Embedded newform data - 33.6.e.a.31.2

Formats: - HTML - YAML - JSON - 2024-04-30T00:06:49.538127

• 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, 'char_conductor': 11, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 5, 'char_parity': 1, 'char_values': [33, 5, [23, 13], [5, 1]], 'cm_discs': [], 'conrey_index': 4, 'conrey_indexes': [4, 16, 25, 31], 'dim': 20, 'field_disc': 3999379783568078215567227992219673052155205764533382598876953125, 'field_disc_factorization': [[5, 15], [11, 4], [31, 2], [8700606149, 2], [11092379433959, 2]], 'field_poly': [25735126080400, -161017247606600, 398041877081860, -118816044595930, 63231264058241, -6173773919508, 2527225278875, -53496436514, 107078602608, -7877307064, 4158720649, 14028509, 129076450, 1969563, 1399353, -6599, 14927, -389, 142, -3, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [327810433847296, 620772490756096, 426573912739840, -103914240984576, 71841567812096, -9190650459648, 3685236198080, -115987806144, 157022432704, 7530196616, 5575959496, 352751112, 141550233, 3779199, 1440147, 24816, 15553, 592, 144, 2, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 274978570273, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 1936, 'hecke_ring_index_factorization': [[2, 4], [11, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 11, 3, 1, 5, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '33.6.e.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.e.a', 'prim_orbit_index': 3, 'qexp_display': 'q+(-\\beta _{1}+\\beta _{7})q^{2}-9\\beta _{9}q^{3}+(-\\beta _{6}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '5.2.3.c5', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '33.6.e', 'trace_display': [-2, -45, -33, -335], 'trace_hash': 453625602464571432, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '18.634', 'prec': 20}, {'__RealLiteral__': 0, 'data': '2.277', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1234.466', 'prec': 27}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '181449.552', 'prec': 34}], 'trace_zratio': 0, 'traces': [20, -2, -45, -124, -33, -18, -335, -472, -405, 1952, -835, 3474, -959, -3020, 198, -1428, -3144, -567, -930, 3177, 8460, 2713, 1400, 1332, -9388, 3022, -3645, -21753, 4494, -4302, 9208, 69114, 6615, -9084, -31371, -10044, -3153, 1852, -8631, -53123, -7497, 22320, 63624, 58299, 1782, -94681, -43031, -12357, -5640, -76590, 459, -80149, -20452, 13122, 62974, 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-187237424, -36060371, 92043, -21676930, 173498452, 82643112, -143254770, 51065346, -7322076, 222124082, -320893920, 13251888, -190406137, -151036241, -118399104, 55324183, 79659804, -35023428, -83823319, 39186482, -4196709, -33247995, -229828374, -49991967, -111160931, 188847252, -520830, -242015958, -15915330, 53038863, 136923137, 74625069, -51809436, 50980914, -298596913, 3234573, -345223856], '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

  
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-0.16553312567169043, -0.3871230146655104, -0.1826644177086116, -0.1743985697083758, -0.46737166744743813, -0.24464529638922436, -0.22222916818242133, -0.46179254718942375, -0.15041078557579904, 0.16782940455858136, -0.467140297611778, -0.2675944353530982, -0.29306315863528, -0.1554772838748384, -0.3360826455705586, -0.06934710253647708, 0.18564242664928252, -0.14143261737169457, -0.13001594447265755, -0.22717420421371431, -0.4926797592702464, 0.006979157854058112, -0.31846248583227865, -0.3273963569190513, -0.19029793669329478, 0.11368381789501647, -0.1627904552935596, -0.24889515873763254, -0.22616161676196497, -0.44617085479549823, -0.48661441869213384, -0.29904090744049217, 0.19127928073391195, -0.4581910291368671, -0.20480787496041702, -0.25268284097792326, -0.0787024753162797, -0.015151518951998353, -0.08423047838562418, -0.307357670575546, -0.05050880343747336, -0.4605430301881287, -0.4130721498431925, 0.049684996999330856, -0.4381843758450943, -0.48118719603126947, -0.20508677891736665, -0.18853992004981726, 0.12109282205483975, -0.2820685001927335, -0.32034120245532305, -0.44375458152855446, -0.045414102414403565, -0.4579875110421232, -0.4931452572542929, -0.021729179470054434, -0.015035588250085071, -0.353197641387242, 0.0006689573067482011, -0.2799289418532561, -0.49290478194579534, -0.23374332841544931, -0.2668500167760166, -0.464840125351762, -0.1712395896708355, -0.3276651263101954, -0.12393312635800295], 'char_orbit_index': 5, 'conrey_index': 31, 'dual_conrey_index': 16, 'dual_embedding_index': 2, 'dual_embedding_m': 7, 'embedding_index': 2, 'embedding_m': 17, 'embedding_root_imag': -6.315182523315927, 'embedding_root_real': -2.0519271871311697, 'hecke_orbit': 1, 'hecke_orbit_code': 274978570273, 'label': '33.6.e.a.31.2', '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

  
  {'Nk2': 1188, 'analytic_conductor': 5.292666053828361, 'char_conductor': 11, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 5, 'char_parity': 1, 'char_values': [33, 5, [23, 13], [5, 1]], 'conrey_index': 4, 'cusp_dim': 72, 'dim': 40, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 274978570273, 'hecke_orbit_dims': [20, 20], 'label': '33.6.e', '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': 88, 'mf_new_dim': 40, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 10, 'sturm_bound': 24, 'trace_bound': 2, 'trace_display': [4, 0, -44, -474], 'traces': [40, 4, 0, -116, -44, -72, -474, -548, -810, 1528, 1454, 792, -1806, -998, -198, -8576, -662, -486, 2028, 11214, 7056, 10154, 9540, -3294, -22508, -10486, 0, 6066, -15716, 6804, 14748, 64488, 7254, 7456, -65472, -9396, 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485370, -2731990, -2039784, -39366, -1452252, -5513080, -1191564, 1309792, -1782840, -2827134, 602444, -5308300, -831222, 704114, 1332890, -1151244, 4038764, 4034690, 1602288, 2197434, 3836728, 97524, 1780206, 6789276, -906228, 1949058, 1318724, 4612392, -3003046, -2675508, -142884, -1588238, -4444128, 3210012, -596316, 1831166, -914454, -3608586, -5940528, -761076, 2157080, -4840464, -2601252, 1248086, -2042232, -7264386, -621616, -146376, -1061910, 4059980, 495874, 1425888, 2366880, 7942294, 2480562, 6553232, 8455800, -288684, -3869858, 6694320, 6023736, -5725520, -2290240, 4290642, 2449770, -1823814, 947862, -8813302, 871972, -3001644, -2273508, -18421104, -2773728, -3577124, -3291904, -849366, 2208830, -183178, -5953896, 3757918, -175318, -6163074, 4793864, -949104, 0, 5614726, 6390940, 1309212, -45758, 21575742, 4634262, -2743526, 505562, 4524336, -4293966, -2979744, 4800168, -5465272, 1788678, 4890366, -2777210, -8353808, -1272996, -6821292, -14099564, -8237340, -188288, 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68141268, 136147708, 55753038, 43770456, 27231528, -158563600, 18408096, -137470168, -101464506, -49338504, -24001650, -52021276, 2720628, 24980450, -16774864, 2398932, -44367380, -71274214, -32511780, -131705194, -20274052, -21104550, -19073152, 171237902, -2104920, 63427010, 10263066, 101525868, -21276180, 100758364, -5838804, -160033580, 191460310, 75358368, -35447242, 118584972, 39772818, 39699348, 11213038, 5474790, 3634836, -78901244, -7566264, 4261320, 4588684, -40616010, 142438140, -146106050, -22363938, 84539298, -86782518, -178428096, 34910706, -28528864, -32139306, 110623484, 970220, 8759178, -10254836, 52420830, -25305264, 113346712, 69786432, -839664, -62814772, 77673030, -5314410, -96560552, -9395390, 179598384, -104863848, -210114270, 58947516, -251263260, -150451668, 2561220, -136165194, -36839684, 44268804, -275592142, -106747462, -31437900, -29250004, -113879080, -59326020, 58361476, 89734988, 9524448, 28140624, -58263952, 14508594, 116411408, 132000908, 20549052, 58907826, 290452228, 64054476, 42439796, 122215470, 58984812, 60602100, 226140786, 12675366, 103743956, 102996666, 68305824, 22221020, -111704346, 252144, 147036532, -24420352, -31145958, 4007602, -343066016, 1829304, 140728130, -77866520, -237344364, -228964, 134881364, -34289244, 69616768, -4929696, -120405420, 117432900, -37652642, -57101310, -110308390, 230418276, 49057488, -14956236, -211980420, 48055356, -159569080, -31949904, 210613302, -92766124, -69638412, 17915094, -236601200, -14542048, -48208968, -115935426, -169583608, -15886836, 83390354, -163232092, -11232432, -68334474, -217341024, -99487152, 164951948, -110122180, -81136080, 24009264, 224128460, -20365506, 138268646, 16280240, 154101132, 180983442, 542646392, 142439292, 138567856, 235332052, 58037310, 92588610, 121421382, 24223608, -27449598, 57410940, 5327640, -51418988, -12268294, 23304672, -125354448, -93824640, -73177776, -119332898, -211012826, -65632284, 63071508, -65112840, -53920728, 98028456, 203978268, -147375252, -45193608, -154342844, -121137660, 26306370, -139556958, -19700010, 115217976, 18061740, 6752232, 70227536, 51415666, 14063814, -175097914, -106706268, 2201580, 61193174, -305137536, 108193572, -57204984, 4371832, 34291044, -56181582, -297546444, 23875560, -42102492, 24905702, -83325852, 117400050, 191197464, -17605620, -127287740, -55643528, 77544216, 39924432, 122030718, -23197464, 89375498, 243884248, 151207326, -12355004, 520904384, -1482786, -129891304, 202921134, 17898840, -74216644, 47884660, 33474312, -193178164, -51046712, 12880782, -24673364, -192440918, 71378928, -311651610, -13525286, -141185826, -83057982, -213623774, -10516392, 284399174, -52256622, -282321576, 256718030, 42742764, -188435754, 143608152, -299238390, -14816196, -106417686, 77201462, -71694972, -13855512, -195934700, 19692666, 35298356, -139084838, -656100, 123639602, -54378710, 211290444, -83893256, 58388564, 62776008, 204176656, -201873996, -24384564, -5760774, -24041226, 190995336, -195408628, 112562606, 55562868, -205805934, 69056554, 18779040, -24334964, -141654756, 6837984, -131619116, 182014744, 70730928, 218395088, 201626200, 66930138, 193541018, 369929916, 88374636, 310855048, 166306798, -18095292, 106496810, 160058348, -19786518, -117970996, 143456900, -113730480, -85941844, -48058774, -25452612, 223924736, 28497064, -7794468, 73039648, -397881452, -78234624, -59566190, -184812574, -131541732, 83847006, -138453688, -71760492, -49453810, -168016972, 41002272, -33996858, -140294428, -75225816, -335539514, 40379172, -7547904, -173324356, 276212404, 11439936, 118650094, -23163400, 59577390, 212528304, -484247014, -3353400, -738852592], 'weight': 6, 'weight_parity': 1}
• mf_twists_cc •

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

  
  
  • id: 3020911
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 31, 'source_dim': 20, 'source_embedding_index': 2, 'source_hecke_orbit_code': 274978570273, 'source_is_minimal': True, 'source_label': '33.6.e.a.31.2', 'source_level': 33, 'target_conrey_index': 31, 'target_dim': 20, 'target_embedding_index': 2, 'target_hecke_orbit_code': 274978570273, 'target_is_minimal': True, 'target_label': '33.6.e.a.31.2', 'target_level': 33, 'twist_class_label': '33.6.e.a.16.2', 'twist_class_level': 33, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 3020912
