Newform data - 33.8.a.c

Formats: - HTML - YAML - JSON - 2024-06-09T04:54:39.227558

• 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
  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_largest	boolean
  is_maximal	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_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	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': 2112, 'analytic_conductor': 10.308705840976017, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [11, -1]], 'atkin_lehner_string': '+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [33, 1, [23, 13], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 97, 'field_disc_factorization': [[97, 1]], 'field_poly': [-24, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-218, -1, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199388958753, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 3, 'hecke_ring_index_factorization': [[3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '33.8.a.c', 'level': 33, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 11], 'level_radical': 33, 'minimal_twist': '33.8.a.c', 'nf_label': '2.2.97.1', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta q^{2}-3^{3}q^{3}+(90+\\beta )q^{4}+(-90+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '33.8.a', 'trace_display': [1, -54, -194, -418], 'trace_hash': 1166793790754580666, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.993', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.074', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.635', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.654', 'prec': 17}, {'__RealLiteral__': 0, 'data': '65.409', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 1, -54, 181, -194, -27, -418, 399, 1458, -6208, 2662, -4887, -13246, -18542, 5238, -39119, -10256, 729, 14196, -23668, 11286, 1331, -13666, -10773, -51878, 9964, -39366, -56162, 15312, 167616, -48040, -47497, -71874, 73442, 297208, 131949, 274092, 1042476, 357642, 187404, 755836, 500634, -1704096, 240911, -141426, -901658, -1182094, 1056213, -789738, 1159595, 276912, -1182176, -2156394, -19683, -258214, 594930, -383292, -1984530, 927332, 639036, -1061994, 56296, -304722, -1475407, 1052644, -35937, -3259952, -849598, 368982, 3204104, -5495514, 290871, -5450812, 5856942, 1400706, 2320116, -556358, -269028, -1536590, 3470660, 1062882, 13347206, 8850888, 1516374, -105148, -4001832, -413424, 531069, 6810132, -4525632, 2071760, -2131598, 1297080, 18022186, -15872304, 1282419, 9897376, 7268325, 1940598, -3509425, 7126616, 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• 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, 0], [0, 1], [-27, 0], [90, 1], [-90, -14], [0, -27], [-188, -42], [218, -37], [729, 0], [-3052, -104], [1331, 0], [-2430, -27], [-6642, 38], [-9156, -230], [2430, 378], [-19586, 53], [-5218, 180], [0, 729], [5912, 2372], [-11152, -1364], [5076, 1134], [0, 1331], [-5808, -2050], [-5886, 999], [-27297, 2716], [8284, -6604], [-19683, 0], [-26076, -4010], [9938, -4564], [82404, 2808], [-24112, 184], [-16350, -14797], [-35937, 0], [39240, -5038], [145104, 7000], [65610, 729], [130494, 13104], [517096, 8284], [179334, -1026], [93304, 796], [363062, 29712], [247212, 6210], [-848440, -7216], [119790, 1331], [-65610, -10206], [-446900, -7858], [-612368, 42642], [528822, -1431], [-403647, 17556], [592088, -24581], [140886, -4860], [-589496, -3184], [-1064818, -26758], [0, -19683], [-119790, -18634], [297788, -646], [-159624, -64044], [-994952, 5374], [425476, 76380], [301104, 36828], [-444666, -172662], [40112, -23928], [-137052, -30618], [-718738, -37931], [481804, 89036], [0, 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[4553116, -255344], [3441562, -72992], [5189498, -481620], [3469226, 188164], [-5563296, 726364], [-17445508, 324872], [10398350, 75910], [-1149622, 1982600], [-15021892, -1829142], [26086420, 829912], [20564210, 68524], [-618704, -655092], [56110514, 492352], [14483524, -1881478], [-26749626, 820804], [3569148, 5035232], [34301344, -1786820], [27473890, -2986820], [-44891276, -4707116], [30672654, -7974220], [-30915232, -9950054], [-13184270, 