Newform data - 16.8.a.a

Formats: - HTML - YAML - JSON - 2024-04-29T10:02:35.060329

• 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': 1024, 'analytic_conductor': 4.9981604077459485, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1]], 'atkin_lehner_string': '+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [16, 1, [15, 5], [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, [44, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 134217744, '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': '16.8.a.a', 'level': 16, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '8.8.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-44q^{3}+430q^{5}+1224q^{7}-251q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '16.8.a', 'trace_display': [0, -44, 430, 1224], 'trace_hash': 1880632510769574353, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.984', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.920', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.738', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 0, -44, 0, 430, 0, 1224, 0, -251, 0, 3164, 0, 6118, 0, -18920, 0, -16270, 0, 5476, 0, -53856, 0, -1576, 0, 106775, 0, 107272, 0, 122838, 0, -251360, 0, -139216, 0, 526320, 0, -52338, 0, -269192, 0, -319398, 0, -710788, 0, -107930, 0, -284112, 0, 674633, 0, 715880, 0, 296062, 0, 1360520, 0, -240944, 0, 897548, 0, -884810, 0, -307224, 0, 2630740, 0, -4659692, 0, 69344, 0, 2710792, 0, -5670854, 0, -4698100, 0, 3872736, 0, 5124176, 0, -4171031, 0, 1563556, 0, -6996100, 0, -5404872, 0, 11605674, 0, 7488432, 0, 11059840, 0, 2354680, 0, 10931618, 0, -794164, 0, -14790834, 0, -8761048, 0, -23158080, 0, 4295100, 0, 3744646, 0, 2302872, 0, 3907602, 0, -677680, 0, -1535618, 0, -19914480, 0, -9476275, 0, 14053512, 0, 12319500, 0, -42332032, 0, 31274672, 0, 27209812, 0, 6702624, 0, 46126960, 0, -50123526, 0, 12207324, 0, 12500928, 0, 19357352, 0, 52820340, 0, -29683852, 0, -46647778, 0, 30435928, 0, 4083770, 0, -108084800, 0, 6240598, 0, -13026728, 0, -1929024, 0, 2740596, 0, -59862880, 0, -42768024, 0, -25318593, 0, -1374476, 0, 72141126, 0, 130692600, 0, -39492112, 0, 72111876, 0, 14488062, 0, 38931640, 0, -22505340, 0, -51478280, 0, 131300928, 0, -110502720, 0, 3433538, 0, -115752560, 0, -37755666, 0, 137979272, 0, 205026448, 0, 150353712, 0, -137341140, 0, 395576, 0, 17326064, 0, -105441244, 0, -119274848, 0, -305638840, 0, -307664640, 0, 249517576, 0, -99539860, 0, -132419872, 0, -26800525, 0, 223501236, 0, 358523086, 0, -170400384, 0, 205337242, 0, -122168160, 0, -225463744, 0, 127880944, 0, 213448338, 0, -51078500, 0, 290092190, 0, 33502168, 0, -68796464, 0, 281046220, 0, -4986464, 0, 307828400, 0, -411662590, 0, -64061712, 0, -30832338, 0, 101817800, 0, 127306660, 0, -510649656, 0, -5305114, 0, -251185904, 0, -329491008, 0, 337836100, 0, -119651426, 0, 63091360, 0, 621695978, 0, -341726228, 0, -103605920, 0, -390943152, 0, -145625773, 0, -480991192, 0, 3713166, 0, 385945640, 0, 339408608, 0, -9641968, 0, -870004512, 0, 650796696, 0, -380468300, 0, 32327556, 0, 385486112, 0, 826997496, 0, 353026506, 0, -132106320, 0, 930187446, 0, 388659432, 0, -188984400, 0, -89094520, 0, 653249450, 0, -164764424, 0, -347753088, 0, 321754012, 0, 13136838, 0, -2003667560, 0, -247705038, 0, -171934488, 0, -795303040, 0, -182265840, 0, 29817920, 0, 223075884, 0, -557087082, 0, 656290096, 0, 564509090, 0, 1165640560, 0, 876237120, 0, -1660046808, 0, -863885163, 0, 416956100, 0, -2438467220, 0, 700411760, 0, 80168898, 0, 362379888, 0, 433444670, 0, -542058000, 0, 751522884, 0, -1384210100, 0, 1862609408, 0, 470821248, 0, 1665276480, 0, 178407788, 0, 15281710, 0, 25641520, 0, -1197231728, 0, 2203395680, 0, 1026007142, 0, -294915456, 0, -218348814, 0, -1537820480, 0, -1793543330, 0, -165597432, 0, 750778986, 0, 2205435144, 0, 1098598752, 0, 672329080, 0, -537122256, 0, -238283148, 0, -1236397042, 0, 71312112, 0, -1737229250, 0, -1083007440, 0, -851723488, 0, -2240296016, 0, -1190401070, 0, -2324094960, 0, -8630176, 0, 1388219256, 0, -169332883, 0, -2857884788, 0, 4990439820, 0, 2052502232, 0, 29686594, 0, -1010575272, 0, -1339180832, 0, 3220025760, 0, 1830148538, 0, -1745315440, 0, -813408218, 0, 1013025232, 0, 4755731200, 0, 3802514724, 0, -5703463008, 0, -274586312, 0, -2248933232, 0, 584699900, 0, -74311562, 0, 867385312, 0, -320203884, 0, 84877056, 0, 4700595740, 0, -1300432216, 0, -120586224, 0, -1886520516, 0, -1998574260, 0, -341490520, 0, 3318009408, 0, 3817865796, 0, 1881793056, 0, 447974328, 0, -6360058620, 0, 1114018092, 0, 4505191926, 0, -6941125296, 0, 587421472, 0, -3767250640, 0, -898930368, 0, -3174209544, 0, 427300730, 0, -814705060, 0, -5750474400, 0, 4089627200, 0, -3402341671, 0, -225284548, 0, -1954076964, 0, 1846893000, 0, -3172922544, 0, 2134538812, 0, 5174891478, 0, -637474728, 0, 1610197780, 0, 6458301172, 0, 222087310, 0, 672660888, 0, 6271991424, 0, 990234960, 0, -4835623994, 0, -4348600984, 0, 2265044320, 0, -1165078396, 0, 1680268860, 0, -5105341944, 0, 2792011978, 0, 7140691980, 0, 4862119680, 0, -168277400, 0, 44489666, 0, -151075672, 0, 1913792544, 0, 936740168, 0, -660315740, 0, 421422236, 0, -1376447360, 0, 1661249304, 0, -4605467342, 0, -8563226400, 0, -6071087968, 0, 596438040, 0, 2189247658, 0, 1169582692, 0, -4074798250, 0, -988184480, 0, -6615563328, 0, -1738197216, 0, 318993230, 0, 6043010160, 0, 3837978906, 0, -2968337476, 0, -169060672, 0, 14205344976, 0, -3044411875, 0, -762346816, 0, 851539260, 0, -8107877320, 0, 4639414736, 0, -18202773760, 0, 4127404694, 0, -680408792, 0, -11035662206, 0, -6765319596, 0, 13448108960, 0, -6762422456, 0, 2839841872, 0, 13537244160, 0, -9172112538, 0, 11700219160, 0, 1423384354, 0, 5622986724, 0, 3399655454, 0, 4379753840, 0, 2882128320, 0, -193592688, 0, 5826474368, 0, -2799538840, 0, 11407258978, 0, 11453967800, 0, 3100862734, 0, 13380300432, 0, -9834054384, 0, -6430671364, 0, -21553116180, 0, -15775015784, 0, 1811307316, 0, 4538845444, 0, -972056736, 0, 5249149320, 0, 5196605460, 0, -9034838648, 0, -7843959498, 0, -286602888, 0, 5375399040, 0, -18103980816, 0, 4053867758, 0, -1286168176, 0, 396143360, 0, 8323661360, 0, -5626761536, 0, -7849375024, 0, -10723522752, 0, -9391726872, 0, 13116027450, 0, -6443180904, 0, 11369498797, 0, 11564520760, 0, 9487141142, 0, -12764056360, 0, -14743265488, 0, 20790660532, 0, -1474095392, 0, 5870681000, 0, -20058544540, 0, -392452556, 0, 5257202400, 0, -7084130064, 0, -12366033680, 0, 13087449040, 0, -11202792514, 0, 219404416, 0, 20800717322, 0, 4583446704, 0, 1756021100, 0, 5491198664, 0, 19460367362, 0, 18113153960, 0, 18134190, 0, -26838964000, 0, 2818715328, 0, -1749023448, 0, 8576945888, 0, 13177077936, 0, 2683457140, 0, -3489803164, 0, -4479983200, 0, 4782904848, 0, -5413267580, 0, -5601493040, 0, 9601009366, 0, 4622502240, 0, -2913024174, 0, -17942582056, 0, -829480320, 0, 233425016, 0, 12805436762, 0, -14185998724, 0, 11052179776, 0, 1178456280, 0, -3892275088, 0, -1879596432, 0, -18860999298, 0, 7982161144, 0, -14864788400, 0, 16937914636, 0, -19363581770, 0, 5264662744, 0, -10976278910, 0, -18390250320, 0, -26963889920, 0, 9162889224, 0, -2160702065, 0, -27354623032, 0, -10886994990, 0, -11598960600, 0, 15035954032, 0, 82484688, 0, 21633509726, 0, -591024680, 0, -13457390934, 0, 21034688556, 0, 17201498688, 0, 31566641504, 0, 31020684180, 0, 6407534012, 0, 16212892864, 0, -28507995656, 0, -2743836118, 0, 15079068000, 0, 30932282502, 0, -163379304, 0, 25994746130, 