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 31, 'source_dim': 20, 'source_embedding_index': 2, 'source_hecke_orbit_code': 274978570273, 'source_is_minimal': True, 'source_label': '33.6.e.a.31.2', 'source_level': 33, 'target_conrey_index': 64, 'target_dim': 20, 'target_embedding_index': 4, 'target_hecke_orbit_code': 9007542952788067, 'target_is_minimal': False, 'target_label': '99.6.f.c.64.4', 'target_level': 99, 'twist_class_label': '33.6.e.a.16.2', 'twist_class_level': 33, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 3020913
    {'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 31, 'source_dim': 20, 'source_embedding_index': 2, 'source_hecke_orbit_code': 274978570273, 'source_is_minimal': True, 'source_label': '33.6.e.a.31.2', 'source_level': 33, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 3, 'target_hecke_orbit_code': 90071992648073579, 'target_is_minimal': False, 'target_label': '363.6.a.u.1.3', 'target_level': 363, 'twist_class_label': '33.6.e.a.16.2', 'twist_class_level': 33, 'twisting_char_label': '11.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 3020914
    {'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 31, 'source_dim': 20, 'source_embedding_index': 2, 'source_hecke_orbit_code': 274978570273, 'source_is_minimal': True, 'source_label': '33.6.e.a.31.2', 'source_level': 33, 'target_conrey_index': 16, 'target_dim': 20, 'target_embedding_index': 2, 'target_hecke_orbit_code': 274978570273, 'target_is_minimal': True, 'target_label': '33.6.e.a.16.2', 'target_level': 33, 'twist_class_label': '33.6.e.a.16.2', 'twist_class_level': 33, 'twisting_char_label': '11.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 3020915
    {'conductor': 11, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 31, 'source_dim': 20, 'source_embedding_index': 2, 'source_hecke_orbit_code': 274978570273, 'source_is_minimal': True, 'source_label': '33.6.e.a.31.2', 'source_level': 33, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 8, 'target_hecke_orbit_code': 72057594138591595, 'target_is_minimal': False, 'target_label': '363.6.a.q.1.8', 'target_level': 363, 'twist_class_label': '33.6.e.a.16.2', 'twist_class_level': 33, 'twisting_char_label': '11.7', 'twisting_conrey_index': 7, 'weight': 6}
  • id: 3020916
    {'conductor': 33, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 31, 'source_dim': 20, 'source_embedding_index': 2, 'source_hecke_orbit_code': 274978570273, 'source_is_minimal': True, 'source_label': '33.6.e.a.31.2', 'source_level': 33, 'target_conrey_index': 82, 'target_dim': 20, 'target_embedding_index': 4, 'target_hecke_orbit_code': 9007542952788067, 'target_is_minimal': False, 'target_label': '99.6.f.c.82.4', 'target_level': 99, 'twist_class_label': '33.6.e.a.16.2', 'twist_class_level': 33, 'twisting_char_label': '33.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 3020917
    {'conductor': 33, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 31, 'source_dim': 20, 'source_embedding_index': 2, 'source_hecke_orbit_code': 274978570273, 'source_is_minimal': True, 'source_label': '33.6.e.a.31.2', 'source_level': 33, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 8, 'target_hecke_orbit_code': 148618787803890753, 'target_is_minimal': False, 'target_label': '1089.6.a.bh.1.8', 'target_level': 1089, 'twist_class_label': '33.6.e.a.16.2', 'twist_class_level': 33, 'twisting_char_label': '33.26', 'twisting_conrey_index': 26, 'weight': 6}
  • id: 3020918
    {'conductor': 33, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 31, 'source_dim': 20, 'source_embedding_index': 2, 'source_hecke_orbit_code': 274978570273, 'source_is_minimal': True, 'source_label': '33.6.e.a.31.2', 'source_level': 33, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 3, 'target_hecke_orbit_code': 166633186313372737, 'target_is_minimal': False, 'target_label': '1089.6.a.bl.1.3', 'target_level': 1089, 'twist_class_label': '33.6.e.a.16.2', 'twist_class_level': 33, 'twisting_char_label': '33.29', 'twisting_conrey_index': 29, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 120175
    {'charpoly_factorization': [[[327810433847296, 620772490756096, 426573912739840, -103914240984576, 71841567812096, -9190650459648, 3685236198080, -115987806144, 157022432704, 7530196616, 5575959496, 352751112, 141550233, 3779199, 1440147, 24816, 15553, 592, 144, 2, 1], 1]], 'hecke_orbit_code': 274978570273, 'p': 2}
  • id: 120176
    {'charpoly_factorization': [[[6561, 729, 81, 9, 1], 5]], 'hecke_orbit_code': 274978570273, 'p': 3}
  • id: 120177
    {'charpoly_factorization': [[[28901747308189373322370702501675681, -3307299964304703478429578515840498, 209550098143000416790389031909911, -8192476226239336444407056066833, 226950431921362701155250030917, -4169610042800423732342876713, 79364930085919137150637848, -1867999179043623269942338, 55706025374049405988179, -1033539044717119337233, 23751695238495615798, -270408514315144327, 5369451009823319, -40425903616367, 755025338688, -2581399362, 97200257, 4513, 13051, 33, 1], 1]], 'hecke_orbit_code': 274978570273, 'p': 5}
  • id: 120178
    {'charpoly_factorization': [[[55716444254761559911996655540525876702025, -996524711916245481895569337820077950525, 15870109581624486843990142056498557925, -105057205904029913010066661160099625, 3275931386592324966503321228086515, 3218085226294132334172997581630, 392584731822055647302476154400, 2476954235549175926192849760, 63592700957791615345781071, 610415035588833442999735, 10981962626883777869555, 122954880224165094699, 1450789956143657640, 13012609952355615, 111520276474306, 767828436080, 4871745565, 23238494, 100950, 335, 1], 1]], 'hecke_orbit_code': 274978570273, 'p': 7}
  • id: 120179
    {'charpoly_factorization': [[[11739085287969531650666649599035831993898213898723001, 60863553877061048539323893767781135881832516441585, 186276233697275855404607175994187349376486049976, 379703051650415233120477190685435288179245324, 894737949177210682371993564506034839701251, 2306821122808429162030600662160783273054, 9538076493643288713717774344062505817, 29499796999735273901640019794028964, 66005326198113559601570015185352, 111264777827668626569114886993, 251090371054263569802885846, 690866730586389569571843, 2544791058228995046152, 7062016859740932364, 14177742943869417, 21291035814554, 51276137451, 135113924, 411576, 835, 1], 1]], 'hecke_orbit_code': 274978570273, 'p': 11}
  • id: 120180
    {'charpoly_factorization': [[[144190968428028503110996476049893592153328670966016, 6004861527558325596420349843630121317698257802496, 808944171574071043489735614454925525796654832832, -3780097668114367269248580322715461955911339712, 76011615487022309231911369242904543618538976, 13720014864131330674375831261073076824000, 448165791885876609202546987232507531664, -518323413019806681512992713764465296, 2923132700580902536543172061037377, 9382317017227466828281687787747, 34994165159814867092598803212, 11508483670328437829282722, 117900095140920224819925, 152905157668198600506, 144423063523851285, 183019792896210, 928382994557, 898021578, 898676, 959, 1], 1]], 'hecke_orbit_code': 274978570273, 'p': 13}
  • id: 120181
    {'charpoly_factorization': [[[29903023380165433316793353383151764080266074165618485559296, 324021992954447590812617589341929855429401643545344458752, 2029436944495373141870849760325363930959818426072838144, 9868693016243028866937228389243393488275384246153216, 58341605283145011725690040923772762530197393993984, 160070225482998421156594236638782696693065632256, 269692312580850285313683418129967122756622816, 301978605896083489170335430496126291953144, 281214933067990583399429140363014344761, 256781163972813810793002461639529045, 291776917597930589616547373577709, 325477739973534200103108384831, 325706455513964070236097697, 266318754904089289129962, 203753028488544083991, 127232965417472040, 69590307234419, 29889842565, 12349658, 3144, 1], 1]], 'hecke_orbit_code': 274978570273, 'p': 17}
  • id: 120182
    {'charpoly_factorization': [[[128446943894694452800378064631898630649062880337625350400, 20708430689210330098106810708405524689338021852144422400, 1318689244368814718959335707013710944615247128479008640, 11199827563723282594736390713293221059537070807788800, 50422217444162943217187683833055999896801304988096, 140294868992113262710822110969911609265951967712, 280619107045187413132228327321490659772994164, 392587711244301632740283548781569394483348, 428640193303403209034296859810138206389, 344995110201459618382565648778116837, 363804422989891663881523552108211, 112495201570117838423844983361, 295683765810217649007023459, -84290956203014459718556, 177077790533822380911, -34666076972538140, 34939091615487, 6423088161, 4046120, 930, 1], 1]], 'hecke_orbit_code': 274978570273, 'p': 19}
  • id: 120183
    {'charpoly_factorization': [[[-37748346348212316974152358893188720, -2792857016452092288812148659040, 35324901024992147604444021180, 2447189139623938440297900, -9473613426771413546101, -467085359340185692, 1079994856181359, 31429310124, -54652711, -700, 1], 2]], 'hecke_orbit_code': 274978570273, 'p': 23}
  • id: 120184
    {'charpoly_factorization': [[[140541032485078103648947514477290353802613620426164963275362742931456, 96414683153299342768816745419305415234487870637757081327931111424, 600781666820922291519536123982748886216030002384081705957005312, -322920151352017813098334891268269935792814605864422839532544, 396343783273216904259043220066046512818026201777804311296, -395501942497812442327418433956718021141639924825586944, 309941332078292585543995985491914706180004806832576, -47081949902058869587463764285525605938130603840, 34619100105017287117758859360558377080577200, -19732338792035807820903693704906484428016, 8589418350225814374828791880109712120, -1926163990255386388974421393965570, 1740400103769122061920910437681, -501434066913906827241254640, 109674283491582604643900, -8196865180182519960, 1009259358480334, 53262427002, 71427447, -4494, 1], 1]], 'hecke_orbit_code': 274978570273, 'p': 29}
  • id: 120185
    {'charpoly_factorization': [[[4189827220309502629170548098675647021658085836660079022253908818043765625, -338609488644361811769011982087549144163818999624844438944776838953125, 2948043787978790512592672521288313145314974258380671238289818253125, -1455770903375255625960234558309967751031335445962717325925309375, 974988690773432406667519823823771403554090541863173454041875, -351728606031833134890439424879961998977214445402025317500, 250941790714542951593803908327713416218408913775078000, -31475145567363844774833610058952380891324530687125, 17919141164064319426364374092735886763683613525, -1107436283881967419379161239647897812724075, 600991604232955093220163326008155348400, -20070720626961768664936055469279025, 7038347458271951934739089377665, -423756549556177548729473600, 443450208137561336842360, -24526693331110823915, 3711330615715691, 199060485523, 42178089, -9208, 1], 1]], 'hecke_orbit_code': 274978570273, 'p': 31}