9570876], [30568202, -3849996], [-195670744, -222652], [-110958360, 9752976], [47971624, 4362456], [-203750780, 7255024], [42653358, 20239140], [94832294, 6251624], [-165857672, -2282564], [102626314, -20352900], [210328252, -16901308], [-45342990, -10276784], [-343096832, -4146432], [333538582, 12843146], [-119817836, -23562442], [241821814, 21750306], [-179380514, -21572828], [-297061416, 29663408], [352767826, -1423520], [223639512, -25097876], [-159287408, 33420742], [-39202406, -33232528], [267996782, -58013994], [87754628, -50585096], [581438954, -37990488], [-741869324, 34917848], [-136884746, 9705022], [525583442, 1410728], [659466264, 25322908], [-259235560, 48435760], [-356684962, -72102674], [55468948, -11289744], [-1015186648, -34376042], [144221366, 35256530], [-84323290, -23250644], [-991939590, -60907708], [-741763710, 11239068], [-396330076, -47909516], [2309185278, 39607904], [495563080, 25038952], [-392048798, -23167560], [279682268, 3362818], [-628288652, -85003468], [-619949646, 62533940], [-2262068494, 83851220], [94787994, -58529352], [1513689208, -165684060], [-1105819188, -113492760], [-230121016, 227747248], [28361240, -44790180], [2093554652, -75722160], [-1417951564, -239507784], [-98546400, -210236468], [-2959496682, 160398378], [2433820802, 118443500], [847704152, 257073768], [1474417374, 106732046], [4295690896, 99223940], [2994411146, -226820976], [4932556396, -60911704], [1338973638, 1388436], [3897764968, 133036796], [-5718064294, 41324444], [-1281493356, -117414380], [4297922278, 43416852], [1028285104, 216998582], [-2128442534, 255683120], [-2496155348, -410391622], [-5222208642, 267883258], [-2061588926, 136527184], [6746753244, -55040792], [-3643266616, -15243752], [-1733822174, 414872068], [4560784948, 426932240], [3907118208, 3175886], [-7465731306, 245032894], [-5302800484, 186763512], [-4186897938, -41707948], [3543446722, -374328004], [2182172890, -451680740], [-9293746852, 168017116], [3681476500, -567169288], [2497865594, 126810280], [-2978948466, -130015916], [-723036928, 546345494], [-5716234968, -259096932], [-7584852146, 913743430], [7069291296, 300792424], [-7367745768, 359446636], [-11678146656, -476729608], [-9835308930, 783831928], [3796036182, -781657692], [-3077183422, 458957148], [-7002185522, -882243638], [4859633536, 1212738240], [12619885294, -462698982], [-19020651458, -11306792], [-1611506528, 19769448], [4228468106, 659467260], [-3158945920, 1574526152], [13285525764, -7105336], [-13260812906, -294877440], [8350948608, 143915242], [-10032233170, 702248706], [26334976734, -137614216], [8103771412, 451976560], [-13393536632, 1170529642], [-6918741930, -956328354], [21311829178, -155959848], [21822798172, -950591232], [-10984233864, -671345596], [2790769212, -2674196448], [-18291176576, -1053107858], [-25413046164, 1074297902], [-9559611142, -287362588], [17703064762, 1159797200], [27807574418, -347467660], [5067750676, 930710968], [724396446, 665910136], [-14803174700, 80770146], [-10506619564, 403854748], [-15676339926, -1533510660], [-27440688640, -204917242], [-8744785856, 2927981304], [41783447854, -788118682]], 'char_orbit_index': 1, 'field_poly': [-24, -1, 1], 'hecke_orbit_code': 9007199388958753, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 3], 'hecke_ring_inverse_numerators': [[1, 0], [1, 1]], 'hecke_ring_numerators': [[1, 0], [-1, 3]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '33.8.a.c', 'level': 33, 'maxp': 997, 'weight': 8}
• mf_newspaces •

  Column	Type
  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_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	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

  
  {'ALdims': [3, 2, 3, 4], 'Nk2': 2112, 'analytic_conductor': 10.308705840976017, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [33, 1, [23, 13], [1, 1]], 'conrey_index': 1, 'cusp_dim': 26, 'dim': 12, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134217761, 'hecke_orbit_dims': [1, 2, 2, 3, 4], 'label': '33.8.a', 'level': 33, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 11], 'level_radical': 33, 'mf_dim': 30, 'mf_new_dim': 12, 'num_forms': 5, 'plus_dim': 7, 'prim_orbit_index': 1, 'relative_dim': 12, 'sturm_bound': 32, 'trace_bound': 2, 'trace_display': [16, 54, -776, 892], 'traces': [12, 16, 54, 716, -776, -108, 892, 5076, 8748, -12688, 0, 10368, 5992, 30724, 13500, 23732, -37220, 11664, -66244, 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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: 26726
