorization': [[[-30908, 1], 1]], 'hecke_orbit_code': 100663329, 'p': 67}
  • id: 119994
    {'charpoly_factorization': [[[69648, 1], 1]], 'hecke_orbit_code': 100663329, 'p': 71}
  • id: 119995
    {'charpoly_factorization': [[[18446, 1], 1]], 'hecke_orbit_code': 100663329, 'p': 73}
  • id: 119996
    {'charpoly_factorization': [[[25300, 1], 1]], 'hecke_orbit_code': 100663329, 'p': 79}
  • id: 119997
    {'charpoly_factorization': [[[17556, 1], 1]], 'hecke_orbit_code': 100663329, 'p': 83}
  • id: 119998
    {'charpoly_factorization': [[[-132570, 1], 1]], 'hecke_orbit_code': 100663329, 'p': 89}
  • id: 119999
    {'charpoly_factorization': [[[-70658, 1], 1]], 'hecke_orbit_code': 100663329, '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': 1, 'label': '33.6.a.a', 'level': 33, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 12507000
    {'hecke_orbit_code': 100663329, 'n': 1, 'trace_an': 1}
  • id: 12507001
    {'hecke_orbit_code': 100663329, 'n': 2, 'trace_an': -2}
  • id: 12507002
    {'hecke_orbit_code': 100663329, 'n': 3, 'trace_an': -9}
  • id: 12507003
    {'hecke_orbit_code': 100663329, 'n': 4, 'trace_an': -28}
  • id: 12507004
    {'hecke_orbit_code': 100663329, 'n': 5, 'trace_an': 46}
  • id: 12507005
    {'hecke_orbit_code': 100663329, 'n': 6, 'trace_an': 18}
  • id: 12507006
    {'hecke_orbit_code': 100663329, 'n': 7, 'trace_an': 148}
  • id: 12507007
    {'hecke_orbit_code': 100663329, 'n': 8, 'trace_an': 120}
  • id: 12507008
    {'hecke_orbit_code': 100663329, 'n': 9, 'trace_an': 81}
  • id: 12507009
    {'hecke_orbit_code': 100663329, 'n': 10, 'trace_an': -92}
  • id: 12507010
    {'hecke_orbit_code': 100663329, 'n': 11, 'trace_an': 121}
  • id: 12507011
    {'hecke_orbit_code': 100663329, 'n': 12, 'trace_an': 252}
  • id: 12507012
    {'hecke_orbit_code': 100663329, 'n': 13, 'trace_an': 574}
  • id: 12507013
    {'hecke_orbit_code': 100663329, 'n': 14, 'trace_an': -296}
  • id: 12507014
    {'hecke_orbit_code': 100663329, 'n': 15, 'trace_an': -414}
  • id: 12507015
    {'hecke_orbit_code': 100663329, 'n': 16, 'trace_an': 656}
  • id: 12507016
    {'hecke_orbit_code': 100663329, 'n': 17, 'trace_an': -722}
  • id: 12507017
    {'hecke_orbit_code': 100663329, 'n': 18, 'trace_an': -162}
  • id: 12507018
    {'hecke_orbit_code': 100663329, 'n': 19, 'trace_an': 2160}
  • id: 12507019
    {'hecke_orbit_code': 100663329, 'n': 20, 'trace_an': -1288}
  • id: 12507020
    {'hecke_orbit_code': 100663329, 'n': 21, 'trace_an': -1332}
  • id: 12507021
    {'hecke_orbit_code': 100663329, 'n': 22, 'trace_an': -242}
  • id: 12507022
    {'hecke_orbit_code': 100663329, 'n': 23, 'trace_an': -2536}
  • id: 12507023
    {'hecke_orbit_code': 100663329, 'n': 24, 'trace_an': -1080}
  • id: 12507024
    {'hecke_orbit_code': 100663329, 'n': 25, 'trace_an': -1009}
  • id: 12507025
    {'hecke_orbit_code': 100663329, 'n': 26, 'trace_an': -1148}
  • id: 12507026
    {'hecke_orbit_code': 100663329, 'n': 27, 'trace_an': -729}
  • id: 12507027
    {'hecke_orbit_code': 100663329, 'n': 28, 'trace_an': -4144}
  • id: 12507028
    {'hecke_orbit_code': 100663329, 'n': 29, 'trace_an': 4650}
  • id: 12507029
    {'hecke_orbit_code': 100663329, 'n': 30, 'trace_an': 828}
  • id: 12507030
    {'hecke_orbit_code': 100663329, 'n': 31, 'trace_an': 5032}
  • id: 12507031
    {'hecke_orbit_code': 100663329, 'n': 32, 'trace_an': -5152}
  • id: 12507032
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  • id: 12507033
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  • id: 12507034
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  • id: 12507035
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  • id: 12507036
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  • id: 12507037
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  • id: 12507038
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  • id: 12507039
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  • id: 12507040
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  • id: 12507041
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  • id: 12507042
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  • id: 12507043
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  • id: 12507044
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  • id: 12507045
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  • id: 12507046
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  • id: 12507047
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  • id: 12507048
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  • id: 12507049
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  • id: 12507050
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  • id: 12507051
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  • id: 12507052
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  • id: 12507053
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  • id: 12507054
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  • id: 12507055
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  • id: 12507056
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  • id: 12507057
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  • id: 12507058
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  • id: 12507059
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  • id: 12507060
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  • id: 12507061
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  • id: 12507062
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  • id: 12507063
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  • id: 12507064
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  • id: 12507065
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  • id: 12507066
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  • id: 12507067
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  • id: 12507068
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  • id: 12507069
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  • id: 12507070
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  • id: 12507071
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  • id: 12507072
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  • id: 12507073
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  • id: 12507074
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  • id: 12507075
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  • id: 12507076
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  • id: 12507077
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  • id: 12507078
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  • id: 12507079
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  • id: 12507080
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  • id: 12507081
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  • id: 12507082
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  • id: 12507083
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  • id: 12507084
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  • id: 12507085
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  • id: 12507086
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  • id: 12507087
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  • id: 12507088
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  • id: 12507089
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  • id: 12507090
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  • id: 12507091
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  • id: 12507092
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  • id: 12507093
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  • id: 12507094
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  • id: 12507095
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  • id: 12507096
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  • id: 12507097
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  • id: 12507098
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  • id: 12507099
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  • id: 12507100
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  • id: 12507101
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  • id: 12507102
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  • id: 12507103
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  • id: 12507104
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  • id: 12507105
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  • id: 12507106
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  • id: 12507107
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  • id: 12507108
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  • id: 12507109
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  • id: 12507110
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  • id: 12507111
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  • id: 12507112
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  • id: 12507113
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  • id: 12507114
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  • id: 12507115
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  • id: 12507116
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  • id: 12507117
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  • id: 12507118
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  • id: 12507119
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  • id: 12507120
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  • id: 12507121
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  • id: 12507122
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  • id: 12507123
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  • id: 12507124
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  • id: 12507125
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  • id: 12507126
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  • id: 12507127
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  • id: 12507128