  • id: 120186
    {'charpoly_factorization': [[[10205810614219934007776665291613190729035116319288538862261394914560247398400, -2809595472414227608951614548129046792504851337579219245510488590752563200, 2611290257142222759007337624463299831842597244393633415118017462784000, -1168473747299729556399787370539825164845269531743059386754323865600, 429794827321654240762939516183652948451911981705525357528720640, -84709554029307676120172717180237982109679762040007160190080, 22321870100366101501710968315450573619402121372804063200, -2847172644333178130487204391969855619553429674675400, 630242907182436886452763004718751892234770364801, -54583109526444496842063823335459031630215331, 10256140988804106675168588051187687448424, -1566123053429620641196926623318655578, 411647946881258189977849765731321, -25255409895968547680720164458, 2976030782755487527427969, -122058427941846490914, 22199714971977249, 137464673190, 157385168, 3153, 1], 1]], 'hecke_orbit_code': 274978570273, 'p': 37}
  • id: 120187
    {'charpoly_factorization': [[[29792234154935077717661737938738523876685540041635880459835826591795974406400, -56176495683782515785518407764640853951729430947574826624577765951022476800, 47392766166174777453845741426053203396852149530444707720010991667811200, -18804032828129437972523678784085634950134468818069418341868588190400, 4855573973399111714708531262295798831746172139962597924216394240, -816236540674109909616581099539847094856197026750230977300320, 129829887828192874028605726020956959455622839755529753420, -9149991913431123607672341866162770961082741351622160, 2856375988005688274301654017985486751011923620341, -12524178514978104591262520763184696958339519, 43218451517033761352374613847804669111552, 483242217623379762500912920419095710, 590434677978526299832656077136149, 12140703212640129822370204562, 6459956051958262633128321, 378090975499322334186, 68837880710722721, 3579815790854, 348576196, 7497, 1], 1]], 'hecke_orbit_code': 274978570273, 'p': 41}
  • id: 120188
    {'charpoly_factorization': [[[-1770560323512841689316791555984661820880, -2179228149470263087856489116177690800, -660460458965401200245450367737516, 65295240735801117074614256588, 29586836946893973555211887, -3409361497351222391308, -93017071041394441, 22622179175860, -431420843, -31812, 1], 2]], 'hecke_orbit_code': 274978570273, 'p': 43}
  • id: 120189
    {'charpoly_factorization': [[[820189035146934979912189113349846190631588962974382680721690714228235811647717376, 1272424586033436816003538453868196837065870603058951072386541003939213826490368, 871534531505970162214217668222401023911919219135057841126947053804874973184, 262886217303578353036154817031454057348754516031347404277394033084354560, 60064760136427378963513441558882066870880265023730871677685376742656, 10725684445647550384174711260628521275428993958521660456496768256, 1610202032433290812417076485226721474058883865531494548769840, 199229034604018823117168084949192209126842086290072450580, 20243568698943329635576695866398700232820800387012025, 1600521504612600270858992285923615555304317998980, 99342989467235363488811785318121468032417258, 4948914544238678442111763874467890020199, 241729820447675183618718153563312667, 13409506279014989968306584580500, 867775844039917735796721663, 45539801825068386604614, 1987653126305266873, 67181998717849, 2160351045, 43031, 1], 1]], 'hecke_orbit_code': 274978570273, 'p': 47}
  • id: 120190
    {'charpoly_factorization': [[[7678862697710378972070551682582200852595788282267137822106767793278710014067439200625, -1248594106496396236596467902383452994070496874530123378802825815739800237466158125, 185775038015455792962815289822577401232373624452208936325535700991444656007625, -19503360568121537277566987946092643704077123918391400884188616136714711375, 2198107322724565221172433624946038465932428530211022979954349823693775, -147380027829986113361046384725866874051518460956380569000266849800, 12407242578111977890842856787570473496904024540543558772506380, -593843226873665202337253936468427002261839272167845020405, 49099058213079853119598797666929606185288699182697501, -2335733381174028115054011705586074106753286582663, 183811986484916724943087161816026078923776952, -6351558143245339497030197354441535123249, 605607873479979612733868157183440265, -14951575667863742548399819200612, 1035592048836760859921704212, -18837131779145422060107, 1122274308038087275, 2669452265651, 709900977, 20452, 1], 1]], 'hecke_orbit_code': 274978570273, 'p': 53}
  • id: 120191
    {'charpoly_factorization': [[[1231391240261024214767575111198542653374270809903719239265598387156892470417513714841, -933391972479679686417573281410563656537179190772615943578935974520545887862184965, 631486387428745923313593315393905820073898724769508874197793026367302334082170, -207575035511268494761240506260302332150555825454951169608980181678680422900, 45591933534284883687298503062533649647450264924312525052657040677522530, -6650686561421213659425148256037526442289350087741174380960339042249, 720750786303037695621444036042596327579851147590454092159480670, -47318542774490437003635849345674879682043555624628087822710, 2488225233960297467718646704846666786897468931182023175, -27825598325002837730089229212942264987303098699790, 2001504090009973898303966603178909588227912726, -98487900039677240536778598448086952511070, 8874329440161060696235012267828504410, -303584003805349872159383388946400, 7079007552345524961168876490, -68607573174477343440944, 2150856438438375365, -121526440088245, 5179428000, -101730, 1], 1]], 'hecke_orbit_code': 274978570273, 'p': 59}
  • id: 120192
    {'charpoly_factorization': [[[4109615392466946160034653699155958934151511580864354427069859843749349912390887478083307776, -312952490704378397461373769097786781779352086012046649917385247175973422043952912900608, 29645750578341349591080300411288717699820464171791071523894728443123675845317731072, -2031698583724534143961972608415043517442648533227170291659607708209213008335680, 120004216504343816741774828992257803841160083797524991200440790581081945696, -5042903601619699134213039177406409692001542029378709392600312488227104, 183133124086489911708928442073992360294169822590619284445501898452, -5164038485375793977549530230433843918656632565799926465658596, 145311673346818909006180766256613327367740121607415063329, -3505428017289623294454687136000970469582457368381924, 95182881646738050189366783564079028684743053462, -2181905615791344088817528141977889149464081, 65257452586221642687848797252247746843, -1408976777062372620882907511609608, 33271149313181096819511229899, -421432802411196575641174, 7977141025425107613, -96656703360043, 4166582225, -50745, 1], 1]], 'hecke_orbit_code': 274978570273, 'p': 61}
  • id: 120193
    {'charpoly_factorization': [[[-382448948563829206415935463068044806363513856, -142669819768904066632673016958028545382016, 9405935723634076280854461342608222992, 1371632691311434138356815265560024, -55689839165737411127858909201, -903080240574561969595717, 43390300331128634764, 160029392133887, -11436324068, -5365, 1], 2]], 'hecke_orbit_code': 274978570273, 'p': 67}
  • id: 120194
    {'charpoly_factorization': [[[6568125847132686217514059874054078792096502738137502009744111908804764894649143858694400, -2684779594683204150496559584090907254730963511310149948095196849848015319675644467200, 541804321788667807206906474222019740391341790980185824106906325334088597622459840, -69431378428435072145235242110211425180453001488718681200903472968450825727040, 6913681603937927377122851640078773064964402082403401335641326383737449136, -587992022379200060775274652732958679905560065144717447783392698807376, 43804588516256964420510916134057400653814801618639662603484785996, -2767772929502444657401563351895066844226803869850860278750696, 156656941185017521117822562345550136457652946782166990489, -7873095556384001453140087938001613525251805092038676, 349736160511443643307722206110847369233157728134, -13585471988793052655740682768179124634092967, 468178564250240262183406855769585001599, -13980425350284712722714954982792912, 355098611796626587719555879479, -7365685858756487356510090, 123074135293102245117, -1588149774465013, 17906729645, -164895, 1], 1]], 'hecke_orbit_code': 274978570273, 'p': 71}
  • id: 120195
    {'charpoly_factorization': [[[8440806373098250558291773959523272650678291664286118997882474154076609775208005023617126400, 2180011448149123908794033645765776232778643021308784627226444328759838355998576653107200, 334621507962854550542856974663606319137446258895570948552320696456742229687379814400, 33515451365347553159723949913295448756578470961492714685157142088653449816358400, 2337639750036726234592981458309618140584636425420046239965065447856692714240, 115043581260552926713313710486649852022738636946216261411535561732935680, 4341818895496162007720320774652049286853163191614197810207359300800, 135189341584610645934034125106609083192198048691336429730379200, 3779199873025121225606153096305261181976797034058811082896, 87987193598313542266319615874227749278009089858149576, 1960740656815055330341998368884916997595820189988, 35338741025925607486752107019710839728639518, 662590527735934297259478324562046371257, 10831721309916810215566710789764436, 195412421142815819730071753224, 2400380995373309677534322, 52529506594991523018, 617567735245034, 7631220329, 77236, 1], 1]], 'hecke_orbit_code': 274978570273, 'p': 73}
  • id: 120196
    {'charpoly_factorization': [[[7786763584539758203407859250291844672587873744712927316238370732813808980345224306104530025, 718023948529216079506846126588095414395431877293625928012817157150363961970580938655875, 8715175729834222724054619284355450773655407897695769525142173654536536734132511625, -1981316420872229519343525848275394994496296932908887293728173729702139696430525, 458455409159545226590084259866551317361678415390746076468324494168818831715, 21577776905160710354518458178772609755750820303008450216569651712294470, 1912308547886286284338011786008625379467685935232219401637003048860, 98978480881205962305678743331922885548460892659726635543459620, 4693214214833220788248104546402502378312972124620234202031, 175659036875601298196930958969123460190954343637302451, 5827467248942371644525715423032382434834281004539, 164500522556876415736592922696030719121024979, 4146695198653141595961600471796779734508, 90276680863363554168548003308851707, 1736448327378239258855503216554, 28824380382642485418328416, 412742872754693086137, 4888395354273298, 45800225038, 291931, 1], 1]], 'hecke_orbit_code': 274978570273, 'p': 79}