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '33.8.a.c', 'source_level': 33, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '33.8.a.c', 'target_level': 33, 'twist_class_label': '33.8.a.c', 'twist_class_level': 33, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 26727
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '33.8.a.c', 'source_level': 33, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '99.8.a.b', 'target_level': 99, 'twist_class_label': '33.8.a.c', 'twist_class_level': 33, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 26728
    {'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '33.8.a.c', 'source_level': 33, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '363.8.a.c', 'target_level': 363, 'twist_class_label': '33.8.a.c', 'twist_class_level': 33, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 26729
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '33.8.a.c', 'source_level': 33, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '528.8.a.h', 'target_level': 528, 'twist_class_label': '33.8.a.c', 'twist_class_level': 33, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 120300
    {'charpoly_factorization': [[[-218, -1, 1], 1]], 'hecke_orbit_code': 9007199388958753, 'p': 2}
  • id: 120301
    {'charpoly_factorization': [[[27, 1], 2]], 'hecke_orbit_code': 9007199388958753, 'p': 3}
  • id: 120302
    {'charpoly_factorization': [[[-33368, 194, 1], 1]], 'hecke_orbit_code': 9007199388958753, 'p': 5}
  • id: 120303
    {'charpoly_factorization': [[[-341312, 418, 1], 1]], 'hecke_orbit_code': 9007199388958753, 'p': 7}
  • id: 120304
    {'charpoly_factorization': [[[-1331, 1], 2]], 'hecke_orbit_code': 9007199388958753, 'p': 11}
  • id: 120305
    {'charpoly_factorization': [[[43548976, 13246, 1], 1]], 'hecke_orbit_code': 9007199388958753, 'p': 13}
  • id: 120306
    {'charpoly_factorization': [[[19225084, 10256, 1], 1]], 'hecke_orbit_code': 9007199388958753, 'p': 17}
  • id: 120307
    {'charpoly_factorization': [[[-1177576704, -14196, 1], 1]], 'hecke_orbit_code': 9007199388958753, 'p': 19}
  • id: 120308
    {'charpoly_factorization': [[[-870505736, 13666, 1], 1]], 'hecke_orbit_code': 9007199388958753, 'p': 23}
  • id: 120309
    {'charpoly_factorization': [[[-4487554116, -15312, 1], 1]], 'hecke_orbit_code': 9007199388958753, 'p': 29}
  • id: 120310
    {'charpoly_factorization': [[[569571328, 48040, 1], 1]], 'hecke_orbit_code': 9007199388958753, 'p': 31}
  • id: 120311
    {'charpoly_factorization': [[[-18695152476, -274092, 1], 1]], 'hecke_orbit_code': 9007199388958753, 'p': 37}
  • id: 120312
    {'charpoly_factorization': [[[-49849727804, -755836, 1], 1]], 'hecke_orbit_code': 9007199388958753, 'p': 41}
  • id: 120313
    {'charpoly_factorization': [[[714621373632, 1704096, 1], 1]], 'hecke_orbit_code': 9007199388958753, 'p': 43}
  • id: 120314
    {'charpoly_factorization': [[[-47516184584, 1182094, 1], 1]], 'hecke_orbit_code': 9007199388958753, 'p': 47}
  • id: 120315
    {'charpoly_factorization': [[[1006243830216, 2156394, 1], 1]], 'hecke_orbit_code': 9007199388958753, 'p': 53}
  • id: 120316
    {'charpoly_factorization': [[[-1058263475744, -927332, 1], 1]], 'hecke_orbit_code': 9007199388958753, 'p': 59}
  • id: 120317
    {'charpoly_factorization': [[[-6224547468744, 1061994, 1], 1]], 'hecke_orbit_code': 9007199388958753, 'p': 61}
  • id: 120318
    {'charpoly_factorization': [[[2655573007408, 3259952, 1], 1]], 'hecke_orbit_code': 9007199388958753, 'p': 67}
  • id: 120319
    {'charpoly_factorization': [[[7547380719912, 5495514, 1], 1]], 'hecke_orbit_code': 9007199388958753, 'p': 71}
  • id: 120320
    {'charpoly_factorization': [[[4341768952708, 5450812, 1], 1]], 'hecke_orbit_code': 9007199388958753, 'p': 73}
  • id: 120321
    {'charpoly_factorization': [[[177407563168, 1536590, 1], 1]], 'hecke_orbit_code': 9007199388958753, 'p': 79}