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  • id: 12507129
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  • id: 12507130
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  • id: 12507131
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  • id: 12507132
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  • id: 12507133
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  • id: 12507134
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  • id: 12507135
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  • id: 12507136
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  • id: 12507137
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  • id: 12507138
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  • id: 12507139
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  • id: 12507140
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  • id: 12507141
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  • id: 12507142
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  • id: 12507143
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  • id: 12507144
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  • id: 12507145
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  • id: 12507146
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  • id: 12507147
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  • id: 12507148
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  • id: 12507149
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  • id: 12507150
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  • id: 12507151
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  • id: 12507152
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  • id: 12507153
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  • id: 12507154
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  • id: 12507155
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  • id: 12507156
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  • id: 12507157
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  • id: 12507158
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  • id: 12507159
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  • id: 12507160
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  • id: 12507161
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  • id: 12507162
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  • id: 12507163
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  • id: 12507164
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  • id: 12507165
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  • id: 12507166
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  • id: 12507167
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  • id: 12507168
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  • id: 12507169
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  • id: 12507170
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  • id: 12507171
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  • id: 12507172
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  • id: 12507173
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  • id: 12507174
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  • id: 12507175
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  • id: 12507176
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  • id: 12507177
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  • id: 12507178
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  • id: 12507179
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  • id: 12507180
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  • id: 12507181
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  • id: 12507182
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  • id: 12507183
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  • id: 12507184
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  • id: 12507185
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  • id: 12507186
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  • id: 12507187
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  • id: 12507188
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  • id: 12507189
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  • id: 12507190
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  • id: 12507191
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  • id: 12507192
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  • id: 12507193
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  • id: 12507194
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  • id: 12507195
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  • id: 12507196
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  • id: 12507197
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  • id: 12507198
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  • id: 12507199
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  • id: 12507200
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  • id: 12507201
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  • id: 12507202
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  • id: 12507203
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  • id: 12507204
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  • id: 12507205
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  • id: 12507206
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  • id: 12507207
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  • id: 12507208
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  • id: 12507209
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  • id: 12507210
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  • id: 12507211
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  • id: 12507212
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  • id: 12507213
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  • id: 12507214
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  • id: 12507215
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  • id: 12507216
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  • id: 12507217
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  • id: 12507218
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  • id: 12507219
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  • id: 12507220
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  • id: 12507221
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  • id: 12507222
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  • id: 12507223
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  • id: 12507224
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  • id: 12507225
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  • id: 12507226
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  • id: 12507227
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  • id: 12507228
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  • id: 12507229
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  • id: 12507230
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  • id: 12507231
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  • id: 12507232
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  • id: 12507233
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  • id: 12507234
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  • id: 12507235
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  • id: 12507236
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  • id: 12507237
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  • id: 12507238
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  • id: 12507239
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  • id: 12507240
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  • id: 12507241
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  • id: 12507242
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  • id: 12507243
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  • id: 12507244
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  • id: 12507245
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  • id: 12507246
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  • id: 12507270
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  • id: 12507297
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  • id: 12507326
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  • id: 12507328
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  • id: 12507329
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  • id: 12507332
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  • id: 12507336
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  • id: 12507338
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  • id: 12507339
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  • id: 12507340
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  • id: 12507341
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  • id: 12507342
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  • id: 12507343
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  • id: 12507344
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  • id: 12507345
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  • id: 12507346
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  • id: 12507347
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  • id: 12507348
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  • id: 12507349
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  • id: 12507350
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  • id: 12507351
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  • id: 12507352
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  • id: 12507353
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  • id: 12507354
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  • id: 12507355
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  • id: 12507356
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  • id: 12507357