0, -27729474620, 0, -16981608160, 0, 6180681016, 0, -51814407168, 0, -13197142084, 0, -1555797312, 0, 31008106680, 0, 424246592, 0, -30876559680, 0, -4816928740, 0, 38280198528, 0, 6229866660, 0, 9476372444, 0, 3712499334, 0, -26383282288, 0, 4947091184, 0, 16740605200, 0, 33304809888, 0, 23453678936, 0, -1422412464, 0, 16584625456, 0, -5588389950, 0, 2199023048, 0, -40428696478, 0, 3694290308, 0, -36387889824, 0, -22135660400, 0, -10960993830, 0, -15533166264, 0, -1879376826, 0, 503371248, 0, 56459399040, 0, 19769540100, 0, -34694284772, 0, -40928247624, 0, 2810491722, 0, -47516169600, 0, -17101015008, 0, -61351195824, 0, 35669235489, 0, -1078070100, 0, 1476421340, 0, 20658591880, 0, 3920158880, 0, 45390007836, 0, 14941764576, 0, -28742975800, 0, -21452856654, 0, 36720352536, 0, -939906146, 0, -38921302632, 0, -16234936380, 0, 15301135872, 0, 1120201888, 0, 32705657312, 0, -14157176528, 0, 59331086960, 0, -9210648626, 0, -5614401936, 0], 'weight': 8, '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], [0], [-44], [0], [430], [0], [1224], [0], [-251], [0], [3164], [0], [6118], [0], [-18920], [0], [-16270], [0], [5476], [0], [-53856], [0], [-1576], [0], [106775], [0], [107272], [0], [122838], [0], [-251360], [0], [-139216], [0], [526320], [0], [-52338], [0], [-269192], [0], [-319398], [0], [-710788], [0], [-107930], [0], [-284112], [0], [674633], [0], [715880], [0], [296062], [0], [1360520], [0], [-240944], [0], [897548], [0], [-884810], [0], [-307224], [0], [2630740], [0], [-4659692], [0], [69344], [0], [2710792], [0], [-5670854], [0], [-4698100], [0], [3872736], [0], [5124176], [0], [-4171031], [0], [1563556], [0], [-6996100], [0], [-5404872], [0], [11605674], [0], [7488432], [0], [11059840], [0], [2354680], [0], [10931618], [0], [-794164], [0]], 'ap': [[0], [-44], [430], [1224], [3164], [6118], [-16270], [5476], [-1576], [122838], [-251360], [-52338], [-319398], [-710788], [-284112], [296062], [897548], [-884810], [-4659692], [2710792], [-5670854], [5124176], [1563556], [11605674], [10931618], [-14790834], [-8761048], [4295100], [3744646], [3907602], [-42332032], [27209812], [-50123526], [12207324], [-46647778], [30435928], [6240598], [2740596], [-42768024], [72141126], [72111876], [14488062], [-110502720], [3433538], [-37755666], [137979272], [-105441244], [-132419872], [223501236], [358523086], [205337242], [127880944], [213448338], [281046220], [-411662590], [101817800], [-5305114], [-251185904], [-119651426], [621695978], [-341726228], [3713166], [32327556], [826997496], [353026506], [930187446], [321754012], [-247705038], [223075884], [-557087082], [564509090], [-1660046808], [700411760], [433444670], [-1384210100], [470821248], [15281710], [1026007142], [-218348814], [750778986], [-238283148], [-1236397042], [-2240296016], [-1190401070], [1388219256], [-2857884788], [29686594], [1830148538], [-813408218], [1013025232], [3802514724], [867385312], [-1300432216], [-1886520516], [3817865796], [447974328], [4505191926], [427300730], [-814705060], [5174891478], [6458301172], [-4835623994], [-1165078396], [2792011978], [7140691980], [44489666], [421422236], [-4605467342], [596438040], [2189247658], [-988184480], [318993230], [3837978906], [-2968337476], [-8107877320], [-11035662206], [-6765319596], [-6762422456], [-9172112538], [5622986724], [3399655454], [11407258978], [3100862734], [-6430671364], [4538845444], [-7843959498], [4053867758], [-7849375024], [-6443180904], [9487141142], [20790660532], [5870681000], [-7084130064], [-11202792514], [20800717322], [19460367362], [18134190], [-3489803164], [9601009366], [12805436762], [-14185998724], [-18860999298], [7982161144], [16937914636], [-19363581770], [9162889224], [21633509726], [-13457390934], [21034688556], [31566641504], [30932282502], [25994746130], [-27729474620], [6180681016], [9476372444], [-26383282288], [23453678936], [-40428696478], [-10960993830], [-1879376826], [19769540100], [2810491722], [20658591880], [45390007836], [-21452856654], [-38921302632], [32705657312], [-9210648626]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 134217744, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '16.8.a.a', 'level': 16, 'maxp': 997, 'weight': 8}
• 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]], 1, 1], [[[2, 1]], 2, 2]], 'ALdims': [2, 1], 'Nk2': 1024, 'analytic_conductor': 4.9981604077459485, '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': [16, 1, [15, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 11, 'dim': 3, 'eis_dim': 6, 'eis_new_dim': 1, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134217744, 'hecke_orbit_dims': [1, 1, 1], 'label': '16.8.a', 'level': 16, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 17, 'mf_new_dim': 4, 'num_forms': 3, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 3, 'sturm_bound': 16, 'trace_bound': 3, 'trace_display': [0, 28, 138, 664], 'traces': [3, 0, 28, 0, 138, 0, 664, 0, 2575, 0, 4596, 0, -3278, 0, -23288, 0, -12714, 0, 41292, 0, -3360, 0, -151992, 0, 1349, 0, 383320, 0, 120066, 0, -438432, 0, 85904, 0, 702288, 0, -311254, 0, -1191128, 0, -167154, 0, 610388, 0, -78158, 0, -74736, 0, 267739, 0, -397192, 0, 615162, 0, 1382872, 0, -1066640, 0, -777084, 0, 1830562, 0, 3988728, 0, 3224316, 0, -7499556, 0, -5969248, 0, 6673752, 0, -6370898, 0, -10287484, 0, 6133152, 0, 4652912, 0, 7963579, 0, 1276428, 0, -9170060, 0, 4209000, 0, -6818562, 0, 1169552, 0, 17190784, 0, -5694552, 0, 13548006, 0, 13726148, 0, -15169686, 0, -16610632, 0, -28859328, 0, 22207764, 0, 25560082, 0, -34856568, 0, 29841462, 0, 20451568, 0, -56837126, 0, -39940176, 0, -40887577, 0, 25801176, 0, 48132132, 0, -7520896, 0, 81701648, 0, 35809692, 0, -35756960, 0, 16993744, 0, -80023314, 0, 4911988, 0, 75463488, 0, -9355464, 0, 66176604, 0, -83899396, 0, -80194086, 0, 77480904, 0, -80249938, 0, -63618240, 0, 73142146, 0, 157203400, 0, 30625344, 0, -134768132, 0, -80000032, 0, -69808776, 0, -32740419, 0, -103051652, 0, 17335122, 0, 132703144, 0, 73342160, 0, 64630572, 0, -50700934, 0, 187563496, 0, -21821556, 0, -95679832, 0, 182460096, 0, -119458752, 0, 83330502, 0, -38031056, 0, -73292214, 0, 76303064, 0, -45618512, 0, 300072720, 0, -151212924, 0, -257042584, 0, -36697392, 0, 52980620, 0, 77799904, 0, -494711016, 0, -58012928, 0, 96606808, 0, 40958532, 0, -75529312, 0, -304938919, 0, 647144124, 0, 302979562, 0, -87034752, 0, 431005902, 0, -78837024, 0, -607462720, 0, -502740912, 0, -152715082, 0, -5944652, 0, 296742234, 0, 133147720, 0, 451682416, 0, 748554948, 0, -136173856, 0, 421688720, 0, -295299834, 0, -418421680, 0, 664634634, 0, -271794792, 0, 292374764, 0, -910971240, 0, -777356238, 0, 506731440, 0, -725482176, 0, 194775276, 0, -61558694, 0, 725077216, 0, 357705918, 0, -960000732, 0, 25448992, 0, -337479312, 0, -625714183, 0, -1094700616, 0, 1093843242, 0, 861269944, 0, 852605600, 0, 776003760, 0, -1196009312, 0, 1586608776, 0, -709074660, 0, -1003173716, 0, 85928288, 0, -618567000, 0, 898156382, 0, -750062448, 0, 524738466, 0, 752556024, 0, -410934768, 0, 544245720, 0, 1375786878, 0, 491057320, 0, 443472000, 0, 353540532, 0, -2357080878, 0, -1786927224, 0, -304059754, 0, 413393400, 0, -444644736, 0, -213850960, 0, 419440832, 0, 1780675044, 0, 1435209026, 0, -1701713648, 0, -525774618, 0, 659592656, 0, 628443072, 0, -2821630536, 0, -1039417665, 0, -465301396, 0, -2506539708, 0, 452613584, 0, 746505030, 0, 2707083984, 0, -635781318, 0, 205259088, 0, -465851700, 0, 65139780, 0, 