  • id: 120322
    {'charpoly_factorization': [[[5354532740304, -8850888, 1], 1]], 'hecke_orbit_code': 9007199388958753, 'p': 83}
  • id: 120323
    {'charpoly_factorization': [[[10431675116388, -6810132, 1], 1]], 'hecke_orbit_code': 9007199388958753, 'p': 89}
  • id: 120324
    {'charpoly_factorization': [[[-26135282253956, -9897376, 1], 1]], 'hecke_orbit_code': 9007199388958753, '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': 3, 'label': '33.8.a.c', 'level': 33, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29061613
    {'hecke_orbit_code': 9007199388958753, 'n': 1, 'trace_an': 2}
  • id: 29061614
    {'hecke_orbit_code': 9007199388958753, 'n': 2, 'trace_an': 1}
  • id: 29061615
    {'hecke_orbit_code': 9007199388958753, 'n': 3, 'trace_an': -54}
  • id: 29061616
    {'hecke_orbit_code': 9007199388958753, 'n': 4, 'trace_an': 181}
  • id: 29061617
    {'hecke_orbit_code': 9007199388958753, 'n': 5, 'trace_an': -194}
  • id: 29061618
    {'hecke_orbit_code': 9007199388958753, 'n': 6, 'trace_an': -27}
  • id: 29061619
    {'hecke_orbit_code': 9007199388958753, 'n': 7, 'trace_an': -418}
  • id: 29061620
    {'hecke_orbit_code': 9007199388958753, 'n': 8, 'trace_an': 399}
  • id: 29061621
    {'hecke_orbit_code': 9007199388958753, 'n': 9, 'trace_an': 1458}
  • id: 29061622
    {'hecke_orbit_code': 9007199388958753, 'n': 10, 'trace_an': -6208}
  • id: 29061623
    {'hecke_orbit_code': 9007199388958753, 'n': 11, 'trace_an': 2662}
  • id: 29061624
    {'hecke_orbit_code': 9007199388958753, 'n': 12, 'trace_an': -4887}
  • id: 29061625
    {'hecke_orbit_code': 9007199388958753, 'n': 13, 'trace_an': -13246}
  • id: 29061626
    {'hecke_orbit_code': 9007199388958753, 'n': 14, 'trace_an': -18542}
  • id: 29061627
    {'hecke_orbit_code': 9007199388958753, 'n': 15, 'trace_an': 5238}
  • id: 29061628
    {'hecke_orbit_code': 9007199388958753, 'n': 16, 'trace_an': -39119}
  • id: 29061629
    {'hecke_orbit_code': 9007199388958753, 'n': 17, 'trace_an': -10256}
  • id: 29061630
    {'hecke_orbit_code': 9007199388958753, 'n': 18, 'trace_an': 729}
  • id: 29061631
    {'hecke_orbit_code': 9007199388958753, 'n': 19, 'trace_an': 14196}
  • id: 29061632
    {'hecke_orbit_code': 9007199388958753, 'n': 20, 'trace_an': -23668}
  • id: 29061633
    {'hecke_orbit_code': 9007199388958753, 'n': 21, 'trace_an': 11286}
  • id: 29061634
    {'hecke_orbit_code': 9007199388958753, 'n': 22, 'trace_an': 1331}
  • id: 29061635
    {'hecke_orbit_code': 9007199388958753, 'n': 23, 'trace_an': -13666}
  • id: 29061636
    {'hecke_orbit_code': 9007199388958753, 'n': 24, 'trace_an': -10773}
  • id: 29061637
    {'hecke_orbit_code': 9007199388958753, 'n': 25, 'trace_an': -51878}
  • id: 29061638
    {'hecke_orbit_code': 9007199388958753, 'n': 26, 'trace_an': 9964}
  • id: 29061639
    {'hecke_orbit_code': 9007199388958753, 'n': 27, 'trace_an': -39366}
  • id: 29061640
    {'hecke_orbit_code': 9007199388958753, 'n': 28, 'trace_an': -56162}
  • id: 29061641
    {'hecke_orbit_code': 9007199388958753, 'n': 29, 'trace_an': 15312}
  • id: 29061642
    {'hecke_orbit_code': 9007199388958753, 'n': 30, 'trace_an': 167616}
  • id: 29061643
    {'hecke_orbit_code': 9007199388958753, 'n': 31, 'trace_an': -48040}
  • id: 29061644
    {'hecke_orbit_code': 9007199388958753, 'n': 32, 'trace_an': -47497}
  • id: 29061645
    {'hecke_orbit_code': 9007199388958753, 'n': 33, 'trace_an': -71874}
  • id: 29061646
    {'hecke_orbit_code': 9007199388958753, 'n': 34, 'trace_an': 73442}
  • id: 29061647
    {'hecke_orbit_code': 9007199388958753, 'n': 35, 'trace_an': 297208}
  • id: 29061648
    {'hecke_orbit_code': 9007199388958753, 'n': 36, 'trace_an': 131949}
  • id: 29061649
    {'hecke_orbit_code': 9007199388958753, 'n': 37, 'trace_an': 274092}
  • id: 29061650
    {'hecke_orbit_code': 9007199388958753, 'n': 38, 'trace_an': 1042476}
  • id: 29061651
    {'hecke_orbit_code': 9007199388958753, 'n': 39, 'trace_an': 357642}
  • id: 29061652
    {'hecke_orbit_code': 9007199388958753, 'n': 40, 'trace_an': 187404}
  • id: 29061653
    {'hecke_orbit_code': 9007199388958753, 'n': 41, 'trace_an': 755836}
