Newform data - 1078.6.a.a

Formats: - HTML - YAML - JSON - 2024-04-18T21:17:20.618658

• 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': 38808, 'analytic_conductor': 172.89375775839312, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [7, -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': [1078, 1, [199, 981], [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': [[3, [1, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 100664374, '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': False, 'label': '1078.6.a.a', 'level': 1078, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7, 11], 'level_radical': 154, 'minimal_twist': '22.6.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}-q^{3}+2^{4}q^{4}+51q^{5}+4q^{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': '1078.6.a', 'trace_display': [-4, -1, 51, 0], 'trace_hash': 1673313560084171455, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.041', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.980', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.081', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.974', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.236', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.960', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, -4, -1, 16, 51, 4, 0, -64, -242, -204, -121, -16, -692, 0, -51, 256, 738, 968, -1424, 816, 0, 484, -1779, 64, -524, 2768, 485, 0, -2064, 204, -6245, -1024, 121, -2952, 0, -3872, -14785, 5696, 692, -3264, -5304, 0, 17798, -1936, -12342, 7116, 17184, -256, 0, 2096, -738, -11072, -30726, -1940, -6171, 0, 1424, 8256, 34989, -816, 45940, 24980, 0, 4096, -35292, -484, 25343, 11808, 1779, 0, 13311, 15488, 53260, 59140, 524, -22784, 0, -2768, 77234, 13056, 58321, 21216, -55014, 0, 37638, -71192, 2064, 7744, -125415, 49368, 0, -28464, 6245, -68736, -72624, 1024, 88807, 0, 29282, -8384, -1482, 2952, 117496, 44288, 0, 122904, -79362, 7760, 87842, 24684, 14785, 0, -47247, -5696, -90729, -33024, 167464, -139956, 0, 3264, 14641, -183760, 5304, -99920, -186099, 0, -239416, -16384, -17798, 141168, 98142, 1936, 0, -101372, 24735, -47232, 400137, -7116, -205766, 0, -17184, -53244, 83732, -61952, 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'weight': 6, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1], [-4], [-1], [16], [51], [4], [0], [-64], [-242], [-204], [-121], [-16], [-692], [0], [-51], [256], [738], [968], [-1424], [816], [0], [484], [-1779], [64], [-524], [2768], [485], [0], [-2064], [204], [-6245], [-1024], [121], [-2952], [0], [-3872], [-14785], [5696], [692], [-3264], [-5304], [0], [17798], [-1936], [-12342], [7116], [17184], [-256], [0], [2096], [-738], [-11072], [-30726], [-1940], [-6171], [0], [1424], [8256], [34989], [-816], [45940], [24980], [0], [4096], [-35292], [-484], [25343], [11808], [1779], [0], [13311], [15488], [53260], [59140], [524], [-22784], [0], [-2768], [77234], [13056], [58321], [21216], [-55014], [0], [37638], [-71192], [2064], [7744], [-125415], [49368], [0], [-28464], [6245], [-68736], [-72624], [1024], [88807], [0], [29282], [-8384]], 'ap': [[-4], [-1], [51], [0], [-121], [-692], [738], [-1424], [-1779], [-2064], [-6245], [-14785], [-5304], [17798], [17184], [-30726], [34989], [45940], [25343], [13311], [53260], [77234], [-55014], [-125415], [88807], [-1482], [117496], [-79362], [87842], [-47247], [-239416], [98142], [400137], [-205766], [87726], [-432778], [34075], [45020], [-482556], [766254], [303399], [285181], [767067], [411668], [-759258], [46600], [-932428], [-169745], [-198078], [849997], [-401832], [855174], [-1125464], [1197513], [-37758], [-631254], [1080342], [816100], [1688198], [-879042], [-1540268], [-720840], [1039048], [1251348], [1443361], [-2012079], [2017337], [264122], [-1710492], [-218822], [-3681915], [1885284], [3116659], [1394414], [-4260355], [-201765], [1948821], [1468258], [2246178], [3614878], [3812388], [1973462], [-2083590], [72691], [-594392], [4566507], [-5443821], [6703124], [1259940], [-5023081], [2356605], [6722580], [1960013], [-579624], [1369052], [-1833426], [1712661], [789435], [-627392], [3208952], [3426584], [10519830], [-5472876], [-11778672], [-8356276], [13775839], [12709308], [-1008252], [10510032], [199390], [-16190], [-11525344], [16997394], [18487471], [-4542811], [18428631], [-9666035], [4514301], [-5372349], [9879558], [-10805201], [11327486], [12059490], [-5141664], [-13124255], [3659562], [10225211], [-24168285], [-16824641], [5041684], [-6263746], [3639756], [-18736957], [489242], [-14696940], [-24207236], [-13526010], [-14209424], [7933335], [-10468512], [-11914742], [-1861122], [23015285], [-16835148], [23529859], [-29154921], [9490522], [1815528], [10781209], [-28335456], [-26891884], [19213227], [11593100], [-13185678], [2981948], [29657868], [31805678], [23344446], [-20737208], [-26919282], [10189563], [10392354], [-8188768], [17327439], [-438963], [27912387], [-42684640], [22104418], [46840214], [-4000323], [-24429414], [-20516822], [41730240], [-17447872], [6909769], [30162111], [3561854], [14762943], [27333484], [56891380], [-71744368], [-27058938], [11792537], [3886650], [65021223], [41519262], [-3887872], [12266968], [-58252654], [-38482758], [16395127], [52163934], [-42674893], [36398226], [-59098068], [-6177099], [-46748350], [28561019], [1819578], [-95883210], [86519820], [-20445818], [-19571858], [50258488], [-94130505], [50363523], [-57234683], [21525636], [-74632656], [-50284088], [73451360], [-24779055], [-7490947], [103208844], [-73816518], [110776657], [36047420], [60922164], [1905264], [43631067], [28361708], [115668316], [90489225], [74295335], [110184756], [-33801790], [102809514], [39099816], [57888508], [-109220340], [-115614235], [-101330372], [-47134270], [118483824], [147515737], [79509954], [31402855], [-60066468], [-134217447], [-94187007], [-91196463], [-126560432], [-145126700], [67153637], [-61738680], [101243460], [-43954220], [178737972], [-147785266], [37833750], [-56628640], [15439806], [31400931], [-15247094], [-151084482], [41073876], [-150717994], [-105485234], [-88531677], [77171506], [83178716], [60193680], [-2129498], [197062414], [156568938], [-188167928], [-93028617], [28170723], [155817854], [35681538], [56194651], [-181878127], [-56592770], [169997912], [-216231848], [-191561681], [-55829823], [-210858430], [237811412], [-115463652], [278598696], [-58940137], [74955756], [236591770], [-283064084], [113251671], [172704314], [-128554566], [17739481], [127223658], [-163172415], [86875308], [-128385924], [-124309506], [65554574], [251506536], [-222790451], [44406309], [109609470], [-218416982], [-279244574], [-30061368], [-94991164], [-148772436], [101502413], [118137791], [-245996535], [-104649569], [-170653380], [155780372], [-48674616], [204216678], [303450270], [42282863], [-248734512], [-91897526], [73205859], [-141780642], [295695094], [-175915212], [-10270580], [9619793], [-191900430], [373726991], [211694838], [-34548563], [91896077], [-178143737], [-370075872], [205863156], [34975166], [-165672690], [399285202], [461136936], [-66358528], [64202517], [-311897707], [457268028], [123114817], [-245596034], [-268428199], [127213287], [-388431804], [182902577], [48206751], [-28498986], [487573657], [414395573], [-210646464], [243365661], [-317805020], [-66566437], [274941822], [-147489188], [93211766], [61180794], [-528163887], [-13765554], [-41479062], [194490123], [218356070], [50613366], [428661873], [-490554174], [244349323], [-218873011], [-82632768], [-245849974], [-560740696], [196314135], [-207530336], [101087382], [248003484], [6535414], [-69862471], [194268660], [-268713342], [167048818], [-316466514], [-284704898], [-59509878], [-517196481], [17947154], [166800822], [17925112], [580326795], [696606800], [-183687965], [-398912560], [-270847245], [148496189], [26160861], [358507647], [456789127], [-743353851], [647422136], [595897666], [192700002], [-242716060], [-48998418], [309247030], [341444169], [386814464], [353784138], [227824596], [548586466], [-132981034], [-509200860], [-125255492], [185884959], [244673302], [88962090], [457572924], [54144158], [57922190], [505240155], [264008664], [128626051], [184923738], [77067726], [484650771], [729847384], [433189968], [411526446], [116153206], [884767713], [880540809], [-253775610], [375178147], [427294992]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 100664374, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '1078.6.a.a', 'level': 1078, 'maxp': 2999, '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': [[[[2, 1], [7, -1], [11, 1]], 22, 6], [[[2, -1], [7, -1], [11, -1]], 24, 5], [[[2, 1], [7, 1], [11, 1]], 20, 2], [[[2, 1], [7, -1], [11, -1]], 22, 5], [[[2, -1], [7, -1], [11, 1]], 21, 6], [[[2, -1], [7, 1], [11, 1]], 22, 