4898897408, 0, -1858180992, 0, 1337909952, 0, 2251483556, 0, -227031030, 0, -73837552, 0, -1235529296, 0, 1785488928, 0, -1430943054, 0, 34067328, 0, 966544854, 0, -2288590784, 0, -3282523238, 0, -1399563432, 0, -919054018, 0, -275844264, 0, 4222018080, 0, 1422003752, 0, 2613632400, 0, -1779084036, 0, -1434996822, 0, 4357762128, 0, -1441479750, 0, -1063175152, 0, -3118722208, 0, -195345264, 0, 953616502, 0, -3269979984, 0, -2416040160, 0, 959373352, 0, -3593124025, 0, -3958986492, 0, 8030979492, 0, 1335673160, 0, 648460998, 0, -665516088, 0, -211285856, 0, 3917900256, 0, -1239066834, 0, -3510800080, 0, -3130278414, 0, 5201065968, 0, 3903473920, 0, 1057560204, 0, -7183918880, 0, -468133016, 0, -1195069776, 0, -479800876, 0, 11806038754, 0, 4081524384, 0, 4422388924, 0, -3882449664, 0, 3374737236, 0, -3539342536, 0, -6191131344, 0, 2913759636, 0, -4619716380, 0, -1817718472, 0, 3042639552, 0, 1731293932, 0, -8811374496, 0, 2852666088, 0, -5038811892, 0, 6331089636, 0, 7816424802, 0, -8703320464, 0, 1685688160, 0, -2643841776, 0, 1338658752, 0, -8600589912, 0, 3200100462, 0, -466769932, 0, -8900251104, 0, 291895488, 0, 1184889995, 0, 9873174164, 0, -3463124076, 0, -1924097640, 0, -1996162320, 0, 352832148, 0, 9195399938, 0, -356950584, 0, -1747567812, 0, 9271600764, 0, 7722157354, 0, -3835551864, 0, 806765440, 0, 4283876976, 0, -13749993774, 0, -10918340232, 0, 93773344, 0, -7739962452, 0, -2570462796, 0, -5252291496, 0, 5261438046, 0, 13098451588, 0, 13132479744, 0, 8003395704, 0, -4809443514, 0, 9938946872, 0, 10133359200, 0, 7144517656, 0, 4235806444, 0, -7550985036, 0, -10631813760, 0, -11210412024, 0, -9341806698, 0, -5008633440, 0, -3222683680, 0, 11002523400, 0, 3320037118, 0, -13528654772, 0, 842651010, 0, -3015861216, 0, -4043434176, 0, -9742348704, 0, 2638044522, 0, 5096355024, 0, 4681740366, 0, -47983852, 0, -22063812544, 0, 23396045040, 0, -759233449, 0, -1113327040, 0, 7889012916, 0, -9087061912, 0, 8596352624, 0, -20907750144, 0, 11050858306, 0, 8836643512, 0, -10401396090, 0, -7733297252, 0, 10281925856, 0, 6848540184, 0, 8161697264, 0, 12313476096, 0, -26924789838, 0, 9980779016, 0, -8760839066, 0, -7844437812, 0, 7604799450, 0, 14230544336, 0, 11557931328, 0, -1299698640, 0, 9199291520, 0, 1061089656, 0, -3487557338, 0, -6358929688, 0, 20639574186, 0, 1793254448, 0, 8036023344, 0, -25964843052, 0, -19060929852, 0, -19600229240, 0, -19795211364, 0, 24958104876, 0, 2365238304, 0, 10865450712, 0, 3779415612, 0, 21398723800, 0, -8234606814, 0, 7854584360, 0, -513530496, 0, -3439657392, 0, 9239790666, 0, -28234474192, 0, 12724318464, 0, 10871282704, 0, -20562929600, 0, -9707662608, 0, -8785888832, 0, -15515247624, 0, 9480294702, 0, -29716380536, 0, 3724990471, 0, 13142028648, 0, 12491880642, 0, -7997798584, 0, -22366712688, 0, 10075089084, 0, 1597211296, 0, 20125906488, 0, -14506332884, 0, 37420550716, 0, -13049373024, 0, -23888765360, 0, 19850854864, 0, 5464583664, 0, -19255871814, 0, -18003552896, 0, 27170973726, 0, -3511062640, 0, 12517062980, 0, -8570043240, 0, 27354678534, 0, 47346926648, 0, 15721968522, 0, -21986819680, 0, -11290458048, 0, -1899135816, 0, 13463800480, 0, 30453916560, 0, -10553505444, 0, 9163821644, 0, -21055050016, 0, -7819039056, 0, -24614690676, 0, -21855175184, 0, -5200633854, 0, -9933033696, 0, -10014003978, 0, -23254192824, 0, -12434796672, 0, -4713109720, 0, 14025433614, 0, 2405970260, 0, 37470844864, 0, 19761089352, 0, 18452474960, 0, -22941001008, 0, 7548621306, 0, 63098388648, 0, -30448806416, 0, 17509139844, 0, -3403219550, 0, -33434967224, 0, -1042927482, 0, -27401901168, 0, -29394771200, 0, 16983058008, 0, -16180208979, 0, -81571704424, 0, -2491065354, 0, 1007294392, 0, 14719593808, 0, 23322511344, 0, -21286411878, 0, 18190973512, 0, 9878379006, 0, -2591426588, 0, 22749946560, 0, 38929221408, 0, 34417875132, 0, -15288957676, 0, 2125873728, 0, 3632267176, 0, -50015636098, 0, -3258179808, 0, 47606866706, 0, 59189933448, 0, 20777426742, 0, -43489317012, 0, -30290072224, 0, -31652476056, 0, -34220856320, 0, 3476755220, 0, -23246377920, 0, 34028493288, 0, 75534646208, 0, -3496728000, 0, -47004223148, 0, 72416432256, 0, 19250564076, 0, -10684695436, 0, 71537635602, 0, -67187855568, 0, 24735557584, 0, 5824143280, 0, 25562480352, 0, 197010632, 0, -67761739536, 0, -8925064944, 0, 18898291142, 0, -10114480744, 0, -46537961946, 0, 14569050796, 0, -81777402336, 0, -16455587280, 0, -48676307314, 0, 41629653528, 0, 10769950290, 0, -11794713264, 0, 58865583744, 0, 45209497644, 0, -15228981420, 0, -70115790360, 0, 13693244382, 0, -34751552640, 0, 2713680480, 0, -74520856464, 0, 34062550371, 0, -38177527452, 0, -570226284, 0, -2094887976, 0, 734405600, 0, 126264082740, 0, 69323055520, 0, 36464332952, 0, -55275809514, 0, 33433083912, 0, 20558860378, 0, -35256840312, 0, -26503061172, 0, 35663067648, 0, -98630484000, 0, 1630815392, 0, 14793556624, 0, 75094143696, 0, -52286778134, 0, -91961351472, 0], 'weight': 8, 'weight_parity': 1}
• 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: 11557
    {'conductor': 4, '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': '16.8.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '8.8.a.b', 'target_level': 8, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 11558
    {'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': '16.8.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '16.8.a.a', 'target_level': 16, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 11559
    {'conductor': 8, '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': '16.8.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '64.8.a.b', 'target_level': 64, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 11560
    {'conductor': 8, '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': '16.8.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '64.8.a.f', 'target_level': 64, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 11561
    {'conductor': 12, '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': '16.8.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '72.8.a.a', 'target_level': 72, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 11562
    {'conductor': 3, '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': '16.8.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '144.8.a.a', 'target_level': 144, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 11563
    {'conductor': 20, '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': '16.8.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '200.8.a.b', 'target_level': 200, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 11564
    {'conductor': 20, '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': '16.8.a.a', 'source_level': 16, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '200.8.c.c', 'target_level': 200, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 8}
  • id: 11565
    {'conductor': 16, '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': '16.8.a.a', 'source_level': 16, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '256.8.b.a', 'target_level': 256, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '16.e', 'twisting_char_orbit': 5, 'weight': 8}
  • id: 11566
    {'conductor': 16, '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': '16.8.a.a', 'source_level': 16, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '256.8.b.g', 'target_level': 256, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '16.f', 'twisting_char_orbit': 6, 'weight': 8}