  • id: 29061654
    {'hecke_orbit_code': 9007199388958753, 'n': 42, 'trace_an': 500634}
  • id: 29061655
    {'hecke_orbit_code': 9007199388958753, 'n': 43, 'trace_an': -1704096}
  • id: 29061656
    {'hecke_orbit_code': 9007199388958753, 'n': 44, 'trace_an': 240911}
  • id: 29061657
    {'hecke_orbit_code': 9007199388958753, 'n': 45, 'trace_an': -141426}
  • id: 29061658
    {'hecke_orbit_code': 9007199388958753, 'n': 46, 'trace_an': -901658}
  • id: 29061659
    {'hecke_orbit_code': 9007199388958753, 'n': 47, 'trace_an': -1182094}
  • id: 29061660
    {'hecke_orbit_code': 9007199388958753, 'n': 48, 'trace_an': 1056213}
  • id: 29061661
    {'hecke_orbit_code': 9007199388958753, 'n': 49, 'trace_an': -789738}
  • id: 29061662
    {'hecke_orbit_code': 9007199388958753, 'n': 50, 'trace_an': 1159595}
  • id: 29061663
    {'hecke_orbit_code': 9007199388958753, 'n': 51, 'trace_an': 276912}
  • id: 29061664
    {'hecke_orbit_code': 9007199388958753, 'n': 52, 'trace_an': -1182176}
  • id: 29061665
    {'hecke_orbit_code': 9007199388958753, 'n': 53, 'trace_an': -2156394}
  • id: 29061666
    {'hecke_orbit_code': 9007199388958753, 'n': 54, 'trace_an': -19683}
  • id: 29061667
    {'hecke_orbit_code': 9007199388958753, 'n': 55, 'trace_an': -258214}
  • id: 29061668
    {'hecke_orbit_code': 9007199388958753, 'n': 56, 'trace_an': 594930}
  • id: 29061669
    {'hecke_orbit_code': 9007199388958753, 'n': 57, 'trace_an': -383292}
  • id: 29061670
    {'hecke_orbit_code': 9007199388958753, 'n': 58, 'trace_an': -1984530}
  • id: 29061671
    {'hecke_orbit_code': 9007199388958753, 'n': 59, 'trace_an': 927332}
  • id: 29061672
    {'hecke_orbit_code': 9007199388958753, 'n': 60, 'trace_an': 639036}
  • id: 29061673
    {'hecke_orbit_code': 9007199388958753, 'n': 61, 'trace_an': -1061994}
  • id: 29061674
    {'hecke_orbit_code': 9007199388958753, 'n': 62, 'trace_an': 56296}
  • id: 29061675
    {'hecke_orbit_code': 9007199388958753, 'n': 63, 'trace_an': -304722}
  • id: 29061676
    {'hecke_orbit_code': 9007199388958753, 'n': 64, 'trace_an': -1475407}
  • id: 29061677
    {'hecke_orbit_code': 9007199388958753, 'n': 65, 'trace_an': 1052644}
  • id: 29061678
    {'hecke_orbit_code': 9007199388958753, 'n': 66, 'trace_an': -35937}
  • id: 29061679
    {'hecke_orbit_code': 9007199388958753, 'n': 67, 'trace_an': -3259952}
  • id: 29061680
    {'hecke_orbit_code': 9007199388958753, 'n': 68, 'trace_an': -849598}
  • id: 29061681
    {'hecke_orbit_code': 9007199388958753, 'n': 69, 'trace_an': 368982}
  • id: 29061682
    {'hecke_orbit_code': 9007199388958753, 'n': 70, 'trace_an': 3204104}
  • id: 29061683
    {'hecke_orbit_code': 9007199388958753, 'n': 71, 'trace_an': -5495514}
  • id: 29061684
    {'hecke_orbit_code': 9007199388958753, 'n': 72, 'trace_an': 290871}
  • id: 29061685
    {'hecke_orbit_code': 9007199388958753, 'n': 73, 'trace_an': -5450812}
  • id: 29061686
    {'hecke_orbit_code': 9007199388958753, 'n': 74, 'trace_an': 5856942}
  • id: 29061687
    {'hecke_orbit_code': 9007199388958753, 'n': 75, 'trace_an': 1400706}
  • id: 29061688
    {'hecke_orbit_code': 9007199388958753, 'n': 76, 'trace_an': 2320116}
  • id: 29061689
    {'hecke_orbit_code': 9007199388958753, 'n': 77, 'trace_an': -556358}
  • id: 29061690
    {'hecke_orbit_code': 9007199388958753, 'n': 78, 'trace_an': -269028}
  • id: 29061691
    {'hecke_orbit_code': 9007199388958753, 'n': 79, 'trace_an': -1536590}
  • id: 29061692
    {'hecke_orbit_code': 9007199388958753, 'n': 80, 'trace_an': 3470660}
  • id: 29061693
    {'hecke_orbit_code': 9007199388958753, 'n': 81, 'trace_an': 1062882}
  • id: 29061694
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  • id: 29061695
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  • id: 29061696
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  • id: 29061697
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  • id: 29061698
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  • id: 29061699
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  • id: 29061700
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  • id: 29061701
    {'hecke_orbit_code': 9007199388958753, 'n': 89, 'trace_an': 6810132}