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  • id: 12507358
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  • id: 12507359
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  • id: 12507360
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  • id: 12507361
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  • id: 12507362
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  • id: 12507363
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  • id: 12507364
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  • id: 12507365
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  • id: 12507366
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  • id: 12507367
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  • id: 12507368
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  • id: 12507369
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  • id: 12507371
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  • id: 12507374
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  • id: 12507375
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  • id: 12507376
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  • id: 12507377
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  • id: 12507378
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  • id: 12507379
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  • id: 12507382
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  • id: 12507388
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  • id: 12507389
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  • id: 12507390
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  • id: 12507391
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  • id: 12507392
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  • id: 12507393
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  • id: 12507394
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  • id: 12507395
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  • id: 12507396
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  • id: 12507397
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  • id: 12507398
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  • id: 12507400
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  • id: 12507401
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  • id: 12507404
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  • id: 12507407
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  • id: 12507408
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  • id: 12507421
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  • id: 12507458
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  • id: 12507459
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  • id: 12507461
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  • id: 12507462
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  • id: 12507463
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  • id: 12507464
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  • id: 12507465
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  • id: 12507466
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  • id: 12507467
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  • id: 12507468
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  • id: 12507469
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  • id: 12507470
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  • id: 12507471
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  • id: 12507472
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  • id: 12507473
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  • id: 12507474
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  • id: 12507475
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  • id: 12507476
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  • id: 12507477
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  • id: 12507478
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  • id: 12507479
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  • id: 12507480
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  • id: 12507481
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  • id: 12507482
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  • id: 12507483
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  • id: 12507484
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  • id: 12507485
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  • id: 12507486
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  • id: 12507487
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  • id: 12507488
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  • id: 12507489
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  • id: 12507490
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  • id: 12507491
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  • id: 12507492
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  • id: 12507493
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  • id: 12507494
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  • id: 12507495
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  • id: 12507496
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  • id: 12507497
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  • id: 12507498
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  • id: 12507499
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  • id: 12507500
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  • id: 12507501
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  • id: 12507502
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  • id: 12507503
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  • id: 12507504
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  • id: 12507505
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  • id: 12507506
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  • id: 12507507
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  • id: 12507508
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  • id: 12507509
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  • id: 12507510
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  • id: 12507511
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  • id: 12507512
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  • id: 12507513
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  • id: 12507514
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  • id: 12507515
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  • id: 12507516
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  • id: 12507517
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  • id: 12507518
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  • id: 12507519
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  • id: 12507520
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  • id: 12507521
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  • id: 12507522
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  • id: 12507523
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  • id: 12507524
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  • id: 12507525
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  • id: 12507526
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  • id: 12507527
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  • id: 12507528
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  • id: 12507529
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  • id: 12507530
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  • id: 12507531
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  • id: 12507532
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  • id: 12507533
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  • id: 12507534
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  • id: 12507535
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  • id: 12507536
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  • id: 12507537
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  • id: 12507538
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  • id: 12507539
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  • id: 12507540
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  • id: 12507541
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  • id: 12507542
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  • id: 12507543
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  • id: 12507544
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  • id: 12507545
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  • id: 12507546
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  • id: 12507547
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  • id: 12507548
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  • id: 12507549
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  • id: 12507550
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  • id: 12507551
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  • id: 12507552
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  • id: 12507553
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  • id: 12507554
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  • id: 12507555
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  • id: 12507556
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  • id: 12507557
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  • id: 12507558
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  • id: 12507559
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  • id: 12507560
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  • id: 12507561
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  • id: 12507562
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  • id: 12507563
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  • id: 12507564
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  • id: 12507565
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  • id: 12507566