  • id: 11567
    {'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': '16.8.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '392.8.a.b', 'target_level': 392, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 11568
    {'conductor': 5, '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': '16.8.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '400.8.a.p', 'target_level': 400, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 11569
    {'conductor': 5, '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': '16.8.a.a', 'source_level': 16, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '400.8.c.f', 'target_level': 400, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 11570
    {'conductor': 24, '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': '16.8.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 25, 'target_is_minimal': False, 'target_label': '576.8.a.y', 'target_level': 576, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 8}
  • id: 11571
    {'conductor': 24, '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': '16.8.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 26, 'target_is_minimal': False, 'target_label': '576.8.a.z', 'target_level': 576, 'twist_class_label': '8.8.a.b', 'twist_class_level': 8, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 65175
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 134217744, 'p': 2}
  • id: 65176
    {'charpoly_factorization': [[[44, 1], 1]], 'hecke_orbit_code': 134217744, 'p': 3}
  • id: 65177
    {'charpoly_factorization': [[[-430, 1], 1]], 'hecke_orbit_code': 134217744, 'p': 5}
  • id: 65178
    {'charpoly_factorization': [[[-1224, 1], 1]], 'hecke_orbit_code': 134217744, 'p': 7}
  • id: 65179
    {'charpoly_factorization': [[[-3164, 1], 1]], 'hecke_orbit_code': 134217744, 'p': 11}
  • id: 65180
    {'charpoly_factorization': [[[-6118, 1], 1]], 'hecke_orbit_code': 134217744, 'p': 13}
  • id: 65181
    {'charpoly_factorization': [[[16270, 1], 1]], 'hecke_orbit_code': 134217744, 'p': 17}
  • id: 65182
    {'charpoly_factorization': [[[-5476, 1], 1]], 'hecke_orbit_code': 134217744, 'p': 19}
  • id: 65183
    {'charpoly_factorization': [[[1576, 1], 1]], 'hecke_orbit_code': 134217744, 'p': 23}
  • id: 65184
    {'charpoly_factorization': [[[-122838, 1], 1]], 'hecke_orbit_code': 134217744, 'p': 29}
  • id: 65185
    {'charpoly_factorization': [[[251360, 1], 1]], 'hecke_orbit_code': 134217744, 'p': 31}
  • id: 65186
    {'charpoly_factorization': [[[52338, 1], 1]], 'hecke_orbit_code': 134217744, 'p': 37}
  • id: 65187
    {'charpoly_factorization': [[[319398, 1], 1]], 'hecke_orbit_code': 134217744, 'p': 41}
  • id: 65188
    {'charpoly_factorization': [[[710788, 1], 1]], 'hecke_orbit_code': 134217744, 'p': 43}
  • id: 65189
    {'charpoly_factorization': [[[284112, 1], 1]], 'hecke_orbit_code': 134217744, 'p': 47}
  • id: 65190
    {'charpoly_factorization': [[[-296062, 1], 1]], 'hecke_orbit_code': 134217744, 'p': 53}
  • id: 65191
    {'charpoly_factorization': [[[-897548, 1], 1]], 'hecke_orbit_code': 134217744, 'p': 59}
  • id: 65192
    {'charpoly_factorization': [[[884810, 1], 1]], 'hecke_orbit_code': 134217744, 'p': 61}
  • id: 65193
    {'charpoly_factorization': [[[4659692, 1], 1]], 'hecke_orbit_code': 134217744, 'p': 67}
  • id: 65194
    {'charpoly_factorization': [[[-2710792, 1], 1]], 'hecke_orbit_code': 134217744, 'p': 71}
  • id: 65195
    {'charpoly_factorization': [[[5670854, 1], 1]], 'hecke_orbit_code': 134217744, 'p': 73}
  • id: 65196
    {'charpoly_factorization': [[[-5124176, 1], 1]], 'hecke_orbit_code': 134217744, 'p': 79}
  • id: 65197
    {'charpoly_factorization': [[[-1563556, 1], 1]], 'hecke_orbit_code': 134217744, 'p': 83}
  • id: 65198
    {'charpoly_factorization': [[[-11605674, 1], 1]], 'hecke_orbit_code': 134217744, 'p': 89}
  • id: 65199
    {'charpoly_factorization': [[[-10931618, 1], 1]], 'hecke_orbit_code': 134217744, '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': '16.8.a.a', 'level': 16, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 13599000
    {'hecke_orbit_code': 134217744, 'n': 1, 'trace_an': 1}
  • id: 13599001
    {'hecke_orbit_code': 134217744, 'n': 2, 'trace_an': 0}
  • id: 13599002
    {'hecke_orbit_code': 134217744, 'n': 3, 'trace_an': -44}
  • id: 13599003
    {'hecke_orbit_code': 134217744, 'n': 4, 'trace_an': 0}
  • id: 13599004
    {'hecke_orbit_code': 134217744, 'n': 5, 'trace_an': 430}
  • id: 13599005
    {'hecke_orbit_code': 134217744, 'n': 6, 'trace_an': 0}
  • id: 13599006
    {'hecke_orbit_code': 134217744, 'n': 7, 'trace_an': 1224}
  • id: 13599007
    {'hecke_orbit_code': 134217744, 'n': 8, 'trace_an': 0}
  • id: 13599008
    {'hecke_orbit_code': 134217744, 'n': 9, 'trace_an': -251}
  • id: 13599009
    {'hecke_orbit_code': 134217744, 'n': 10, 'trace_an': 0}
  • id: 13599010
    {'hecke_orbit_code': 134217744, 'n': 11, 'trace_an': 3164}
  • id: 13599011
    {'hecke_orbit_code': 134217744, 'n': 12, 'trace_an': 0}
  • id: 13599012
    {'hecke_orbit_code': 134217744, 'n': 13, 'trace_an': 6118}
  • id: 13599013
    {'hecke_orbit_code': 134217744, 'n': 14, 'trace_an': 0}
  • id: 13599014
    {'hecke_orbit_code': 134217744, 'n': 15, 'trace_an': -18920}
  • id: 13599015
    {'hecke_orbit_code': 134217744, 'n': 16, 'trace_an': 0}
  • id: 13599016
    {'hecke_orbit_code': 134217744, 'n': 17, 'trace_an': -16270}
  • id: 13599017
    {'hecke_orbit_code': 134217744, 'n': 18, 'trace_an': 0}
  • id: 13599018
    {'hecke_orbit_code': 134217744, 'n': 19, 'trace_an': 5476}
  • id: 13599019
    {'hecke_orbit_code': 134217744, 'n': 20, 'trace_an': 0}
  • id: 13599020
    {'hecke_orbit_code': 134217744, 'n': 21, 'trace_an': -53856}
  • id: 13599021
    {'hecke_orbit_code': 134217744, 'n': 22, 'trace_an': 0}
  • id: 13599022
    {'hecke_orbit_code': 134217744, 'n': 23, 'trace_an': -1576}
  • id: 13599023
    {'hecke_orbit_code': 134217744, 'n': 24, 'trace_an': 0}
  • id: 13599024
    {'hecke_orbit_code': 134217744, 'n': 25, 'trace_an': 106775}
  • id: 13599025
    {'hecke_orbit_code': 134217744, 'n': 26, 'trace_an': 0}
  • id: 13599026
    {'hecke_orbit_code': 134217744, 'n': 27, 'trace_an': 107272}
  • id: 13599027
    {'hecke_orbit_code': 134217744, 'n': 28, 'trace_an': 0}
  • id: 13599028
    {'hecke_orbit_code': 134217744, 'n': 29, 'trace_an': 122838}
  • id: 13599029
    {'hecke_orbit_code': 134217744, 'n': 30, 'trace_an': 0}
  • id: 13599030
    {'hecke_orbit_code': 134217744, 'n': 31, 'trace_an': -251360}
  • id: 13599031
    {'hecke_orbit_code': 134217744, 'n': 32, 'trace_an': 0}
  • id: 13599032
    {'hecke_orbit_code': 134217744, 'n': 33, 'trace_an': -139216}
  • id: 13599033
    {'hecke_orbit_code': 134217744, 'n': 34, 'trace_an': 0}
  • id: 13599034
    {'hecke_orbit_code': 134217744, 'n': 35, 'trace_an': 526320}
  • id: 13599035
    {'hecke_orbit_code': 134217744, 'n': 36, 'trace_an': 0}
  • id: 13599036
    {'hecke_orbit_code': 134217744, 'n': 37, 'trace_an': -52338}
  • id: 13599037
    {'hecke_orbit_code': 134217744, 'n': 38, 'trace_an': 0}
  • id: 13599038
    {'hecke_orbit_code': 134217744, 'n': 39, 'trace_an': -269192}
  • id: 13599039
    {'hecke_orbit_code': 134217744, 'n': 40, 'trace_an': 0}
  • id: 13599040
    {'hecke_orbit_code': 134217744, 'n': 41, 'trace_an': -319398}
  • id: 13599041
    {'hecke_orbit_code': 134217744, 'n': 42, 'trace_an': 0}
  • id: 13599042