  • id: 120197
    {'charpoly_factorization': [[[284442196436148460255788475873898205486649611734161345153031236609309302907644102650625, -974135627854312547437987300757159536597078639558243485003210258901452426707916526875, 1271991266862512889340776738743201999038750181543395325917093648827212191561267125, 12407942708075047462427247363271805588945023127538969353065217521727249722125, -1172332868518331148008329827358300494070714930817881396671535446286847925, 333652742997191850978771752542674906896687856092759895896792170890150, 67814106814335905569780445007357668671491972186968828836887019560, 5184945676224715770793864440836365801404414158422757113335150, 483542987129630837467584398280736977685246319487353732281, 35217100203158741688699216872855092476809334995822279, 1963767736446552038672897801026797596370745640949, 88410429797049785656326737651276305301656345, 3848791745810315842409599941352971904130, 127585760525168796046513284346516469, 3084702175646999440259016162496, 52925647681720251691598736, 720013506261044612375, 6895105103054760, 54214876114, 255451, 1], 1]], 'hecke_orbit_code': 274978570273, 'p': 83}
  • id: 120198
    {'charpoly_factorization': [[[-892480180668225418121276376178628123605172337936, -45256358681635517939404252410862931267837760, 2184224761447566634373743026069370241436, 61422545333144559660102115150270608, -1342721128222015289118077439101, -22801164053250112433757000, 326554890702322458895, 2762371311308376, -32668015487, -90816, 1], 2]], 'hecke_orbit_code': 274978570273, 'p': 89}
  • id: 120199
    {'charpoly_factorization': [[[465776219240978671217172585368966890309608279689110231937459222032884782867640079670048458161, -93621457963380996200368746749765571916880707367013342932167968554285156011776042075662358, 8235693162194703850741003791653994834134848123878455025813690299253979914748567261011, 16488573495549839978540695868044558190359103064209406316184133304064477482234275, 114830307958458844377132132454661098446604597801735118597947739309557692311881, 4175049069581423556966428069425339681603372091028549961247527874535142539, 240615542901598661503647278108748709462246951734572673247860285385202, 10625227250030796714349943146438227820564069622684099572183175514, 374869945182060605077374932101279001751131845148523257962369, 4078722571996279843099592447878706053591349913356862831, 72790128394334849443444408532303197716384473231728, 826972975289730323855130429025573865711055159, 15226487542024718913655723314294613411809, 181767889183494039391081758640288701, 2959606281863412276359394176492, 31476019068873514960136226, 425533074805948579321, 3350069404029075, 25794415501, 145083, 1], 1]], 'hecke_orbit_code': 274978570273, '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': 5, 'hecke_orbit': 1, 'label': '33.6.e.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: 30445000
    {'hecke_orbit_code': 274978570273, 'n': 1, 'trace_an': 20}
  • id: 30445001
    {'hecke_orbit_code': 274978570273, 'n': 2, 'trace_an': -2}
  • id: 30445002
    {'hecke_orbit_code': 274978570273, 'n': 3, 'trace_an': -45}
  • id: 30445003
    {'hecke_orbit_code': 274978570273, 'n': 4, 'trace_an': -124}
  • id: 30445004
    {'hecke_orbit_code': 274978570273, 'n': 5, 'trace_an': -33}
  • id: 30445005
    {'hecke_orbit_code': 274978570273, 'n': 6, 'trace_an': -18}
  • id: 30445006
    {'hecke_orbit_code': 274978570273, 'n': 7, 'trace_an': -335}
  • id: 30445007
    {'hecke_orbit_code': 274978570273, 'n': 8, 'trace_an': -472}
  • id: 30445008
    {'hecke_orbit_code': 274978570273, 'n': 9, 'trace_an': -405}
  • id: 30445009
    {'hecke_orbit_code': 274978570273, 'n': 10, 'trace_an': 1952}
  • id: 30445010
    {'hecke_orbit_code': 274978570273, 'n': 11, 'trace_an': -835}
  • id: 30445011
    {'hecke_orbit_code': 274978570273, 'n': 12, 'trace_an': 3474}
  • id: 30445012
    {'hecke_orbit_code': 274978570273, 'n': 13, 'trace_an': -959}
  • id: 30445013
    {'hecke_orbit_code': 274978570273, 'n': 14, 'trace_an': -3020}
  • id: 30445014
    {'hecke_orbit_code': 274978570273, 'n': 15, 'trace_an': 198}
  • id: 30445015
    {'hecke_orbit_code': 274978570273, 'n': 16, 'trace_an': -1428}
  • id: 30445016
    {'hecke_orbit_code': 274978570273, 'n': 17, 'trace_an': -3144}
  • id: 30445017
    {'hecke_orbit_code': 274978570273, 'n': 18, 'trace_an': -567}
  • id: 30445018
    {'hecke_orbit_code': 274978570273, 'n': 19, 'trace_an': -930}
  • id: 30445019
    {'hecke_orbit_code': 274978570273, 'n': 20, 'trace_an': 3177}
  • id: 30445020
    {'hecke_orbit_code': 274978570273, 'n': 21, 'trace_an': 8460}
  • id: 30445021
    {'hecke_orbit_code': 274978570273, 'n': 22, 'trace_an': 2713}
  • id: 30445022
    {'hecke_orbit_code': 274978570273, 'n': 23, 'trace_an': 1400}
  • id: 30445023
    {'hecke_orbit_code': 274978570273, 'n': 24, 'trace_an': 1332}
  • id: 30445024
    {'hecke_orbit_code': 274978570273, 'n': 25, 'trace_an': -9388}
  • id: 30445025
    {'hecke_orbit_code': 274978570273, 'n': 26, 'trace_an': 3022}
  • id: 30445026
    {'hecke_orbit_code': 274978570273, 'n': 27, 'trace_an': -3645}
  • id: 30445027
    {'hecke_orbit_code': 274978570273, 'n': 28, 'trace_an': -21753}
  • id: 30445028
    {'hecke_orbit_code': 274978570273, 'n': 29, 'trace_an': 4494}
  • id: 30445029
    {'hecke_orbit_code': 274978570273, 'n': 30, 'trace_an': -4302}
  • id: 30445030
    {'hecke_orbit_code': 274978570273, 'n': 31, 'trace_an': 9208}
  • id: 30445031
    {'hecke_orbit_code': 274978570273, 'n': 32, 'trace_an': 69114}
  • id: 30445032
    {'hecke_orbit_code': 274978570273, 'n': 33, 'trace_an': 6615}
  • id: 30445033
    {'hecke_orbit_code': 274978570273, 'n': 34, 'trace_an': -9084}
  • id: 30445034
    {'hecke_orbit_code': 274978570273, 'n': 35, 'trace_an': -31371}
  • id: 30445035
    {'hecke_orbit_code': 274978570273, 'n': 36, 'trace_an': -10044}
  • id: 30445036
    {'hecke_orbit_code': 274978570273, 'n': 37, 'trace_an': -3153}
  • id: 30445037
    {'hecke_orbit_code': 274978570273, 'n': 38, 'trace_an': 1852}
  • id: 30445038
    {'hecke_orbit_code': 274978570273, 'n': 39, 'trace_an': -8631}
  • id: 30445039
    {'hecke_orbit_code': 274978570273, 'n': 40, 'trace_an': -53123}
  • id: 30445040
    {'hecke_orbit_code': 274978570273, 'n': 41, 'trace_an': -7497}
  • id: 30445041
    {'hecke_orbit_code': 274978570273, 'n': 42, 'trace_an': 22320}
  • id: 30445042
    {'hecke_orbit_code': 274978570273, 'n': 43, 'trace_an': 63624}
  • id: 30445043
    {'hecke_orbit_code': 274978570273, 'n': 44, 'trace_an': 58299}
  • id: 30445044
    {'hecke_orbit_code': 274978570273, 'n': 45, 'trace_an': 1782}
  • id: 30445045
    {'hecke_orbit_code': 274978570273, 'n': 46, 'trace_an': -94681}
  • id: 30445046
    {'hecke_orbit_code': 274978570273, 'n': 47, 'trace_an': -43031}
  • id: 30445047
    {'hecke_orbit_code': 274978570273, 'n': 48, 'trace_an': -12357}
  • id: 30445048
    {'hecke_orbit_code': 274978570273, 'n': 49, 'trace_an': -5640}
  • id: 30445049
    {'hecke_orbit_code': 274978570273, 'n': 50, 'trace_an': -76590}
  • id: 30445050
    {'hecke_orbit_code': 274978570273, 'n': 51, 'trace_an': 459}
  • id: 30445051
    {'hecke_orbit_code': 274978570273, 'n': 52, 'trace_an': -80149}
  • id: 30445052
    {'hecke_orbit_code': 274978570273, 'n': 53, 'trace_an': -20452}
  • id: 30445053
    {'hecke_orbit_code': 274978570273, 'n': 54, 'trace_an': 13122}
  • id: 30445054
    {'hecke_orbit_code': 274978570273, 'n': 55, 'trace_an': 62974}
  • id: 30445055
    {'hecke_orbit_code': 274978570273, 'n': 56, 'trace_an': 169638}
  • id: 30445056
    {'hecke_orbit_code': 274978570273, 'n': 57, 'trace_an': -39375}
  • id: 30445057
    {'hecke_orbit_code': 274978570273, 'n': 58, 'trace_an': 93145}
  • id: 30445058
    {'hecke_orbit_code': 274978570273, 'n': 59, 'trace_an': 101730}
  • id: 30445059
    {'hecke_orbit_code': 274978570273, 'n': 60, 'trace_an': 28593}
  • id: 30445060
    {'hecke_orbit_code': 274978570273, 'n': 61, 'trace_an': 50745}
  • id: 30445061
    {'hecke_orbit_code': 274978570273, 'n': 62, 'trace_an': -171957}
  • id: 30445062
    {'hecke_orbit_code': 274978570273, 'n': 63, 'trace_an': -27135}
  • id: 30445063
    {'hecke_orbit_code': 274978570273, 'n': 64, 'trace_an': 199638}
  • id: 30445064
    {'hecke_orbit_code': 274978570273, 'n': 65, 'trace_an': -28210}
  • id: 30445065
    {'hecke_orbit_code': 274978570273, 'n': 66, 'trace_an': 46107}
  • id: 30445066
    {'hecke_orbit_code': 274978570273, 'n': 67, 'trace_an': 10730}
  • id: 30445067
    {'hecke_orbit_code': 274978570273, 'n': 68, 'trace_an': -420141}
  • id: 30445068
    {'hecke_orbit_code': 274978570273, 'n': 69, 'trace_an': 94365}
  • id: 30445069
    {'hecke_orbit_code': 274978570273, 'n': 70, 'trace_an': 292664}
  • id: 30445070
    {'hecke_orbit_code': 274978570273, 'n': 71, 'trace_an': 164895}
  • id: 30445071
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  • id: 30445072
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  • id: 30445073
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  • id: 30445074
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  • id: 30445075
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  • id: 30445076
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  • id: 30445077
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  • id: 30445078
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  • id: 30445079
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  • id: 30445080
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  • id: 30445081
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  • id: 30445082
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  • id: 30445083
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  • id: 30445084
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  • id: 30445085
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  • id: 30445086
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  • id: 30445087
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  • id: 30445088
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  • id: 30445089
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  • id: 30445090
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  • id: 30445091
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  • id: 30445092
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  • id: 30445093
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  • id: 30445094
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  • id: 30445095
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  • id: 30445096
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  • id: 30445097