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  • id: 12507567
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  • id: 12507568
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  • id: 12507569
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  • id: 12507570
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  • id: 12507571
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  • id: 12507572
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  • id: 12507573
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  • id: 12507574
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  • id: 12507575
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  • id: 12507576
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  • id: 12507577
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  • id: 12507578
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  • id: 12507579
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  • id: 12507580
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  • id: 12507581
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  • id: 12507582
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  • id: 12507583
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  • id: 12507584
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  • id: 12507585
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  • id: 12507586
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  • id: 12507587
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  • id: 12507588
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  • id: 12507589
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  • id: 12507590
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  • id: 12507591
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  • id: 12507592
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  • id: 12507593
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  • id: 12507594
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  • id: 12507595
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  • id: 12507596
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  • id: 12507597
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  • id: 12507598
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  • id: 12507599
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  • id: 12507600
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  • id: 12507601
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  • id: 12507602
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  • id: 12507603
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  • id: 12507604
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  • id: 12507605
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  • id: 12507606
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  • id: 12507607
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  • id: 12507608
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  • id: 12507609
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  • id: 12507610
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  • id: 12507611
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  • id: 12507612
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  • id: 12507613
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  • id: 12507614
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  • id: 12507615
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  • id: 12507616
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  • id: 12507617
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  • id: 12507618
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  • id: 12507619
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  • id: 12507620
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  • id: 12507621
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  • id: 12507622
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  • id: 12507623
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  • id: 12507624
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  • id: 12507625
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  • id: 12507626
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  • id: 12507627
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  • id: 12507628
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  • id: 12507629
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  • id: 12507630
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  • id: 12507631
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  • id: 12507632
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  • id: 12507633
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  • id: 12507634
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  • id: 12507635
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  • id: 12507636
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  • id: 12507637
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  • id: 12507638
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  • id: 12507639
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  • id: 12507640
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  • id: 12507641
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  • id: 12507642
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  • id: 12507643
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  • id: 12507644
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  • id: 12507645
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  • id: 12507646
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  • id: 12507647
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  • id: 12507648
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  • id: 12507649
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  • id: 12507650
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  • id: 12507651
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  • id: 12507652
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  • id: 12507653
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  • id: 12507654
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  • id: 12507655
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  • id: 12507656
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  • id: 12507657
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  • id: 12507658
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  • id: 12507659
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  • id: 12507660
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  • id: 12507661
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  • id: 12507662
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  • id: 12507663
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  • id: 12507664
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  • id: 12507665
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  • id: 12507666
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  • id: 12507667
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  • id: 12507668
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  • id: 12507669
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  • id: 12507670
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  • id: 12507671
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  • id: 12507672
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  • id: 12507673
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  • id: 12507674
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  • id: 12507675
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  • id: 12507676
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  • id: 12507677
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  • id: 12507678
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  • id: 12507679
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  • id: 12507680
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  • id: 12507681
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  • id: 12507682
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  • id: 12507683
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  • id: 12507684
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  • id: 12507685
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  • id: 12507686
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  • id: 12507687
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  • id: 12507688
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  • id: 12507689
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  • id: 12507690
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  • id: 12507691
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  • id: 12507692
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  • id: 12507693
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  • id: 12507694
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  • id: 12507695
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  • id: 12507696
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  • id: 12507697
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  • id: 12507698
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  • id: 12507699
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  • id: 12507700
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  • id: 12507701
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  • id: 12507702
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  • id: 12507703
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  • id: 12507704
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  • id: 12507705
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  • id: 12507706
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  • id: 12507707
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  • id: 12507708
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  • id: 12507709
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  • id: 12507710
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  • id: 12507711