    {'hecke_orbit_code': 134217744, 'n': 43, 'trace_an': -710788}
  • id: 13599043
    {'hecke_orbit_code': 134217744, 'n': 44, 'trace_an': 0}
  • id: 13599044
    {'hecke_orbit_code': 134217744, 'n': 45, 'trace_an': -107930}
  • id: 13599045
    {'hecke_orbit_code': 134217744, 'n': 46, 'trace_an': 0}
  • id: 13599046
    {'hecke_orbit_code': 134217744, 'n': 47, 'trace_an': -284112}
  • id: 13599047
    {'hecke_orbit_code': 134217744, 'n': 48, 'trace_an': 0}
  • id: 13599048
    {'hecke_orbit_code': 134217744, 'n': 49, 'trace_an': 674633}
  • id: 13599049
    {'hecke_orbit_code': 134217744, 'n': 50, 'trace_an': 0}
  • id: 13599050
    {'hecke_orbit_code': 134217744, 'n': 51, 'trace_an': 715880}
  • id: 13599051
    {'hecke_orbit_code': 134217744, 'n': 52, 'trace_an': 0}
  • id: 13599052
    {'hecke_orbit_code': 134217744, 'n': 53, 'trace_an': 296062}
  • id: 13599053
    {'hecke_orbit_code': 134217744, 'n': 54, 'trace_an': 0}
  • id: 13599054
    {'hecke_orbit_code': 134217744, 'n': 55, 'trace_an': 1360520}
  • id: 13599055
    {'hecke_orbit_code': 134217744, 'n': 56, 'trace_an': 0}
  • id: 13599056
    {'hecke_orbit_code': 134217744, 'n': 57, 'trace_an': -240944}
  • id: 13599057
    {'hecke_orbit_code': 134217744, 'n': 58, 'trace_an': 0}
  • id: 13599058
    {'hecke_orbit_code': 134217744, 'n': 59, 'trace_an': 897548}
  • id: 13599059
    {'hecke_orbit_code': 134217744, 'n': 60, 'trace_an': 0}
  • id: 13599060
    {'hecke_orbit_code': 134217744, 'n': 61, 'trace_an': -884810}
  • id: 13599061
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  • id: 13599062
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  • id: 13599063
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  • id: 13599064
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  • id: 13599065
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  • id: 13599066
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  • id: 13599067
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  • id: 13599068
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  • id: 13599069
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  • id: 13599070
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  • id: 13599071
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  • id: 13599072
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  • id: 13599073
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  • id: 13599074
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  • id: 13599075
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  • id: 13599076
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  • id: 13599077
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  • id: 13599078
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  • id: 13599079
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  • id: 13599080
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  • id: 13599081
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  • id: 13599082
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  • id: 13599083
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  • id: 13599084
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  • id: 13599085
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  • id: 13599086
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  • id: 13599087
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  • id: 13599088
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  • id: 13599089
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  • id: 13599090
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  • id: 13599091
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  • id: 13599092
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  • id: 13599093
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  • id: 13599094
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  • id: 13599095
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  • id: 13599096
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  • id: 13599097
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  • id: 13599098
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  • id: 13599099
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  • id: 13599100
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  • id: 13599101
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  • id: 13599102
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  • id: 13599103
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  • id: 13599104
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  • id: 13599105
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  • id: 13599106
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  • id: 13599107
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  • id: 13599108
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  • id: 13599109
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  • id: 13599110
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  • id: 13599111
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  • id: 13599112
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  • id: 13599113
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  • id: 13599114
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  • id: 13599115
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  • id: 13599116
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  • id: 13599117
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  • id: 13599118
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  • id: 13599119
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  • id: 13599120
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  • id: 13599121
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  • id: 13599122
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  • id: 13599123
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  • id: 13599124
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  • id: 13599125
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  • id: 13599126
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  • id: 13599127
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  • id: 13599128
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  • id: 13599129
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  • id: 13599130
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  • id: 13599131
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  • id: 13599132
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  • id: 13599133
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  • id: 13599134
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  • id: 13599135
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  • id: 13599136
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  • id: 13599137
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  • id: 13599138
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  • id: 13599139
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  • id: 13599140
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  • id: 13599141
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  • id: 13599142
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  • id: 13599143
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  • id: 13599144
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  • id: 13599145
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  • id: 13599146