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  • id: 30445098
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  • id: 30445099
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  • id: 30445100
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  • id: 30445101
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  • id: 30445102
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  • id: 30445103
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  • id: 30445104
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  • id: 30445105
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  • id: 30445106
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  • id: 30445107
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  • id: 30445108
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  • id: 30445109
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  • id: 30445110
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  • id: 30445111
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  • id: 30445112
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  • id: 30445113
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  • id: 30445114
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  • id: 30445115
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  • id: 30445116
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  • id: 30445117
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  • id: 30445118
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  • id: 30445119
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  • id: 30445120
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  • id: 30445121
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  • id: 30445122
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  • id: 30445123
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  • id: 30445124
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  • id: 30445125
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  • id: 30445126
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  • id: 30445127
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  • id: 30445128
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  • id: 30445129
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  • id: 30445130
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  • id: 30445131
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  • id: 30445132
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  • id: 30445133
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  • id: 30445134
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  • id: 30445135
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  • id: 30445136
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  • id: 30445137
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  • id: 30445138
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  • id: 30445139
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  • id: 30445140
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  • id: 30445141
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  • id: 30445142
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  • id: 30445143
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  • id: 30445144
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  • id: 30445145
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  • id: 30445146
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  • id: 30445147
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  • id: 30445148
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  • id: 30445149
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  • id: 30445150
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  • id: 30445151
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  • id: 30445152
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  • id: 30445153
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  • id: 30445154
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  • id: 30445155
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  • id: 30445156
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  • id: 30445157
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  • id: 30445158
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  • id: 30445159
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  • id: 30445160
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  • id: 30445161
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  • id: 30445162
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  • id: 30445163
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  • id: 30445164
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  • id: 30445165
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  • id: 30445166
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  • id: 30445167
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  • id: 30445168
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  • id: 30445169
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  • id: 30445170
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  • id: 30445171
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  • id: 30445172
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  • id: 30445173
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  • id: 30445174
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  • id: 30445175
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  • id: 30445176
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  • id: 30445177
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  • id: 30445178
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  • id: 30445179
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  • id: 30445180
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  • id: 30445181
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  • id: 30445182
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  • id: 30445183
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  • id: 30445184
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  • id: 30445185
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  • id: 30445186
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  • id: 30445187
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  • id: 30445188
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  • id: 30445189
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  • id: 30445190
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  • id: 30445191
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  • id: 30445192
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  • id: 30445193
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  • id: 30445194
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  • id: 30445195
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  • id: 30445196
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  • id: 30445197
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  • id: 30445198
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  • id: 30445199
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  • id: 30445200
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  • id: 30445201
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  • id: 30445202
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  • id: 30445203
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  • id: 30445204
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  • id: 30445205
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  • id: 30445206
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  • id: 30445207
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  • id: 30445208
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  • id: 30445209
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  • id: 30445210
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  • id: 30445211
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  • id: 30445212
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  • id: 30445213
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  • id: 30445214
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  • id: 30445215
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  • id: 30445216
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  • id: 30445217
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  • id: 30445218
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  • id: 30445219
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  • id: 30445220
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  • id: 30445221
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  • id: 30445222
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  • id: 30445223
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  • id: 30445224
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  • id: 30445225
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  • id: 30445226
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  • id: 30445227
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  • id: 30445228
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  • id: 30445229
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  • id: 30445230
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  • id: 30445231
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  • id: 30445232
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  • id: 30445233
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  • id: 30445234
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  • id: 30445235
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  • id: 30445236
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  • id: 30445237
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  • id: 30445238
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  • id: 30445239
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  • id: 30445240
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  • id: 30445241
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  • id: 30445242
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  • id: 30445243
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  • id: 30445244
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  • id: 30445245
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  • id: 30445246
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  • id: 30445247
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  • id: 30445248
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  • id: 30445249
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  • id: 30445250
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  • id: 30445251