2], [[[2, 1], [7, 1], [11, -1]], 20, 2], [[[2, -1], [7, 1], [11, -1]], 18, 2]], 'ALdims': [20, 20, 22, 22, 22, 18, 21, 24], 'Nk2': 38808, 'analytic_conductor': 172.89375775839312, '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': [1078, 1, [199, 981], [1, 1]], 'conrey_index': 1, 'cusp_dim': 824, 'dim': 169, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100664374, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 3, 3, 4, 4, 5, 6, 6, 6, 8, 8, 8, 8, 8, 8, 8, 8, 8, 10, 12, 12, 14], 'label': '1078.6.a', 'level': 1078, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7, 11], 'level_radical': 154, 'mf_dim': 856, 'mf_new_dim': 169, 'num_forms': 30, 'plus_dim': 81, 'prim_orbit_index': 1, 'relative_dim': 169, 'sturm_bound': 1008, 'trace_bound': 9, 'trace_display': [4, 16, 86, 0], 'traces': [169, 4, 16, 2704, 86, -80, 0, 64, 12761, -296, -121, 256, 886, 0, 2296, 43264, -3246, -652, 4044, 1376, 0, -484, -2840, -1280, 97491, -88, 1048, 0, -194, -1920, 1456, 1024, -5324, 9000, 0, 204176, -44550, 7168, -42512, -4736, -2238, 0, 13612, -1936, -29358, 26496, -28888, 4096, 0, -73188, 45808, 14176, -10594, -48800, 13794, 0, 301480, -35816, -56344, 36736, 68902, 6752, 0, 692224, 267988, 17424, 200372, -51936, 191900, 0, 22256, -10432, -156590, 186904, -72840, 64704, 0, 126784, 421496, 22016, 720129, -179000, -245836, 0, 300236, 29680, 315496, -7744, 338238, 19864, 0, -45440, -119548, -222784, 117712, -20480, 159014, 0, 85547, 1559856, 371534, -25248, 329568, -1408, 0, -76520, 232740, 16768, 157550, 72600, 490632, 0, 289134, -23456, -67760, -3104, 594086, -427408, 0, -30720, 2474329, 259432, 368032, 23296, 266544, 0, -414360, 16384, 655320, 309520, -682412, -85184, 0, 221072, -1292328, 144000, -778274, -396288, 1140924, 0, -1470432, 145568, -295966, 3266816, -513580, -616280, 0, -712800, 986782, 671376, -657320, 114688, -933326, 0, 1775984, -680192, -996434, 47744, -1631472, -75776, 0, 257252, 734180, -35808, 1037212, 871680, 2456760, 0, 2534951, -990864, 755204, 217792, -1153162, -881472, 0, -30976, 863932, 471016, -238692, -469728, 1715750, 0, 5325656, 423936, 2384168, 1497376, 197714, -462208, 0, -388384, 1798288, 65536, -4477302, 1486984, -3086680, 0, -2173578, -308308, -3582816, -1171008, 3689068, 1368456, 0, 732928, -449836, -1307360, 4800680, 226816, 628232, 0, 5152660, -169504, -1117892, 2725712, -3226072, -780800, 0, -1871752, -3626872, 220704, -4311364, -62016, -2685416, 0, 8161223, -2383928, -6979716, 4823680, 1823646, 607584, 0, -573056, -1446910, 1165192, -571856, -901504, -4513512, 0, 1162736, 587776, 645690, 58564, 4772400, 1102432, 0, -11970432, -7583128, 108032, -14347072, -1512816, 5304720, 0, -166980, -7716448, -2449440, 11075584, -2072990, 4517952, 0, 4287808, 6247230, 43296, 4341224, 278784, -2920908, 0, 8714544, 3205952, 7455658, 7569088, 5106496, -830976, 0, -4477048, -1972663, 3070400, -7570170, 447264, -2630840, 0, 913826, 5705152, -936444, 356096, 27336, 1284536, 0, -166912, 14426227, 1073648, 17407608, -2505440, -7698554, 0, -2803056, 2990464, -1018820, -1909608, -506592, -1165440, 0, 1297792, 16419296, 1035264, -7434276, -599960, 4277940, 0, 2034544, -613024, -7880008, 2028544, -1001562, 2655832, 0, 6743936, 4682042, -5698016, 2263426, 352256, 17034440, 0, 9467992, 11522064, 2980642, 12764720, 15148728, -2864000, 0, -3155680, -26798516, -3933376, -29517314, -4050848, 19014720, 0, -25865222, -1925188, 5606344, 4803776, -310728, -1253696, 0, 474880, 27760020, 5400616, 1043364, 5047936, -16046170, 0, -6269120, -123904, -11299994, 874176, 305352, 5411808, 0, 10308144, 179360, 317824, 16268837, 6110104, 234256, 0, 4579268, 40651072, 6097720, -727040, 22985402, -20535408, 0, -1912768, -15280090, 2633928, 7977104, -3564544, -10505076, 0, -32097804, 1883392, -2330104, -3947968, -1727072, -327680, 0, -5711000, -23640076, 2544224, 33932074, -5802816, -4639360, 0, 1266840, 14863064, 11187296, 1368752, -11310262, -5211680, 0, 24957696, -23489830, -12682176, 22785912, 5944544, 456622, 0, -3998566, -403968, -1313574, -29602448, 164736, 5273088, 0, 33216480, 10687160, -22528, -29989000, -2468400, -12802144, 0, 45160062, -21029712, 12447944, -1224320, -37245642, -10512224, 0, 3723840, -1482008, 327008, 29298368, 268288, 4457334, 0, 33956648, 2520800, 1491536, -2064160, 2749448, 1161600, 0, -34350096, 30733292, 7850112, -31527776, 13072928, -7510600, 0, -37663450, -21089236, 4717306, 4626144, -43151904, -11596032, 0, -375296, -49496534, -2131336, -37929368, -1084160, 9840398, 0, 57508720, -49664, -17587452, -10595256, 18821464, 9505376, 0, 43220672, -9131560, -6838528, -2530836, -12419712, 57434092, 0, -22199842, -16813856, -10726928, -491520, 35217780, -7269240, 0, 39589264, 6670680, -13562640, 63175776, 4150912, 39383376, 0, -783468, 5888512, 23462460, -29428928, -7988662, 372736, 0, 6240224, -62075956, 4264704, -25964696, -8913040, -47431080, 0, 51081516, -7670432, -8206232, -6629760, -11520946, 69213600, 0, 262144, 107775136, 11121224, -47454536, 10485120, 1867756, 0, -3757320, 4952320, -7536370, 35934552, 43472580, -10918592, 0, -2064352, -21459904, -1362944, 65607285, 23061392, -38145824, 0, -42836916, 17749792, 21993656, 3537152, -9022996, -15250792, 0, -20677248, 79763766, -705952, -72171304, 2304000, -35471988, 0, -18411620, -12452384, -61359962, 8921572, -48400512, -6340608, 0, -15895848, -86551544, 18254784, 26309734, 7817664, 23519832, 0, -8103128, 26062760, -19315116, -23526912, 16247288, 28297920, 0, 2329088, 89160562, 13343040, 107596572, -4735456, -40509060, 0, -56157704, 52269056, 23777230, -54581204, -9376600, -8217280, 0, 26156384, 1213146, -9860480, 130383140, -5853624, -31714432, 0, -21350960, 30701792, 48320408, -11404800, -28574726, 16761888, 0, 15788512, -48208944, 17781344, 8151208, 10742016, -18335526, 0, 11189524, -10517120, 1259126, 63357696, -17690400, 1835008, 0, 62822672, 60689568, -14933216, -16240850, 31860256, 99427280, 0, -16934110, 54533216, 16465880, 28415744, 27486836, 44644768, 0, -10883072, 5918997, -7596440, -588544, -15942944, 48225652, 0, -39854648, 763904, -106416432, -22870632, 22454072, -26103552, 0, -3894264, 18266200, -1212416, -45032690, -49452832, 14691936, 0, -33112568, 39095136, 98750328, 4116032, -2037156, 38569624, 0, 11746880, 8400778, 53638208, 53023712, -572928, -58496246, 0, 44090588, 16595392, -56333290, -39250320, 21358928, 13946880, 0, 88539576, -53311152, 39308160, 3784244, 27207424, -15185742, 0, 107019242, -53517592, -17981080, 40559216, -32579530, -67970016, 0, -15853824, -78792856, 4923248, 1518972, 12083264, 23511712, 0, -391839744, 3484672, -40695676, -172432768, 51705264, -18450592, 0, 32585168, -266499176, -14103552, 57023916, 24055688, -31053488, 0, -1933866, -16549184, -76828552, -495616, 51820720, -57258680, 0, 13822912, 35012602, 26697088, -52136088, 7536256, 21285188, 0, -30153684, -3819072, -16884368, 2142656, -78916976, -7515648, 0, -10143500, -321627856, 27452000, -259868446, -1171280, -63730376, 0, -193646755, 53660784, 26832296, 85210496, 42826078, -37995360, 0, 6782976, 17188776, -96833208, -125315740, 38146688, -94257864, 0, -175932016, 23958016, 79420796, -69366728, -57025156, 3163424, 0, 65752576, 48056040, -7395328, -123275204, -63108016, 100517672, 0, -94168122, 11453520, 27610264, -6214144, -44309422, -39009536, 0, 28772608, 71436228, -35160480, 113037640, 1048576, 78286282, 0, 121640080, -71636832, 54511842, 55376144, -102257000, 23791744, 0, -201033288, -25053968, -49386880, -29299908, -33086688, 112891328, 0, -27950560, 108628224, -76462652, -34777248, 41512200, -142999552, 0, -4932928, 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• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 638746
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '1078.6.a.a', 'source_level': 1078, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '22.6.a.b', 'target_level': 22, 'twist_class_label': '22.6.a.b', 'twist_class_level': 22, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 638747
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '1078.6.a.a', 'source_level': 1078, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '176.6.a.b', 'target_level': 176, 'twist_class_label': '22.6.a.b', 'twist_class_level': 22, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 638748
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '1078.6.a.a', 'source_level': 1078, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '198.6.a.i', 'target_level': 198, 'twist_class_label': '22.6.a.b', 'twist_class_level': 22, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 638749
    {'conductor': 77, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '1078.6.a.a', 'source_level': 1078, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '242.6.a.d', 'target_level': 242, 'twist_class_label': '22.6.a.b', 'twist_class_level': 22, 'twisting_char_label': '77.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 638750