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  • id: 13599147
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  • id: 13599148
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  • id: 13599149
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  • id: 13599150
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  • id: 13599151
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  • id: 13599152
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  • id: 13599153
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  • id: 13599154
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  • id: 13599155
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  • id: 13599156
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  • id: 13599157
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  • id: 13599158
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  • id: 13599159
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  • id: 13599160
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  • id: 13599161
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  • id: 13599162
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  • id: 13599163
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  • id: 13599164
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  • id: 13599165
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  • id: 13599166
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  • id: 13599167
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  • id: 13599168
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  • id: 13599169
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  • id: 13599170
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  • id: 13599171
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  • id: 13599172
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  • id: 13599173
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  • id: 13599174
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  • id: 13599175
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  • id: 13599176
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  • id: 13599177
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  • id: 13599178
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  • id: 13599179
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  • id: 13599180
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  • id: 13599181
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  • id: 13599182
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  • id: 13599183
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  • id: 13599184
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  • id: 13599185
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  • id: 13599186
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  • id: 13599187
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  • id: 13599188
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  • id: 13599189
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  • id: 13599190
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  • id: 13599191
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  • id: 13599192
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  • id: 13599193
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  • id: 13599194
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  • id: 13599195
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  • id: 13599196
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  • id: 13599197
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  • id: 13599198
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  • id: 13599199
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  • id: 13599200
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  • id: 13599201
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  • id: 13599202
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  • id: 13599203
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  • id: 13599204
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  • id: 13599205
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  • id: 13599206
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  • id: 13599207
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  • id: 13599208
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  • id: 13599209
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  • id: 13599210
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  • id: 13599211
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  • id: 13599212
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  • id: 13599213
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  • id: 13599214
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  • id: 13599215
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  • id: 13599216
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  • id: 13599217
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  • id: 13599218
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  • id: 13599219
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  • id: 13599220
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  • id: 13599221
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  • id: 13599222
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  • id: 13599223
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  • id: 13599224
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  • id: 13599225
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  • id: 13599226
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  • id: 13599227
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  • id: 13599228
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  • id: 13599229
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  • id: 13599230
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  • id: 13599231
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  • id: 13599232
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  • id: 13599233
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  • id: 13599234
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  • id: 13599235
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  • id: 13599236
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  • id: 13599237
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  • id: 13599238
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  • id: 13599239
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  • id: 13599240
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  • id: 13599241
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  • id: 13599242
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  • id: 13599243
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  • id: 13599244
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  • id: 13599245
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  • id: 13599246
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  • id: 13599247
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  • id: 13599248
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  • id: 13599249
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  • id: 13599250
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  • id: 13599251
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  • id: 13599252