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  • id: 30445252
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  • id: 30445253
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  • id: 30445254
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  • id: 30445255
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  • id: 30445256
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  • id: 30445257
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  • id: 30445258
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  • id: 30445259
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  • id: 30445260
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  • id: 30445261
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  • id: 30445262
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  • id: 30445263
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  • id: 30445264
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  • id: 30445265
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  • id: 30445266
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  • id: 30445267
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  • id: 30445268
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  • id: 30445269
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  • id: 30445270
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  • id: 30445271
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  • id: 30445272
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  • id: 30445273
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  • id: 30445279
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  • id: 30445280
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  • id: 30445281
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  • id: 30445282
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  • id: 30445286
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  • id: 30445287
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  • id: 30445288
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  • id: 30445289
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  • id: 30445290
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  • id: 30445291
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  • id: 30445292
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  • id: 30445293
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  • id: 30445294
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  • id: 30445295
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  • id: 30445296
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  • id: 30445297
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  • id: 30445298
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  • id: 30445299
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  • id: 30445300
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  • id: 30445301
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  • id: 30445302
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  • id: 30445303
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  • id: 30445304
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  • id: 30445305
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  • id: 30445306
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  • id: 30445307
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  • id: 30445308
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  • id: 30445309
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  • id: 30445310
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  • id: 30445311
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  • id: 30445312
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  • id: 30445313
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  • id: 30445314
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  • id: 30445315
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  • id: 30445316
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  • id: 30445317
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  • id: 30445318
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  • id: 30445319
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  • id: 30445320
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  • id: 30445321
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  • id: 30445322
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  • id: 30445323
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  • id: 30445324
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  • id: 30445325
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  • id: 30445326
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  • id: 30445328
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  • id: 30445330
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  • id: 30445334
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  • id: 30445335
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  • id: 30445336
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  • id: 30445339
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  • id: 30445341
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  • id: 30445343
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  • id: 30445344
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  • id: 30445345
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  • id: 30445346
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  • id: 30445347
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  • id: 30445348
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  • id: 30445352
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  • id: 30445365
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  • id: 30445368
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  • id: 30445371
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  • id: 30445373
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  • id: 30445376
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  • id: 30445378
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  • id: 30445381
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  • id: 30445382
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  • id: 30445384
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  • id: 30445385
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  • id: 30445388
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  • id: 30445389
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  • id: 30445390
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  • id: 30445391
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  • id: 30445392
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  • id: 30445393
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  • id: 30445397
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  • id: 30445400
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  • id: 30445401
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  • id: 30445402
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  • id: 30445403
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  • id: 30445404
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  • id: 30445406
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  • id: 30445407
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  • id: 30445408
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  • id: 30445410
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  • id: 30445411
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  • id: 30445412
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  • id: 30445413
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  • id: 30445414
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  • id: 30445415
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  • id: 30445416
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  • id: 30445417
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  • id: 30445418
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  • id: 30445419
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  • id: 30445420
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  • id: 30445421
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  • id: 30445422
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  • id: 30445423
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  • id: 30445424
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  • id: 30445425
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  • id: 30445427
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  • id: 30445428
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  • id: 30445429
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  • id: 30445430
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  • id: 30445431
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  • id: 30445432
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  • id: 30445467
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  • id: 30445470
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  • id: 30445472
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  • id: 30445473
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  • id: 30445474
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  • id: 30445475
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  • id: 30445476
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  • id: 30445477
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  • id: 30445478
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  • id: 30445479
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  • id: 30445480
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  • id: 30445481
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  • id: 30445482
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  • id: 30445483
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  • id: 30445484
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  • id: 30445485
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  • id: 30445486
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  • id: 30445487
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  • id: 30445488
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  • id: 30445489
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  • id: 30445490
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  • id: 30445491
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  • id: 30445492
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  • id: 30445493
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  • id: 30445494
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  • id: 30445495
