Newform data - 8.8.a.b

Formats: - HTML - YAML - JSON - 2025-11-23T17:19:42.706867

• 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': 512, 'analytic_conductor': 2.4990802038729742, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 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': [8, 1, [7, 5], [1, 1]], 'cm_discs': [], 'conrey_index': 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': 2, 'hecke_orbit_code': 4503599761588232, '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_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '8.8.a.b', 'level': 8, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, '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': '8.8.a', 'trace_display': [0, 44, 430, -1224], 'trace_hash': 1212959667704747668, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.030', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.984', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.063', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.920', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.130', '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': 4503599761588232, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '8.8.a.b', 'level': 8, 'maxp': 997, 'weight': 8}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	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': [1, 1], 'ALdims_eis_new': [0, 0], 'ALdims_eis_old': [2, 2], 'ALdims_old': [2, 1], 'Nk2': 512, 'analytic_conductor': 2.4990802038729742, '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': [8, 1, [7, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 5, 'dim': 2, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134217736, 'hecke_orbit_dims': [1, 1], 'label': '8.8.a', 'level': 8, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 9, 'mf_new_dim': 2, 'num_forms': 2, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 2, 'sturm_bound': 8, 'trace_bound': 3, 'trace_display': [0, -40, 348, -1680], 'traces': [2, 0, -40, 0, 348, 0, -1680, 0, 4618, 0, -5688, 0, -4660, 0, 25808, 0, -27420, 0, -1352, 0, -15552, 0, 83280, 0, 35374, 0, -332560, 0, 222636, 0, 210880, 0, 72800, 0, -488928, 0, -471780, 0, 1174544, 0, -177996, 0, 20360, 0, -507188, 0, -397920, 0, 59026, 0, 220720, 0, 2109180, 0, -1153552, 0, -587360, 0, -1863576, 0, 1002860, 0, -1913040, 0, 3514536, 0, 7625560, 0, -6793792, 0, -5259024, 0, -7351180, 0, 10695784, 0, 5023680, 0, -1086112, 0, 4104658, 0, -6949320, 0, -6081800, 0, -2978160, 0, 5132628, 0, -2573664, 0, 14460160, 0, -2692848, 0, 4865860, 0, -11495192, 0, -5090148, 0, 12862640, 0, -26299008, 0, -4222200, 0, 13303052, 0, 32930256, 0, 13246500, 0, -6022048, 0, -54013700, 0, 24998880, 0, -22592870, 0, -25931280, 0, 24580632, 0, 6352640, 0, 89270624, 0, -27885864, 0, 4822080, 0, -27653344, 0, -79707660, 0, -44115768, 0, 69791616, 0, 7846320, 0, 44636904, 0, 81394840, 0, -58308036, 0, -48065456, 0, -50205580, 0, 111404160, 0, 12587180, 0, -139275184, 0, -39186048, 0, 77682840, 0, -77248192, 0, 157535280, 0, 28098174, 0, 21454232, 0, 8765580, 0, -98133744, 0, 41654240, 0, -83434632, 0, 9261564, 0, -197495920, 0, 11888904, 0, 79620880, 0, 234032256, 0, 25472640, 0, 118525060, 0, 41513696, 0, -176277540, 0, -159940624, 0, -44106464, 0, -195861600, 0, -148936104, 0, 397421200, 0, 6917088, 0, 44420408, 0, 94776640, 0, 362253936, 0, -289205760, 0, -108370192, 0, 20634840, 0, 90175040, 0, -374451994, 0, -462603240, 0, 311734172, 0, 73721088, 0, 550562100, 0, 178094784, 0, -564661120, 0, 106531872, 0, 103891236, 0, -151374520, 0, 340571964, 0, -77950640, 0, 383607712, 0, -675077400, 0, -211207360, 0, -384629600, 0, -92598780, 0, 255327264, 0, 455084124, 0, 117540720, 0, -21369016, 0, 1054385520, 0, -153337908, 0, -118748192, 0, -742331520, 0, -157619976, 0, -515510980, 0, -260188480, 0, 23935956, 0, 422305960, 0, -75199808, 0, 326463840, 0, -431641946, 0, 990514864, 0, 758243100, 0, -306731344, 0, 908035520, 0, -870963744, 0, -555169344, 0, -1465654320, 0, -535257240, 0, 788144760, 0, 40952384, 0, -173494512, 0, 1016613780, 0, 314167968, 0, 575469420, 0, -640549584, 0, -195108000, 0, 43111920, 0, 1422809428, 0, -638141680, 0, -36746496, 0, -627297464, 0, -2029126260, 