  • id: 29061702
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  • id: 29061703
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  • id: 29061704
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  • id: 29061705
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  • id: 29061706
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  • id: 29061707
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  • id: 29061708
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  • id: 29061709
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  • id: 29061710
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  • id: 29061711
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  • id: 29061712
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  • id: 29061713
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  • id: 29061714
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  • id: 29061715
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  • id: 29061716
    {'hecke_orbit_code': 9007199388958753, 'n': 109, 'trace_an': 20872610}
  • id: 29061717
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  • id: 29061718
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  • id: 29061719
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  • id: 29061720
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  • id: 29061721
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  • id: 29061722
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  • id: 29061723
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  • id: 29061724
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  • id: 29061725
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  • id: 29061726
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  • id: 29061727
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  • id: 29061728
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  • id: 29061729
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  • id: 29061730
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  • id: 29061731
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  • id: 29061732
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  • id: 29061733
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  • id: 29061734
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  • id: 29061735
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  • id: 29061736
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  • id: 29061737
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  • id: 29061738
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  • id: 29061739
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  • id: 29061740
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  • id: 29061741
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  • id: 29061742
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  • id: 29061743
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  • id: 29061744
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  • id: 29061745
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  • id: 29061746
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  • id: 29061747
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  • id: 29061748
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  • id: 29061749
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  • id: 29061750
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  • id: 29061751
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  • id: 29061752
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  • id: 29061753
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  • id: 29061754
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  • id: 29061755
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  • id: 29061756
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  • id: 29061757
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  • id: 29061758
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  • id: 29061759
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  • id: 29061760
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  • id: 29061761