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  • id: 30445496
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  • id: 30445497
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  • id: 30445498
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  • id: 30445499
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  • id: 30445500
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  • id: 30445501
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  • id: 30445502
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  • id: 30445503
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  • id: 30445504
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  • id: 30445505
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  • id: 30445506
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  • id: 30445507
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  • id: 30445508
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  • id: 30445509
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  • id: 30445510
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  • id: 30445511
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  • id: 30445512
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  • id: 30445513
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  • id: 30445514
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  • id: 30445515
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  • id: 30445516
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  • id: 30445517
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  • id: 30445518
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  • id: 30445519
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  • id: 30445520
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  • id: 30445521
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  • id: 30445522
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  • id: 30445523
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  • id: 30445524
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  • id: 30445525
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  • id: 30445526
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  • id: 30445527
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  • id: 30445528
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  • id: 30445529
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  • id: 30445530
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  • id: 30445531
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  • id: 30445532
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  • id: 30445533
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  • id: 30445534
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  • id: 30445535
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  • id: 30445536
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  • id: 30445537
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  • id: 30445538
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  • id: 30445539
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  • id: 30445540
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  • id: 30445541
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  • id: 30445542
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  • id: 30445543
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  • id: 30445544
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  • id: 30445545
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  • id: 30445546
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  • id: 30445547
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  • id: 30445548
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  • id: 30445549
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  • id: 30445550
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  • id: 30445551
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  • id: 30445552
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  • id: 30445553
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  • id: 30445554
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  • id: 30445555
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  • id: 30445556
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  • id: 30445557
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  • id: 30445558
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  • id: 30445559
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  • id: 30445560
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  • id: 30445561
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  • id: 30445562
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  • id: 30445563
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  • id: 30445564
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  • id: 30445565
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  • id: 30445566
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  • id: 30445567
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  • id: 30445568
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  • id: 30445569
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  • id: 30445570
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  • id: 30445571
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  • id: 30445572
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  • id: 30445573
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  • id: 30445574
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  • id: 30445575
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  • id: 30445576
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  • id: 30445577
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  • id: 30445578
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  • id: 30445579
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  • id: 30445580
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  • id: 30445581
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  • id: 30445582
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  • id: 30445583
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  • id: 30445584
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  • id: 30445585
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  • id: 30445586
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  • id: 30445587
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  • id: 30445588
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  • id: 30445589
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  • id: 30445590
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  • id: 30445591
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  • id: 30445592
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  • id: 30445593
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  • id: 30445594
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  • id: 30445595
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  • id: 30445596
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  • id: 30445597
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  • id: 30445598
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  • id: 30445599
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  • id: 30445600
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  • id: 30445601
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  • id: 30445602
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  • id: 30445603
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  • id: 30445604
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  • id: 30445605
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  • id: 30445606
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  • id: 30445607
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  • id: 30445608
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  • id: 30445609
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  • id: 30445610
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  • id: 30445611
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  • id: 30445612
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  • id: 30445613
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  • id: 30445614
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  • id: 30445615
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  • id: 30445616
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  • id: 30445617
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  • id: 30445618
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  • id: 30445619
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  • id: 30445620
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  • id: 30445621
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  • id: 30445622
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  • id: 30445623
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  • id: 30445624
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  • id: 30445625
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  • id: 30445626
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  • id: 30445627
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  • id: 30445628
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  • id: 30445629
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  • id: 30445630
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  • id: 30445631
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  • id: 30445632
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  • id: 30445633
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  • id: 30445634
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  • id: 30445635
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  • id: 30445636
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  • id: 30445637
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  • id: 30445638
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  • id: 30445639
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  • id: 30445640
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  • id: 30445641
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  • id: 30445642
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  • id: 30445643
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  • id: 30445644
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  • id: 30445648
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  • id: 30445649
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  • id: 30445650
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  • id: 30445656
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  • id: 30445662