    {'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '1078.6.a.a', 'source_level': 1078, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '550.6.a.f', 'target_level': 550, 'twist_class_label': '22.6.a.b', 'twist_class_level': 22, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 638751
    {'conductor': 35, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '1078.6.a.a', 'source_level': 1078, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '550.6.b.f', 'target_level': 550, 'twist_class_label': '22.6.a.b', 'twist_class_level': 22, 'twisting_char_label': '35.f', 'twisting_char_orbit': 6, 'weight': 6}
  • id: 638752
    {'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '1078.6.a.a', 'source_level': 1078, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '704.6.a.e', 'target_level': 704, 'twist_class_label': '22.6.a.b', 'twist_class_level': 22, 'twisting_char_label': '56.h', 'twisting_char_orbit': 8, 'weight': 6}
  • id: 638753
    {'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '1078.6.a.a', 'source_level': 1078, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '704.6.a.f', 'target_level': 704, 'twist_class_label': '22.6.a.b', 'twist_class_level': 22, 'twisting_char_label': '56.e', 'twisting_char_orbit': 5, 'weight': 6}
  • id: 638754
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '1078.6.a.a', 'source_level': 1078, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1078.6.a.a', 'target_level': 1078, 'twist_class_label': '22.6.a.b', 'twist_class_level': 22, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1660025
    {'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 100664374, 'p': 2}
  • id: 1660026
    {'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 100664374, 'p': 3}
  • id: 1660027
    {'charpoly_factorization': [[[-51, 1], 1]], 'hecke_orbit_code': 100664374, 'p': 5}
  • id: 1660028
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 100664374, 'p': 7}
  • id: 1660029
    {'charpoly_factorization': [[[121, 1], 1]], 'hecke_orbit_code': 100664374, 'p': 11}
  • id: 1660030
    {'charpoly_factorization': [[[692, 1], 1]], 'hecke_orbit_code': 100664374, 'p': 13}
  • id: 1660031
    {'charpoly_factorization': [[[-738, 1], 1]], 'hecke_orbit_code': 100664374, 'p': 17}
  • id: 1660032
    {'charpoly_factorization': [[[1424, 1], 1]], 'hecke_orbit_code': 100664374, 'p': 19}
  • id: 1660033
    {'charpoly_factorization': [[[1779, 1], 1]], 'hecke_orbit_code': 100664374, 'p': 23}
  • id: 1660034
    {'charpoly_factorization': [[[2064, 1], 1]], 'hecke_orbit_code': 100664374, 'p': 29}
  • id: 1660035
    {'charpoly_factorization': [[[6245, 1], 1]], 'hecke_orbit_code': 100664374, 'p': 31}
  • id: 1660036
    {'charpoly_factorization': [[[14785, 1], 1]], 'hecke_orbit_code': 100664374, 'p': 37}
  • id: 1660037
    {'charpoly_factorization': [[[5304, 1], 1]], 'hecke_orbit_code': 100664374, 'p': 41}
  • id: 1660038
    {'charpoly_factorization': [[[-17798, 1], 1]], 'hecke_orbit_code': 100664374, 'p': 43}
  • id: 1660039
    {'charpoly_factorization': [[[-17184, 1], 1]], 'hecke_orbit_code': 100664374, 'p': 47}
  • id: 1660040
    {'charpoly_factorization': [[[30726, 1], 1]], 'hecke_orbit_code': 100664374, 'p': 53}
  • id: 1660041
    {'charpoly_factorization': [[[-34989, 1], 1]], 'hecke_orbit_code': 100664374, 'p': 59}
  • id: 1660042
    {'charpoly_factorization': [[[-45940, 1], 1]], 'hecke_orbit_code': 100664374, 'p': 61}
  • id: 1660043
    {'charpoly_factorization': [[[-25343, 1], 1]], 'hecke_orbit_code': 100664374, 'p': 67}
  • id: 1660044
    {'charpoly_factorization': [[[-13311, 1], 1]], 'hecke_orbit_code': 100664374, 'p': 71}
  • id: 1660045
    {'charpoly_factorization': [[[-53260, 1], 1]], 'hecke_orbit_code': 100664374, 'p': 73}
  • id: 1660046
    {'charpoly_factorization': [[[-77234, 1], 1]], 'hecke_orbit_code': 100664374, 'p': 79}
  • id: 1660047
    {'charpoly_factorization': [[[55014, 1], 1]], 'hecke_orbit_code': 100664374, 'p': 83}
  • id: 1660048
    {'charpoly_factorization': [[[125415, 1], 1]], 'hecke_orbit_code': 100664374, 'p': 89}
  • id: 1660049
    {'charpoly_factorization': [[[-88807, 1], 1]], 'hecke_orbit_code': 100664374, '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': '1078.6.a.a', 'level': 1078, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 13552000
    {'hecke_orbit_code': 100664374, 'n': 1, 'trace_an': 1}
  • id: 13552001
    {'hecke_orbit_code': 100664374, 'n': 2, 'trace_an': -4}
  • id: 13552002
    {'hecke_orbit_code': 100664374, 'n': 3, 'trace_an': -1}
  • id: 13552003
    {'hecke_orbit_code': 100664374, 'n': 4, 'trace_an': 16}
  • id: 13552004
    {'hecke_orbit_code': 100664374, 'n': 5, 'trace_an': 51}
  • id: 13552005
    {'hecke_orbit_code': 100664374, 'n': 6, 'trace_an': 4}
  • id: 13552006
    {'hecke_orbit_code': 100664374, 'n': 7, 'trace_an': 0}
  • id: 13552007
    {'hecke_orbit_code': 100664374, 'n': 8, 'trace_an': -64}
  • id: 13552008
    {'hecke_orbit_code': 100664374, 'n': 9, 'trace_an': -242}
  • id: 13552009
    {'hecke_orbit_code': 100664374, 'n': 10, 'trace_an': -204}
  • id: 13552010
    {'hecke_orbit_code': 100664374, 'n': 11, 'trace_an': -121}
  • id: 13552011
    {'hecke_orbit_code': 100664374, 'n': 12, 'trace_an': -16}
  • id: 13552012
    {'hecke_orbit_code': 100664374, 'n': 13, 'trace_an': -692}
  • id: 13552013
    {'hecke_orbit_code': 100664374, 'n': 14, 'trace_an': 0}
  • id: 13552014
    {'hecke_orbit_code': 100664374, 'n': 15, 'trace_an': -51}
  • id: 13552015
    {'hecke_orbit_code': 100664374, 'n': 16, 'trace_an': 256}
  • id: 13552016
    {'hecke_orbit_code': 100664374, 'n': 17, 'trace_an': 738}
  • id: 13552017
    {'hecke_orbit_code': 100664374, 'n': 18, 'trace_an': 968}
  • id: 13552018
    {'hecke_orbit_code': 100664374, 'n': 19, 'trace_an': -1424}
  • id: 13552019
    {'hecke_orbit_code': 100664374, 'n': 20, 'trace_an': 816}
  • id: 13552020
    {'hecke_orbit_code': 100664374, 'n': 21, 'trace_an': 0}
  • id: 13552021
    {'hecke_orbit_code': 100664374, 'n': 22, 'trace_an': 484}
  • id: 13552022
    {'hecke_orbit_code': 100664374, 'n': 23, 'trace_an': -1779}
  • id: 13552023
    {'hecke_orbit_code': 100664374, 'n': 24, 'trace_an': 64}
  • id: 13552024
    {'hecke_orbit_code': 100664374, 'n': 25, 'trace_an': -524}
  • id: 13552025
    {'hecke_orbit_code': 100664374, 'n': 26, 'trace_an': 2768}
  • id: 13552026
    {'hecke_orbit_code': 100664374, 'n': 27, 'trace_an': 485}
  • id: 13552027
    {'hecke_orbit_code': 100664374, 'n': 28, 'trace_an': 0}
  • id: 13552028
    {'hecke_orbit_code': 100664374, 'n': 29, 'trace_an': -2064}
  • id: 13552029
    {'hecke_orbit_code': 100664374, 'n': 30, 'trace_an': 204}
  • id: 13552030
    {'hecke_orbit_code': 100664374, 'n': 31, 'trace_an': -6245}
  • id: 13552031
    {'hecke_orbit_code': 100664374, 'n': 32, 'trace_an': -1024}
  • id: 13552032
    {'hecke_orbit_code': 100664374, 'n': 33, 'trace_an': 121}
  • id: 13552033
    {'hecke_orbit_code': 100664374, 'n': 34, 'trace_an': -2952}
  • id: 13552034
    {'hecke_orbit_code': 100664374, 'n': 35, 'trace_an': 0}
  • id: 13552035
    {'hecke_orbit_code': 100664374, 'n': 36, 'trace_an': -3872}
  • id: 13552036
    {'hecke_orbit_code': 100664374, 'n': 37, 'trace_an': -14785}
  • id: 13552037
    {'hecke_orbit_code': 100664374, 'n': 38, 'trace_an': 5696}
  • id: 13552038
    {'hecke_orbit_code': 100664374, 'n': 39, 'trace_an': 692}
  • id: 13552039
    {'hecke_orbit_code': 100664374, 'n': 40, 'trace_an': -3264}
  • id: 13552040
    {'hecke_orbit_code': 100664374, 'n': 41, 'trace_an': -5304}
  • id: 13552041
    {'hecke_orbit_code': 100664374, 'n': 42, 'trace_an': 0}
  • id: 13552042
    {'hecke_orbit_code': 100664374, 'n': 43, 'trace_an': 17798}
  • id: 13552043
    {'hecke_orbit_code': 100664374, 'n': 44, 'trace_an': -1936}
  • id: 13552044
    {'hecke_orbit_code': 100664374, 'n': 45, 'trace_an': -12342}
  • id: 13552045
    {'hecke_orbit_code': 100664374, 'n': 46, 'trace_an': 7116}
  • id: 13552046
    {'hecke_orbit_code': 100664374, 'n': 47, 'trace_an': 17184}
  • id: 13552047
    {'hecke_orbit_code': 100664374, 'n': 48, 'trace_an': -256}
  • id: 13552048
    {'hecke_orbit_code': 100664374, 'n': 49, 'trace_an': 0}
  • id: 13552049
    {'hecke_orbit_code': 100664374, 'n': 50, 'trace_an': 2096}
  • id: 13552050
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  • id: 13552051
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  • id: 13552052
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  • id: 13552053
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  • id: 13552054
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  • id: 13552055
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  • id: 13552056