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  • id: 13599253
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  • id: 13599254
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  • id: 13599255
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  • id: 13599256
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  • id: 13599257
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  • id: 13599258
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  • id: 13599259
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  • id: 13599260
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  • id: 13599261
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  • id: 13599262
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  • id: 13599263
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  • id: 13599264
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  • id: 13599265
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  • id: 13599266
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  • id: 13599267
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  • id: 13599268
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  • id: 13599269
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  • id: 13599270
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  • id: 13599271
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  • id: 13599272
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  • id: 13599392
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  • id: 13599393
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  • id: 13599408
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  • id: 13599412
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  • id: 13599413
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  • id: 13599416
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  • id: 13599418
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  • id: 13599421
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  • id: 13599423
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  • id: 13599428
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  • id: 13599431
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  • id: 13599433
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  • id: 13599435
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  • id: 13599437
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  • id: 13599438
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  • id: 13599443
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  • id: 13599445
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  • id: 13599446
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  • id: 13599447
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  • id: 13599448
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  • id: 13599449
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  • id: 13599461
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  • id: 13599462
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  • id: 13599463
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  • id: 13599464
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  • id: 13599467
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  • id: 13599468
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  • id: 13599469
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  • id: 13599470
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  • id: 13599471
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  • id: 13599472
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  • id: 13599473
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  • id: 13599477
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  • id: 13599478
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  • id: 13599479
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  • id: 13599480
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  • id: 13599481
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  • id: 13599482
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  • id: 13599483
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  • id: 13599490
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  • id: 13599491
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  • id: 13599492
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  • id: 13599493
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  • id: 13599494
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  • id: 13599496
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  • id: 13599497
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  • id: 13599498
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  • id: 13599500
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  • id: 13599501
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  • id: 13599504
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  • id: 13599508
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  • id: 13599516
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  • id: 13599517
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  • id: 13599521
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  • id: 13599523
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  • id: 13599527
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  • id: 13599529
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  • id: 13599540
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  • id: 13599543
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  • id: 13599595
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  • id: 13599596
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  • id: 13599613
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  • id: 13599616
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  • id: 13599619
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  • id: 13599621
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  • id: 13599623
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    {'hecke_orbit_code': 134217744, 'n': 895, 'trace_an': 31008106680}
  • id: 13599895
    {'hecke_orbit_code': 134217744, 'n': 896, 'trace_an': 0}
  • id: 13599896
    {'hecke_orbit_code': 134217744, 'n': 897, 'trace_an': 424246592}
  • id: 13599897
    {'hecke_orbit_code': 134217744, 'n': 898, 'trace_an': 0}
  • id: 13599898
    {'hecke_orbit_code': 134217744, 'n': 899, 'trace_an': -30876559680}
  • id: 13599899
    {'hecke_orbit_code': 134217744, 'n': 900, 'trace_an': 0}
  • id: 13599900
    {'hecke_orbit_code': 134217744, 'n': 901, 'trace_an': -4816928740}
  • id: 13599901
    {'hecke_orbit_code': 134217744, 'n': 902, 'trace_an': 0}
  • id: 13599902
    {'hecke_orbit_code': 134217744, 'n': 903, 'trace_an': 38280198528}
  • id: 13599903
    {'hecke_orbit_code': 134217744, 'n': 904, 'trace_an': 0}
  • id: 13599904
    {'hecke_orbit_code': 134217744, 'n': 905, 'trace_an': 6229866660}
  • id: 13599905
    {'hecke_orbit_code': 134217744, 'n': 906, 'trace_an': 0}
  • id: 13599906
    {'hecke_orbit_code': 134217744, 'n': 907, 'trace_an': 9476372444}
  • id: 13599907
    {'hecke_orbit_code': 134217744, 'n': 908, 'trace_an': 0}
  • id: 13599908
    {'hecke_orbit_code': 134217744, 'n': 909, 'trace_an': 3712499334}
  • id: 13599909
    {'hecke_orbit_code': 134217744, 'n': 910, 'trace_an': 0}
  • id: 13599910