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  • id: 30445663
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  • id: 30445664
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  • id: 30445665
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  • id: 30445666
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  • id: 30445667
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  • id: 30445668
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  • id: 30445669
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  • id: 30445670
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  • id: 30445692
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  • id: 30445711
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  • id: 30445712
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  • id: 30445713
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  • id: 30445714
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  • id: 30445715
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  • id: 30445716
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  • id: 30445717
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  • id: 30445719
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  • id: 30445721
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  • id: 30445722
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  • id: 30445723
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  • id: 30445770
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  • id: 30445864
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  • id: 30445868
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  • id: 30445869
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  • id: 30445870
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  • id: 30445871
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  • id: 30445872
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  • id: 30445873
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  • id: 30445875
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  • id: 30445876
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  • id: 30445877
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  • id: 30445878
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  • id: 30445879
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  • id: 30445880
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  • id: 30445881
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  • id: 30445882
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  • id: 30445883
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  • id: 30445884
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  • id: 30445885
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  • id: 30445886
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  • id: 30445887
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  • id: 30445888
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  • id: 30445889
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  • id: 30445890
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  • id: 30445891
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  • id: 30445892
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  • id: 30445893
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  • id: 30445894
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  • id: 30445895
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  • id: 30445896
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  • id: 30445897
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  • id: 30445898
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  • id: 30445899
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  • id: 30445900
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  • id: 30445901
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  • id: 30445902
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  • id: 30445903
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  • id: 30445904
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  • id: 30445905
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  • id: 30445906
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  • id: 30445907
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  • id: 30445908
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  • id: 30445909
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  • id: 30445910
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  • id: 30445911
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  • id: 30445912
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  • id: 30445913
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  • id: 30445914
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  • id: 30445915
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  • id: 30445916
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  • id: 30445917
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  • id: 30445918
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  • id: 30445919
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  • id: 30445920
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  • id: 30445921
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  • id: 30445922
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  • id: 30445923
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  • id: 30445924
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  • id: 30445925
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  • id: 30445926
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  • id: 30445927
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  • id: 30445928
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  • id: 30445929
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  • id: 30445930
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  • id: 30445931
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  • id: 30445932
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  • id: 30445933
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  • id: 30445934
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  • id: 30445935
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  • id: 30445936
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  • id: 30445937
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  • id: 30445938
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  • id: 30445939
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  • id: 30445940
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  • id: 30445941
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  • id: 30445942
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  • id: 30445943
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  • id: 30445944
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  • id: 30445945
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  • id: 30445946
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  • id: 30445947
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  • id: 30445948
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  • id: 30445949
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  • id: 30445950
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  • id: 30445951
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  • id: 30445952
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  • id: 30445953
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  • id: 30445954
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  • id: 30445955
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  • id: 30445956
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  • id: 30445957
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  • id: 30445958
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  • id: 30445959
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  • id: 30445960
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  • id: 30445961
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  • id: 30445962
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  • id: 30445963
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  • id: 30445964
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  • id: 30445965
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  • id: 30445966
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  • id: 30445967
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  • id: 30445968
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  • id: 30445969
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  • id: 30445970
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  • id: 30445971
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  • id: 30445972
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  • id: 30445973
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  • id: 30445974
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  • id: 30445975
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  • id: 30445976
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  • id: 30445977
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  • id: 30445978
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  • id: 30445979
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  • id: 30445980
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  • id: 30445981
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  • id: 30445982
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  • id: 30445983
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  • id: 30445984
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  • id: 30445985
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  • id: 30445986
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  • id: 30445987
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  • id: 30445988
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  • id: 30445989
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  • id: 30445990
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  • id: 30445991
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  • id: 30445992
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  • id: 30445993
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  • id: 30445994
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  • id: 30445995
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  • id: 30445996
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  • id: 30445997
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  • id: 30445998
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  • id: 30445999
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