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  • id: 13552057
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  • id: 13552058
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  • id: 13552059
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  • id: 13552060
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  • id: 13552061
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  • id: 13552062
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  • id: 13552063
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  • id: 13552064
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  • id: 13552065
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  • id: 13552066
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  • id: 13552067
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  • id: 13552068
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  • id: 13552069
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  • id: 13552070
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  • id: 13552071
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  • id: 13552072
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  • id: 13552073
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  • id: 13552074
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  • id: 13552075
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  • id: 13552076
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  • id: 13552077
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  • id: 13552078
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  • id: 13552079
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  • id: 13552080
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  • id: 13552081
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  • id: 13552082
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  • id: 13552083
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  • id: 13552084
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  • id: 13552085
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  • id: 13552086
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  • id: 13552087
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  • id: 13552088
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  • id: 13552089
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  • id: 13552090
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  • id: 13552091
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  • id: 13552092
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  • id: 13552093
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  • id: 13552094
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  • id: 13552095
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  • id: 13552096
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  • id: 13552097
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  • id: 13552098
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  • id: 13552099
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  • id: 13552100
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  • id: 13552101
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  • id: 13552102
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  • id: 13552103
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  • id: 13552104
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  • id: 13552105
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  • id: 13552106
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  • id: 13552107
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  • id: 13552108
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  • id: 13552109
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  • id: 13552110
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  • id: 13552111
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  • id: 13552112
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  • id: 13552113
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  • id: 13552114
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  • id: 13552115
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  • id: 13552116
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  • id: 13552117
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  • id: 13552118
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  • id: 13552119
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  • id: 13552120
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  • id: 13552121
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  • id: 13552122
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  • id: 13552123
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  • id: 13552124
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  • id: 13552125
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  • id: 13552126
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  • id: 13552127
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  • id: 13552128
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  • id: 13552129
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  • id: 13552130
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  • id: 13552131
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  • id: 13552132
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  • id: 13552133
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  • id: 13552134
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  • id: 13552135
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  • id: 13552136
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  • id: 13552137
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  • id: 13552138
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  • id: 13552139
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  • id: 13552140
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  • id: 13552141
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  • id: 13552142
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  • id: 13552143
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  • id: 13552144
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  • id: 13552145
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  • id: 13552146
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  • id: 13552147
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  • id: 13552148
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  • id: 13552149
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  • id: 13552150
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  • id: 13552151
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  • id: 13552152
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  • id: 13552153
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  • id: 13552154
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  • id: 13552155
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  • id: 13552156
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  • id: 13552157
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  • id: 13552158
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  • id: 13552159
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  • id: 13552160
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  • id: 13552161
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  • id: 13552162
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  • id: 13552163
    {'hecke_orbit_code': 100664374, 'n': 164, 'trace_an': -84864}
  • id: 13552164
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  • id: 13552165
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  • id: 13552166
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  • id: 13552167
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  • id: 13552168
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  • id: 13552169
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  • id: 13552170
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  • id: 13552171
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  • id: 13552172
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  • id: 13552173
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  • id: 13552174
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  • id: 13552175
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  • id: 13552176
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  • id: 13552177
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  • id: 13552178
    {'hecke_orbit_code': 100664374, 'n': 179, 'trace_an': 303399}
  • id: 13552179
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  • id: 13552180