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  • id: 29061762
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  • id: 29061763
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  • id: 29061764
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  • id: 29061765
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  • id: 29061766
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  • id: 29061767
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  • id: 29061768
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  • id: 29061769
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  • id: 29061770
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  • id: 29061771
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  • id: 29061772
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  • id: 29061773
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  • id: 29061774
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  • id: 29061775
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  • id: 29061776
    {'hecke_orbit_code': 9007199388958753, 'n': 409, 'trace_an': -1472288352}
  • id: 29061777
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  • id: 29061778
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  • id: 29061779
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  • id: 29061780
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  • id: 29061781
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  • id: 29061782
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  • id: 29061783
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  • id: 29061784
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  • id: 29061785
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  • id: 29061786
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  • id: 29061787
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  • id: 29061788
    {'hecke_orbit_code': 9007199388958753, 'n': 479, 'trace_an': -232494784}
  • id: 29061789
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  • id: 29061790
    {'hecke_orbit_code': 9007199388958753, 'n': 491, 'trace_an': 4111387144}
  • id: 29061791
    {'hecke_orbit_code': 9007199388958753, 'n': 499, 'trace_an': -3075410912}
  • id: 29061792
    {'hecke_orbit_code': 9007199388958753, 'n': 503, 'trace_an': -407329268}
  • id: 29061793
    {'hecke_orbit_code': 9007199388958753, 'n': 509, 'trace_an': -5758594986}
  • id: 29061794
    {'hecke_orbit_code': 9007199388958753, 'n': 512, 'trace_an': 1695204151}
  • id: 29061795
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  • id: 29061796
    {'hecke_orbit_code': 9007199388958753, 'n': 523, 'trace_an': 1952482072}
  • id: 29061797
    {'hecke_orbit_code': 9007199388958753, 'n': 529, 'trace_an': -4881879866}
  • id: 29061798
    {'hecke_orbit_code': 9007199388958753, 'n': 541, 'trace_an': 3055566794}
  • id: 29061799
    {'hecke_orbit_code': 9007199388958753, 'n': 547, 'trace_an': 8690605732}
  • id: 29061800
    {'hecke_orbit_code': 9007199388958753, 'n': 557, 'trace_an': 5762001316}
  • id: 29061801
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  • id: 29061802
    {'hecke_orbit_code': 9007199388958753, 'n': 569, 'trace_an': 2679335712}
  • id: 29061803
    {'hecke_orbit_code': 9007199388958753, 'n': 571, 'trace_an': 7928566732}
  • id: 29061804
    {'hecke_orbit_code': 9007199388958753, 'n': 577, 'trace_an': -11394804144}
  • id: 29061805
    {'hecke_orbit_code': 9007199388958753, 'n': 587, 'trace_an': -2680401092}
  • id: 29061806
    {'hecke_orbit_code': 9007199388958753, 'n': 593, 'trace_an': 8639261408}
  • id: 29061807
    {'hecke_orbit_code': 9007199388958753, 'n': 599, 'trace_an': 2273568790}
  • id: 29061808
    {'hecke_orbit_code': 9007199388958753, 'n': 601, 'trace_an': -4001201948}
  • id: 29061809
    {'hecke_orbit_code': 9007199388958753, 'n': 607, 'trace_an': -5402702318}
  • id: 29061810
    {'hecke_orbit_code': 9007199388958753, 'n': 613, 'trace_an': -10176534026}
  • id: 29061811
    {'hecke_orbit_code': 9007199388958753, 'n': 617, 'trace_an': -3986650668}
  • id: 29061812