0, 1760466384, 0, -212208540, 0, -612532944, 0, -693131520, 0, 838518240, 0, 592595072, 0, -413670360, 0, 303776556, 0, 1771863968, 0, -480935100, 0, -956685536, 0, 449147520, 0, 2423349936, 0, -1740749526, 0, 684837880, 0, -2300680488, 0, -2087331040, 0, 768655236, 0, -1189161696, 0, 910550140, 0, -487877088, 0, -324099960, 0, 991742440, 0, 4884878336, 0, 1633271040, 0, 1570899072, 0, -3540101720, 0, -1244913060, 0, -936641120, 0, -1140443360, 0, -2534516928, 0, 44709580, 0, 452881152, 0, 691632612, 0, 1974113920, 0, -2472149828, 0, 1224269040, 0, 715218132, 0, 279632112, 0, 1539107520, 0, -230696432, 0, 2143187040, 0, 2891882136, 0, -2357524964, 0, -3392125920, 0, -941108100, 0, 222229920, 0, -3136831936, 0, 1176853152, 0, -1896363100, 0, 3011503584, 0, 328317120, 0, 96845328, 0, -3166723366, 0, 2135731560, 0, 5521229592, 0, -1073040560, 0, -1199998332, 0, 653676624, 0, 141699520, 0, -3623036736, 0, 1741593460, 0, 4257276640, 0, -602470836, 0, -4310775200, 0, 4476904960, 0, -3714227400, 0, -7055898816, 0, -258526576, 0, -506292960, 0, -879157624, 0, 8753759980, 0, -5382458304, 0, 4200541992, 0, 3044712960, 0, 5197987896, 0, 4613808560, 0, -6876154848, 0, -2130415608, 0, -3111321960, 0, 1349217712, 0, 4480003200, 0, -1108105992, 0, -7758656448, 0, -143395440, 0, -7155514872, 0, -5601026520, 0, 4316989932, 0, 7707353952, 0, -341666240, 0, 3430920096, 0, 822518400, 0, 8497755408, 0, 4576933620, 0, 3328308680, 0, -8485418304, 0, -3638275200, 0, -131623502, 0, -4478305784, 0, -3478107720, 0, -1852870800, 0, -2221811040, 0, -580746744, 0, 3850728876, 0, 1076500560, 0, 826408488, 0, -5900253800, 0, 9413152540, 0, -261093936, 0, 4430634240, 0, -3879351456, 0, -8138934900, 0, 11790033968, 0, -98934080, 0, 1043067000, 0, 914479224, 0, 1331627760, 0, 3292936596, 0, -14127709080, 0, 12004646400, 0, -5665469904, 0, -8121235580, 0, -9516612176, 0, 4369700928, 0, -5513050000, 0, 3642886984, 0, 8110395720, 0, -1543386880, 0, 9974588112, 0, -6317217180, 0, 8146305600, 0, -4226334400, 0, -5370062640, 0, 2979245396, 0, 13271228600, 0, -2999237460, 0, -838335680, 0, -2792900736, 0, 9089138112, 0, -6584400740, 0, -5069033184, 0, -1854372300, 0, -1317601528, 0, -18575991424, 0, -11253636000, 0, 1528378426, 0, 1636700800, 0, 5528317560, 0, 7546274960, 0, 9765164960, 0, 21153083904, 0, 10762416940, 0, -11726932816, 0, -5861214972, 0, -3672085800, 0, 8692440896, 0, 5790798960, 0, 5278096544, 0, -15087790080, 0, -16424346420, 0, -11644782896, 0, -6758122940, 0, -1803741768, 0, 14187785788, 0, -14474428640, 0, 3036332928, 0, 8347488480, 0, 9375040256, 0, -1964940240, 0, 5058932420, 0, 4631820688, 0, 11926525980, 0, -10614314784, 0, 10250513952, 0, 11353977480, 0, -19127217192, 0, 19705284560, 0, -17730478488, 0, -10223337608, 0, 4631889600, 0, -2632656912, 0, 3619973160, 0, -19964049424, 0, -9549625236, 0, -1443175920, 0, 677562624, 0, 13680468000, 0, 8575762396, 0, 20947501792, 0, -2911234560, 0, -10554362464, 0, -25317438080, 0, 4757317728, 0, -12593848704, 0, 18594523440, 0, 5990350452, 0, 20905371600, 0, 10276620634, 0, -3866248560, 0, 12641294380, 0, 8523755344, 0, -22229116320, 0, -5367031784, 0, 2259576256, 0, -21822668880, 0, -19102403384, 0, -25830832360, 0, 5223960000, 0, 13223766048, 0, 20732585440, 0, -11641827744, 0, -25484630660, 0, 17103150848, 0, 35554315284, 0, -8942079840, 0, 6207747800, 0, 4920651120, 0, 39219563524, 0, -44914514000, 0, 10155167580, 0, 29729276480, 0, -13247591040, 0, 2332165296, 0, 15008683456, 0, -35660369760, 0, 2163037416, 0, -9298432840, 0, -22906098880, 0, -9041442336, 0, -25758574840, 0, 18090249824, 0, 2214841260, 0, 2982154560, 0, -34430285148, 0, 22183724880, 0, 2225595648, 0, 12201329680, 0, 28179608244, 0, 23964819848, 0, 42126643840, 0, -7773178032, 0, -6739600160, 0, 25809601824, 0, -514019076, 0, -39678203120, 0, -30002942816, 0, -23066361240, 0, -31828795540, 0, 27987539792, 0, -4112260860, 0, 8979335328, 0, -17844231680, 0, -27386623248, 0, -9450937570, 0, 77566464880, 0, -15267169884, 0, 17580127920, 0, 8267256544, 0, -34352573856, 0, -3228387140, 0, -1055515312, 0, 16218721620, 0, -9557450712, 0, 22617760896, 0, -10218106560, 0, 36217478952, 0, 17617824520, 0, 6020819328, 