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  • id: 13552181
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  • id: 13552182
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  • id: 13552183
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  • id: 13552184
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  • id: 13552185
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  • id: 13552186
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  • id: 13552187
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  • id: 13552188
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  • id: 13552189
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  • id: 13552190
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  • id: 13552191
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  • id: 13552192
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  • id: 13552193
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  • id: 13552194
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  • id: 13552195
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  • id: 13552196
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  • id: 13552197
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  • id: 13552198
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  • id: 13552199
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  • id: 13552200
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  • id: 13552201
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  • id: 13552202
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  • id: 13552203
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  • id: 13552204
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  • id: 13552205
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  • id: 13552206
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  • id: 13552207
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  • id: 13552208
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  • id: 13552209
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  • id: 13552210
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  • id: 13552211
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  • id: 13552212
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  • id: 13552213
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  • id: 13552214
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  • id: 13552215
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  • id: 13552216
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  • id: 13552217
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  • id: 13552218
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  • id: 13552219
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  • id: 13552220
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  • id: 13552221
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  • id: 13552222
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  • id: 13552223
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  • id: 13552224
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  • id: 13552225
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  • id: 13552226
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  • id: 13552227
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  • id: 13552228
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  • id: 13552229
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  • id: 13552230
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  • id: 13552231
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  • id: 13552232
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  • id: 13552233
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  • id: 13552234
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  • id: 13552235
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  • id: 13552236
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  • id: 13552237
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  • id: 13552238
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  • id: 13552239
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  • id: 13552240
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  • id: 13552241
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  • id: 13552242
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  • id: 13552243
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  • id: 13552244
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  • id: 13552245
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  • id: 13552246
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  • id: 13552247
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  • id: 13552248
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  • id: 13552249
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  • id: 13552250
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  • id: 13552251
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  • id: 13552252
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  • id: 13552253
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  • id: 13552254
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  • id: 13552255
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  • id: 13552256
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  • id: 13552257
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  • id: 13552258
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  • id: 13552259
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  • id: 13552260
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  • id: 13552261
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  • id: 13552262
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  • id: 13552263
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  • id: 13552264
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  • id: 13552265
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  • id: 13552266
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  • id: 13552267
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  • id: 13552268
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  • id: 13552269
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  • id: 13552270
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  • id: 13552271
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  • id: 13552272
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  • id: 13552273
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  • id: 13552274
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  • id: 13552275
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  • id: 13552276
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  • id: 13552277
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  • id: 13552278
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  • id: 13552279
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  • id: 13552280
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  • id: 13552281
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  • id: 13552282
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  • id: 13552283
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  • id: 13552284
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  • id: 13552285
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  • id: 13552286
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  • id: 13552287
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  • id: 13552288
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  • id: 13552289
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  • id: 13552290
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  • id: 13552291
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  • id: 13552292
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  • id: 13552293
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  • id: 13552294
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  • id: 13552295
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  • id: 13552296
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  • id: 13552297
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  • id: 13552298
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  • id: 13552299
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  • id: 13552300
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  • id: 13552301
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  • id: 13552302
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  • id: 13552303
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  • id: 13552304
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  • id: 13552305
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  • id: 13552306