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  • id: 12507712
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  • id: 12507713
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  • id: 12507714
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  • id: 12507715
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  • id: 12507716
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  • id: 12507717
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  • id: 12507718
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  • id: 12507719
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  • id: 12507720
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  • id: 12507721
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  • id: 12507722
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  • id: 12507723
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  • id: 12507724
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  • id: 12507725
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  • id: 12507726
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  • id: 12507727
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  • id: 12507728
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  • id: 12507729
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  • id: 12507730
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  • id: 12507731
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  • id: 12507732
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  • id: 12507733
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  • id: 12507734
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  • id: 12507735
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  • id: 12507736
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  • id: 12507737
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  • id: 12507738
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  • id: 12507739
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  • id: 12507740
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  • id: 12507741
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  • id: 12507742
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  • id: 12507743
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  • id: 12507744
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  • id: 12507745
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  • id: 12507746
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  • id: 12507747
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  • id: 12507748
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  • id: 12507749
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  • id: 12507750
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  • id: 12507751
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  • id: 12507752
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  • id: 12507753
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  • id: 12507754
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  • id: 12507755
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  • id: 12507756
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  • id: 12507757
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  • id: 12507758
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  • id: 12507759
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  • id: 12507760
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  • id: 12507761
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  • id: 12507762
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  • id: 12507763
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  • id: 12507764
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  • id: 12507765
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  • id: 12507766
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  • id: 12507767
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  • id: 12507768
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  • id: 12507769
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  • id: 12507770
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  • id: 12507771
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  • id: 12507772
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  • id: 12507773
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  • id: 12507774
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  • id: 12507775
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  • id: 12507776
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  • id: 12507777
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  • id: 12507778
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  • id: 12507779
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  • id: 12507780
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  • id: 12507781
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  • id: 12507782
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  • id: 12507783
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  • id: 12507784
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  • id: 12507785
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  • id: 12507786
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  • id: 12507787
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  • id: 12507788
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  • id: 12507789
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  • id: 12507790
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  • id: 12507791
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  • id: 12507792
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  • id: 12507793
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  • id: 12507794
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  • id: 12507795
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  • id: 12507796
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  • id: 12507797
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  • id: 12507798
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  • id: 12507799
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  • id: 12507800
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  • id: 12507801
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  • id: 12507802
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  • id: 12507803
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  • id: 12507804
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  • id: 12507805
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  • id: 12507806
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  • id: 12507807
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  • id: 12507808
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  • id: 12507809
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  • id: 12507810
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  • id: 12507811
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  • id: 12507812
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  • id: 12507813
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  • id: 12507814
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  • id: 12507815
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  • id: 12507816
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  • id: 12507817
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  • id: 12507818
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  • id: 12507819
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  • id: 12507820
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  • id: 12507821
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  • id: 12507822
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  • id: 12507823
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  • id: 12507824
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  • id: 12507825
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  • id: 12507826
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  • id: 12507827
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  • id: 12507828
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  • id: 12507829
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  • id: 12507830
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  • id: 12507831
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  • id: 12507832
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  • id: 12507833
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  • id: 12507834
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  • id: 12507835
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  • id: 12507836
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  • id: 12507837
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  • id: 12507838
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  • id: 12507839
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  • id: 12507840
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  • id: 12507841
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  • id: 12507842
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  • id: 12507843
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  • id: 12507844
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  • id: 12507845
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  • id: 12507846
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  • id: 12507847
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  • id: 12507848
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  • id: 12507849
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  • id: 12507850
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  • id: 12507851
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  • id: 12507852
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  • id: 12507853
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  • id: 12507854
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  • id: 12507855