0, -3458129648, 0, -32278011820, 0, -20670144192, 0, 23004749580, 0, -63217135152, 0, 33315193380, 0, 24179593720, 0, -23635609024, 0, -374336880, 0, -35407804416, 0, -7690696952, 0, -4368497280, 0, -30079640688, 0, 74395126400, 0, 26836736640, 0, -25033194440, 0, -64726352640, 0, 6658439496, 0, 8347661000, 0, 50945139468, 0, 45153552096, 0, 18540759520, 0, -3738334240, 0, 33613089600, 0, 14130728528, 0, -70342087008, 0, 10880219040, 0, 24360188292, 0, 17771628400, 0, -59665933116, 0, -6233053576, 0, -91282140480, 0, 19827967200, 0, -9913677900, 0, -40208164752, 0, -9857986932, 0, 11049737760, 0, 48035430144, 0, -24038972040, 0, -16583731144, 0, 70724561808, 0, -7794323820, 0, 54488636160, 0, 4057757760, 0, 74841560928, 0, 9795251778, 0, 1433020200, 0, -7961083464, 0, -37167629840, 0, 7782697280, 0, -69999419832, 0, 29492015040, 0, -35900062352, 0, -46841439900, 0, -20382384432, 0, 45599972668, 0, 57679799760, 0, -4876142712, 0, -41425689600, 0, -55290527424, 0, -36303577024, 0, 11508473440, 0, -57530256096, 0, -22639372900, 0, 100109651232, 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: 4500
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '8.8.a.b', 'source_level': 8, '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': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 4501
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '8.8.a.b', 'source_level': 8, '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': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 4502
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '8.8.a.b', 'source_level': 8, '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.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 4503
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '8.8.a.b', 'source_level': 8, '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.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 4504
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '8.8.a.b', 'source_level': 8, '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': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 4505
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '8.8.a.b', 'source_level': 8, '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': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 4506
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '8.8.a.b', 'source_level': 8, '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': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 4507
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '8.8.a.b', 'source_level': 8, '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': '5.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 4508
    {'conductor': 16, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '8.8.a.b', 'source_level': 8, '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.f', 'twisting_char_orbit': 6, 'weight': 8}
  • id: 4509
    {'conductor': 16, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '8.8.a.b', 'source_level': 8, '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.e', 'twisting_char_orbit': 5, 'weight': 8}
  • id: 4510
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '8.8.a.b', 'source_level': 8, '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': '7.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 4511
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '8.8.a.b', 'source_level': 8, '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': '20.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 4512
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '8.8.a.b', 'source_level': 8, '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': '20.e', 'twisting_char_orbit': 5, 'weight': 8}
  • id: 4513
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '8.8.a.b', 'source_level': 8, '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.h', 'twisting_char_orbit': 8, 'weight': 8}
  • id: 4514
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '8.8.a.b', 'source_level': 8, '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.f', 'twisting_char_orbit': 6, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 33050