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  • id: 13552307
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  • id: 13552308
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  • id: 13552309
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  • id: 13552310
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  • id: 13552311
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  • id: 13552312
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  • id: 13552313
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  • id: 13552314
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  • id: 13552315
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  • id: 13552316
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  • id: 13552317
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  • id: 13552318
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  • id: 13552319
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  • id: 13552320
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  • id: 13552321
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  • id: 13552322
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  • id: 13552323
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  • id: 13552324
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  • id: 13552325
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  • id: 13552326
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  • id: 13552327
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  • id: 13552328
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  • id: 13552329
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  • id: 13552330
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  • id: 13552331
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  • id: 13552332
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  • id: 13552333
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  • id: 13552334
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  • id: 13552335
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  • id: 13552336
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  • id: 13552337
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  • id: 13552338
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  • id: 13552339
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  • id: 13552340
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  • id: 13552341
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  • id: 13552342
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  • id: 13552343
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  • id: 13552344
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  • id: 13552345
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  • id: 13552346
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  • id: 13552347
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  • id: 13552348
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  • id: 13552349
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  • id: 13552350
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  • id: 13552351
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  • id: 13552352
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  • id: 13552353
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  • id: 13552354
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  • id: 13552355
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  • id: 13552356
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  • id: 13552357
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  • id: 13552358
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  • id: 13552359
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  • id: 13552360
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  • id: 13552361
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  • id: 13552362
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  • id: 13552363
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  • id: 13552364
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  • id: 13552365
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  • id: 13552366
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  • id: 13552367
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  • id: 13552368
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  • id: 13552369
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  • id: 13552370
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  • id: 13552371
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  • id: 13552372
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  • id: 13552373
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  • id: 13552374
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  • id: 13552375
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  • id: 13552376
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  • id: 13552377
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  • id: 13552378
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  • id: 13552379
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  • id: 13552380
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  • id: 13552381
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  • id: 13552382
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  • id: 13552383
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  • id: 13552384
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  • id: 13552385
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  • id: 13552386
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  • id: 13552387
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  • id: 13552388
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  • id: 13552389
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  • id: 13552390
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  • id: 13552391
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  • id: 13552392
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  • id: 13552393
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  • id: 13552394
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  • id: 13552395
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  • id: 13552396
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  • id: 13552397
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  • id: 13552398
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  • id: 13552399
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  • id: 13552400
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  • id: 13552401
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  • id: 13552402
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  • id: 13552403
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  • id: 13552404
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  • id: 13552405
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  • id: 13552406
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  • id: 13552407
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  • id: 13552408
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  • id: 13552409
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  • id: 13552410
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  • id: 13552411
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  • id: 13552412
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  • id: 13552413
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  • id: 13552414
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  • id: 13552415
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  • id: 13552416
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  • id: 13552417
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  • id: 13552418
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  • id: 13552419
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  • id: 13552420
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  • id: 13552421
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  • id: 13552422
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  • id: 13552423
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  • id: 13552424
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  • id: 13552425
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  • id: 13552426
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  • id: 13552427
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  • id: 13552428
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  • id: 13552429
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  • id: 13552430
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  • id: 13552431