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  • id: 29061813
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  • id: 29061814
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  • id: 29061815
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  • id: 29061816
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  • id: 29061817
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  • id: 29061818
    {'hecke_orbit_code': 9007199388958753, 'n': 653, 'trace_an': -14686429718}
  • id: 29061819
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  • id: 29061820
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  • id: 29061821
    {'hecke_orbit_code': 9007199388958753, 'n': 673, 'trace_an': 6712565440}
  • id: 29061822
    {'hecke_orbit_code': 9007199388958753, 'n': 677, 'trace_an': 3912665040}
  • id: 29061823
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  • id: 29061824
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  • id: 29061825
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  • id: 29061826
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  • id: 29061827
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  • id: 29061828
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  • id: 29061829
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  • id: 29061830
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  • id: 29061831
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  • id: 29061832
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  • id: 29061833
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  • id: 29061834
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  • id: 29061835
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  • id: 29061836
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  • id: 29061837
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  • id: 29061838
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  • id: 29061839
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  • id: 29061840
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  • id: 29061841
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  • id: 29061842
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  • id: 29061843
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  • id: 29061844
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  • id: 29061845
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  • id: 29061846
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  • id: 29061847
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  • id: 29061848
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  • id: 29061849
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  • id: 29061850
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  • id: 29061851
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  • id: 29061852
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  • id: 29061853
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  • id: 29061854
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  • id: 29061855
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  • id: 29061856
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  • id: 29061857
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  • id: 29061858
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  • id: 29061859
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  • id: 29061860
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  • id: 29061861
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  • id: 29061862
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  • id: 29061863
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  • id: 29061864
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  • id: 29061865
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  • id: 29061866
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  • id: 29061867
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  • id: 29061868
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  • id: 29061869
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  • id: 29061870
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