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  • id: 12507856
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  • id: 12507857
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  • id: 12507858
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  • id: 12507859
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  • id: 12507860
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  • id: 12507861
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  • id: 12507862
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  • id: 12507863
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  • id: 12507864
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  • id: 12507865
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  • id: 12507866
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  • id: 12507867
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  • id: 12507868
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  • id: 12507869
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  • id: 12507870
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  • id: 12507871
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  • id: 12507872
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  • id: 12507873
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  • id: 12507874
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  • id: 12507875
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  • id: 12507876
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  • id: 12507877
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  • id: 12507878
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  • id: 12507879
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  • id: 12507880
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  • id: 12507881
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  • id: 12507882
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  • id: 12507883
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  • id: 12507884
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  • id: 12507885
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  • id: 12507886
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  • id: 12507887
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  • id: 12507888
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  • id: 12507889
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  • id: 12507890
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  • id: 12507891
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  • id: 12507892
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  • id: 12507893
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  • id: 12507894
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  • id: 12507895
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  • id: 12507896
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  • id: 12507897
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  • id: 12507898
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  • id: 12507899
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  • id: 12507900
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  • id: 12507901
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  • id: 12507902
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  • id: 12507903
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  • id: 12507904
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  • id: 12507905
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  • id: 12507906
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  • id: 12507907
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  • id: 12507908
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  • id: 12507909
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  • id: 12507910
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  • id: 12507911
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  • id: 12507912
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  • id: 12507913
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  • id: 12507914
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  • id: 12507915
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  • id: 12507916
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  • id: 12507917
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  • id: 12507918
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  • id: 12507919
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  • id: 12507920
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  • id: 12507921
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  • id: 12507922
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  • id: 12507923
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  • id: 12507924
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  • id: 12507925
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  • id: 12507926
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  • id: 12507927
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  • id: 12507928
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  • id: 12507929
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  • id: 12507930
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  • id: 12507931
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  • id: 12507932
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  • id: 12507933
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  • id: 12507934
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  • id: 12507935
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  • id: 12507936
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  • id: 12507937
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  • id: 12507938
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  • id: 12507939
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  • id: 12507940
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  • id: 12507941
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  • id: 12507942
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  • id: 12507943
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  • id: 12507944
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  • id: 12507945
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  • id: 12507946
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  • id: 12507947
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  • id: 12507948
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  • id: 12507949
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  • id: 12507950
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  • id: 12507951
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  • id: 12507952
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  • id: 12507953
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  • id: 12507954
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  • id: 12507955
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  • id: 12507956
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  • id: 12507957
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  • id: 12507958
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  • id: 12507959
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  • id: 12507960
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  • id: 12507961
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  • id: 12507962
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  • id: 12507963
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  • id: 12507964
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  • id: 12507965
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  • id: 12507966
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  • id: 12507967
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  • id: 12507968
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  • id: 12507969
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  • id: 12507970
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  • id: 12507971
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  • id: 12507972
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  • id: 12507973
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  • id: 12507974
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  • id: 12507975
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  • id: 12507976
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  • id: 12507977
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  • id: 12507978
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  • id: 12507979
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  • id: 12507980
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  • id: 12507981
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  • id: 12507982
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  • id: 12507983
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  • id: 12507984
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  • id: 12507985
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  • id: 12507986
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  • id: 12507987
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  • id: 12507988
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  • id: 12507989
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  • id: 12507990
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  • id: 12507991
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  • id: 12507992
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  • id: 12507993
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  • id: 12507994
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  • id: 12507995
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  • id: 12507996
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  • id: 12507997
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  • id: 12507998
    {'hecke_orbit_code': 100663329, 'n': 999, 'trace_an': -5918022}
  • id: 12507999
    {'hecke_orbit_code': 100663329, 'n': 1000, 'trace_an': -22819680}