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  • id: 13552432
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  • id: 13552433
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  • id: 13552434
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  • id: 13552435
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  • id: 13552436
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  • id: 13552437
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  • id: 13552438
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  • id: 13552439
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  • id: 13552440
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  • id: 13552441
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  • id: 13552442
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  • id: 13552443
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  • id: 13552444
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  • id: 13552445
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  • id: 13552446
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  • id: 13552447
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  • id: 13552448
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  • id: 13552449
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  • id: 13552450
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  • id: 13552451
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  • id: 13552452
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  • id: 13552453
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  • id: 13552454
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  • id: 13552455
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  • id: 13552456
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  • id: 13552457
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  • id: 13552458
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  • id: 13552459
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  • id: 13552460
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  • id: 13552461
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  • id: 13552462
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  • id: 13552463
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  • id: 13552464
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  • id: 13552465
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  • id: 13552466
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  • id: 13552467
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  • id: 13552468
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  • id: 13552469
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  • id: 13552470
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  • id: 13552471
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  • id: 13552472
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  • id: 13552473
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  • id: 13552474
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  • id: 13552476
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  • id: 13552477
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  • id: 13552478
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  • id: 13552479
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  • id: 13552480
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  • id: 13552481
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  • id: 13552482
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  • id: 13552483
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  • id: 13552484
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  • id: 13552485
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  • id: 13552486
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  • id: 13552487
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  • id: 13552488
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  • id: 13552489
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  • id: 13552490
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  • id: 13552491
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  • id: 13552492
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  • id: 13552493
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  • id: 13552494
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  • id: 13552495
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  • id: 13552496
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  • id: 13552497
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  • id: 13552498
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  • id: 13552499
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  • id: 13552500
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  • id: 13552501
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  • id: 13552502
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  • id: 13552503
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  • id: 13552504
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  • id: 13552505
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  • id: 13552506
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  • id: 13552507
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  • id: 13552508
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  • id: 13552509
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  • id: 13552510
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  • id: 13552511
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  • id: 13552512
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  • id: 13552513
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  • id: 13552514
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  • id: 13552515
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  • id: 13552516
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  • id: 13552517
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  • id: 13552518
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  • id: 13552519
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  • id: 13552520
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  • id: 13552521
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  • id: 13552522
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  • id: 13552523
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  • id: 13552524
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  • id: 13552525
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  • id: 13552526
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  • id: 13552527
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  • id: 13552528
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  • id: 13552529
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  • id: 13552530
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  • id: 13552531
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  • id: 13552532
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  • id: 13552533
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  • id: 13552534
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  • id: 13552535
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  • id: 13552536
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  • id: 13552537
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  • id: 13552538
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  • id: 13552539
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  • id: 13552540
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  • id: 13552541
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  • id: 13552542
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  • id: 13552543
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  • id: 13552544
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  • id: 13552545
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  • id: 13552546
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  • id: 13552547
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  • id: 13552548
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  • id: 13552549
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  • id: 13552550
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  • id: 13552551
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  • id: 13552552
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  • id: 13552553
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  • id: 13552554
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  • id: 13552555
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  • id: 13552556
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  • id: 13552557