    {'hecke_orbit_code': 134217744, 'n': 911, 'trace_an': -26383282288}
  • id: 13599911
    {'hecke_orbit_code': 134217744, 'n': 912, 'trace_an': 0}
  • id: 13599912
    {'hecke_orbit_code': 134217744, 'n': 913, 'trace_an': 4947091184}
  • id: 13599913
    {'hecke_orbit_code': 134217744, 'n': 914, 'trace_an': 0}
  • id: 13599914
    {'hecke_orbit_code': 134217744, 'n': 915, 'trace_an': 16740605200}
  • id: 13599915
    {'hecke_orbit_code': 134217744, 'n': 916, 'trace_an': 0}
  • id: 13599916
    {'hecke_orbit_code': 134217744, 'n': 917, 'trace_an': 33304809888}
  • id: 13599917
    {'hecke_orbit_code': 134217744, 'n': 918, 'trace_an': 0}
  • id: 13599918
    {'hecke_orbit_code': 134217744, 'n': 919, 'trace_an': 23453678936}
  • id: 13599919
    {'hecke_orbit_code': 134217744, 'n': 920, 'trace_an': 0}
  • id: 13599920
    {'hecke_orbit_code': 134217744, 'n': 921, 'trace_an': -1422412464}
  • id: 13599921
    {'hecke_orbit_code': 134217744, 'n': 922, 'trace_an': 0}
  • id: 13599922
    {'hecke_orbit_code': 134217744, 'n': 923, 'trace_an': 16584625456}
  • id: 13599923
    {'hecke_orbit_code': 134217744, 'n': 924, 'trace_an': 0}
  • id: 13599924
    {'hecke_orbit_code': 134217744, 'n': 925, 'trace_an': -5588389950}
  • id: 13599925
    {'hecke_orbit_code': 134217744, 'n': 926, 'trace_an': 0}
  • id: 13599926
    {'hecke_orbit_code': 134217744, 'n': 927, 'trace_an': 2199023048}
  • id: 13599927
    {'hecke_orbit_code': 134217744, 'n': 928, 'trace_an': 0}
  • id: 13599928
    {'hecke_orbit_code': 134217744, 'n': 929, 'trace_an': -40428696478}
  • id: 13599929
    {'hecke_orbit_code': 134217744, 'n': 930, 'trace_an': 0}
  • id: 13599930
    {'hecke_orbit_code': 134217744, 'n': 931, 'trace_an': 3694290308}
  • id: 13599931
    {'hecke_orbit_code': 134217744, 'n': 932, 'trace_an': 0}
  • id: 13599932
    {'hecke_orbit_code': 134217744, 'n': 933, 'trace_an': -36387889824}
  • id: 13599933
    {'hecke_orbit_code': 134217744, 'n': 934, 'trace_an': 0}
  • id: 13599934
    {'hecke_orbit_code': 134217744, 'n': 935, 'trace_an': -22135660400}
  • id: 13599935
    {'hecke_orbit_code': 134217744, 'n': 936, 'trace_an': 0}
  • id: 13599936
    {'hecke_orbit_code': 134217744, 'n': 937, 'trace_an': -10960993830}
  • id: 13599937
    {'hecke_orbit_code': 134217744, 'n': 938, 'trace_an': 0}
  • id: 13599938
    {'hecke_orbit_code': 134217744, 'n': 939, 'trace_an': -15533166264}
  • id: 13599939
    {'hecke_orbit_code': 134217744, 'n': 940, 'trace_an': 0}
  • id: 13599940
    {'hecke_orbit_code': 134217744, 'n': 941, 'trace_an': -1879376826}
  • id: 13599941
    {'hecke_orbit_code': 134217744, 'n': 942, 'trace_an': 0}
  • id: 13599942
    {'hecke_orbit_code': 134217744, 'n': 943, 'trace_an': 503371248}
  • id: 13599943
    {'hecke_orbit_code': 134217744, 'n': 944, 'trace_an': 0}
  • id: 13599944
    {'hecke_orbit_code': 134217744, 'n': 945, 'trace_an': 56459399040}
  • id: 13599945
    {'hecke_orbit_code': 134217744, 'n': 946, 'trace_an': 0}
  • id: 13599946
    {'hecke_orbit_code': 134217744, 'n': 947, 'trace_an': 19769540100}
  • id: 13599947
    {'hecke_orbit_code': 134217744, 'n': 948, 'trace_an': 0}
  • id: 13599948
    {'hecke_orbit_code': 134217744, 'n': 949, 'trace_an': -34694284772}
  • id: 13599949
    {'hecke_orbit_code': 134217744, 'n': 950, 'trace_an': 0}
  • id: 13599950
    {'hecke_orbit_code': 134217744, 'n': 951, 'trace_an': -40928247624}
  • id: 13599951
    {'hecke_orbit_code': 134217744, 'n': 952, 'trace_an': 0}
  • id: 13599952
    {'hecke_orbit_code': 134217744, 'n': 953, 'trace_an': 2810491722}
  • id: 13599953
    {'hecke_orbit_code': 134217744, 'n': 954, 'trace_an': 0}
  • id: 13599954
    {'hecke_orbit_code': 134217744, 'n': 955, 'trace_an': -47516169600}
  • id: 13599955
    {'hecke_orbit_code': 134217744, 'n': 956, 'trace_an': 0}
  • id: 13599956
    {'hecke_orbit_code': 134217744, 'n': 957, 'trace_an': -17101015008}
  • id: 13599957
    {'hecke_orbit_code': 134217744, 'n': 958, 'trace_an': 0}
  • id: 13599958
    {'hecke_orbit_code': 134217744, 'n': 959, 'trace_an': -61351195824}
  • id: 13599959
    {'hecke_orbit_code': 134217744, 'n': 960, 'trace_an': 0}
  • id: 13599960
    {'hecke_orbit_code': 134217744, 'n': 961, 'trace_an': 35669235489}
  • id: 13599961
    {'hecke_orbit_code': 134217744, 'n': 962, 'trace_an': 0}
  • id: 13599962
    {'hecke_orbit_code': 134217744, 'n': 963, 'trace_an': -1078070100}
  • id: 13599963
    {'hecke_orbit_code': 134217744, 'n': 964, 'trace_an': 0}
  • id: 13599964
    {'hecke_orbit_code': 134217744, 'n': 965, 'trace_an': 1476421340}
  • id: 13599965
    {'hecke_orbit_code': 134217744, 'n': 966, 'trace_an': 0}
  • id: 13599966
    {'hecke_orbit_code': 134217744, 'n': 967, 'trace_an': 20658591880}
  • id: 13599967
    {'hecke_orbit_code': 134217744, 'n': 968, 'trace_an': 0}
  • id: 13599968
    {'hecke_orbit_code': 134217744, 'n': 969, 'trace_an': 3920158880}
  • id: 13599969
    {'hecke_orbit_code': 134217744, 'n': 970, 'trace_an': 0}
  • id: 13599970
    {'hecke_orbit_code': 134217744, 'n': 971, 'trace_an': 45390007836}
  • id: 13599971
    {'hecke_orbit_code': 134217744, 'n': 972, 'trace_an': 0}
  • id: 13599972
    {'hecke_orbit_code': 134217744, 'n': 973, 'trace_an': 14941764576}
  • id: 13599973
    {'hecke_orbit_code': 134217744, 'n': 974, 'trace_an': 0}
  • id: 13599974
    {'hecke_orbit_code': 134217744, 'n': 975, 'trace_an': -28742975800}
  • id: 13599975
    {'hecke_orbit_code': 134217744, 'n': 976, 'trace_an': 0}
  • id: 13599976
    {'hecke_orbit_code': 134217744, 'n': 977, 'trace_an': -21452856654}
  • id: 13599977
    {'hecke_orbit_code': 134217744, 'n': 978, 'trace_an': 0}
  • id: 13599978
    {'hecke_orbit_code': 134217744, 'n': 979, 'trace_an': 36720352536}
  • id: 13599979
    {'hecke_orbit_code': 134217744, 'n': 980, 'trace_an': 0}
  • id: 13599980
    {'hecke_orbit_code': 134217744, 'n': 981, 'trace_an': -939906146}
  • id: 13599981
    {'hecke_orbit_code': 134217744, 'n': 982, 'trace_an': 0}
  • id: 13599982
    {'hecke_orbit_code': 134217744, 'n': 983, 'trace_an': -38921302632}
  • id: 13599983
    {'hecke_orbit_code': 134217744, 'n': 984, 'trace_an': 0}
  • id: 13599984
    {'hecke_orbit_code': 134217744, 'n': 985, 'trace_an': -16234936380}
  • id: 13599985
    {'hecke_orbit_code': 134217744, 'n': 986, 'trace_an': 0}
  • id: 13599986
    {'hecke_orbit_code': 134217744, 'n': 987, 'trace_an': 15301135872}
  • id: 13599987
    {'hecke_orbit_code': 134217744, 'n': 988, 'trace_an': 0}
  • id: 13599988
    {'hecke_orbit_code': 134217744, 'n': 989, 'trace_an': 1120201888}
  • id: 13599989
    {'hecke_orbit_code': 134217744, 'n': 990, 'trace_an': 0}
  • id: 13599990
    {'hecke_orbit_code': 134217744, 'n': 991, 'trace_an': 32705657312}
  • id: 13599991
    {'hecke_orbit_code': 134217744, 'n': 992, 'trace_an': 0}
  • id: 13599992
    {'hecke_orbit_code': 134217744, 'n': 993, 'trace_an': -14157176528}
  • id: 13599993
    {'hecke_orbit_code': 134217744, 'n': 994, 'trace_an': 0}
  • id: 13599994
    {'hecke_orbit_code': 134217744, 'n': 995, 'trace_an': 59331086960}
  • id: 13599995
    {'hecke_orbit_code': 134217744, 'n': 996, 'trace_an': 0}
  • id: 13599996
    {'hecke_orbit_code': 134217744, 'n': 997, 'trace_an': -9210648626}
  • id: 13599997
    {'hecke_orbit_code': 134217744, 'n': 998, 'trace_an': 0}
  • id: 13599998
    {'hecke_orbit_code': 134217744, 'n': 999, 'trace_an': -5614401936}
  • id: 13599999
    {'hecke_orbit_code': 134217744, 'n': 1000, 'trace_an': 0}