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  • id: 13552558
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  • id: 13552559
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  • id: 13552560
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  • id: 13552561
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  • id: 13552562
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  • id: 13552563
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  • id: 13552564
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  • id: 13552565
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  • id: 13552566
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  • id: 13552567
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  • id: 13552568
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  • id: 13552569
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  • id: 13552570
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  • id: 13552571
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  • id: 13552572
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  • id: 13552573
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  • id: 13552574
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  • id: 13552575
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  • id: 13552576
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  • id: 13552577
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  • id: 13552578
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  • id: 13552579
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  • id: 13552580
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  • id: 13552581
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  • id: 13552582
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  • id: 13552583
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  • id: 13552584
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  • id: 13552585
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  • id: 13552586
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  • id: 13552587
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  • id: 13552588
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  • id: 13552589
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  • id: 13552590
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  • id: 13552591
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  • id: 13552592
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  • id: 13552593
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  • id: 13552594
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  • id: 13552595
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  • id: 13552596
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  • id: 13552597
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  • id: 13552598
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  • id: 13552599
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  • id: 13552600
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  • id: 13552601
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  • id: 13552602
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  • id: 13552603
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  • id: 13552604
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  • id: 13552605
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  • id: 13552606
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  • id: 13552607
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  • id: 13552608
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  • id: 13552609
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  • id: 13552610
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  • id: 13552611
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  • id: 13552612
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  • id: 13552613
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  • id: 13552614
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  • id: 13552615
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  • id: 13552616
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  • id: 13552617
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  • id: 13552618
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  • id: 13552619
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  • id: 13552620
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  • id: 13552621
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  • id: 13552622
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  • id: 13552623
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  • id: 13552624
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  • id: 13552625
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  • id: 13552626
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  • id: 13552627
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  • id: 13552628
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  • id: 13552629
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  • id: 13552630
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  • id: 13552631
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  • id: 13552632
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  • id: 13552633
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  • id: 13552634
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  • id: 13552635
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  • id: 13552880
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  • id: 13552900
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  • id: 13552901
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  • id: 13552902
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  • id: 13552903
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  • id: 13552904
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  • id: 13552905
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  • id: 13552906
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  • id: 13552907
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  • id: 13552908
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  • id: 13552910
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  • id: 13552912
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  • id: 13552913
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  • id: 13552914
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  • id: 13552915
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  • id: 13552916
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  • id: 13552919
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  • id: 13552920
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  • id: 13552921
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  • id: 13552922
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  • id: 13552923
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  • id: 13552928
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  • id: 13552931
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  • id: 13552940
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  • id: 13552942
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  • id: 13552943
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  • id: 13552944
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  • id: 13552946
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  • id: 13552947
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  • id: 13552948
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  • id: 13552949
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  • id: 13552953
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  • id: 13552954
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  • id: 13552956
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  • id: 13552983
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  • id: 13552984
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  • id: 13552988
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  • id: 13552989
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  • id: 13552990
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  • id: 13552991
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  • id: 13552992
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  • id: 13552995
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  • id: 13552996
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  • id: 13552997
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  • id: 13552998
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  • id: 13552999
    {'hecke_orbit_code': 100664374, 'n': 1000, 'trace_an': 11910336}