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588232, 'p': 2}
  • id: 33051
    {'charpoly_factorization': [[[-44, 1], 1]], 'hecke_orbit_code': 4503599761588232, 'p': 3}
  • id: 33052
    {'charpoly_factorization': [[[-430, 1], 1]], 'hecke_orbit_code': 4503599761588232, 'p': 5}
  • id: 33053
    {'charpoly_factorization': [[[1224, 1], 1]], 'hecke_orbit_code': 4503599761588232, 'p': 7}
  • id: 33054
    {'charpoly_factorization': [[[3164, 1], 1]], 'hecke_orbit_code': 4503599761588232, 'p': 11}
  • id: 33055
    {'charpoly_factorization': [[[-6118, 1], 1]], 'hecke_orbit_code': 4503599761588232, 'p': 13}
  • id: 33056
    {'charpoly_factorization': [[[16270, 1], 1]], 'hecke_orbit_code': 4503599761588232, 'p': 17}
  • id: 33057
    {'charpoly_factorization': [[[5476, 1], 1]], 'hecke_orbit_code': 4503599761588232, 'p': 19}
  • id: 33058
    {'charpoly_factorization': [[[-1576, 1], 1]], 'hecke_orbit_code': 4503599761588232, 'p': 23}
  • id: 33059
    {'charpoly_factorization': [[[-122838, 1], 1]], 'hecke_orbit_code': 4503599761588232, 'p': 29}
  • id: 33060
    {'charpoly_factorization': [[[-251360, 1], 1]], 'hecke_orbit_code': 4503599761588232, 'p': 31}
  • id: 33061
    {'charpoly_factorization': [[[52338, 1], 1]], 'hecke_orbit_code': 4503599761588232, 'p': 37}
  • id: 33062
    {'charpoly_factorization': [[[319398, 1], 1]], 'hecke_orbit_code': 4503599761588232, 'p': 41}
  • id: 33063
    {'charpoly_factorization': [[[-710788, 1], 1]], 'hecke_orbit_code': 4503599761588232, 'p': 43}
  • id: 33064
    {'charpoly_factorization': [[[-284112, 1], 1]], 'hecke_orbit_code': 4503599761588232, 'p': 47}
  • id: 33065
    {'charpoly_factorization': [[[-296062, 1], 1]], 'hecke_orbit_code': 4503599761588232, 'p': 53}
  • id: 33066
    {'charpoly_factorization': [[[897548, 1], 1]], 'hecke_orbit_code': 4503599761588232, 'p': 59}
  • id: 33067
    {'charpoly_factorization': [[[884810, 1], 1]], 'hecke_orbit_code': 4503599761588232, 'p': 61}
  • id: 33068
    {'charpoly_factorization': [[[-4659692, 1], 1]], 'hecke_orbit_code': 4503599761588232, 'p': 67}
  • id: 33069
    {'charpoly_factorization': [[[2710792, 1], 1]], 'hecke_orbit_code': 4503599761588232, 'p': 71}
  • id: 33070
    {'charpoly_factorization': [[[5670854, 1], 1]], 'hecke_orbit_code': 4503599761588232, 'p': 73}
  • id: 33071
    {'charpoly_factorization': [[[5124176, 1], 1]], 'hecke_orbit_code': 4503599761588232, 'p': 79}
  • id: 33072
    {'charpoly_factorization': [[[1563556, 1], 1]], 'hecke_orbit_code': 4503599761588232, 'p': 83}
  • id: 33073
    {'charpoly_factorization': [[[-11605674, 1], 1]], 'hecke_orbit_code': 4503599761588232, 'p': 89}
  • id: 33074
    {'charpoly_factorization': [[[-10931618, 1], 1]], 'hecke_orbit_code': 4503599761588232, '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': 2, 'label': '8.8.a.b', 'level': 8, 'portrait': 'data:image/png;base64,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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19523700
    {'hecke_orbit_code': 4503599761588232, 'n': 1, 'trace_an': 1}
  • id: 19523701
    {'hecke_orbit_code': 4503599761588232, 'n': 2, 'trace_an': 0}
  • id: 19523702
    {'hecke_orbit_code': 4503599761588232, 'n': 3, 'trace_an': 44}
  • id: 19523703
    {'hecke_orbit_code': 4503599761588232, 'n': 4, 'trace_an': 0}
  • id: 19523704
    {'hecke_orbit_code': 4503599761588232, 'n': 5, 'trace_an': 430}
  • id: 19523705
    {'hecke_orbit_code': 4503599761588232, 'n': 6, 'trace_an': 0}
  • id: 19523706
    {'hecke_orbit_code': 4503599761588232, 'n': 7, 'trace_an': -1224}
  • id: 19523707
    {'hecke_orbit_code': 4503599761588232, 'n': 8, 'trace_an': 0}
  • id: 19523708
    {'hecke_orbit_code': 4503599761588232, 'n': 9, 'trace_an': -251}
  • id: 19523709
    {'hecke_orbit_code': 4503599761588232, 'n': 10, 'trace_an': 0}
  • id: 19523710
    {'hecke_orbit_code': 4503599761588232, 'n': 11, 'trace_an': -3164}
  • id: 19523711
    {'hecke_orbit_code': 4503599761588232, 'n': 12, 'trace_an': 0}
  • id: 19523712
    {'hecke_orbit_code': 4503599761588232, 'n': 13, 'trace_an': 6118}
  • id: 19523713
    {'hecke_orbit_code': 4503599761588232, 'n': 14, 'trace_an': 0}
  • id: 19523714
    {'hecke_orbit_code': 4503599761588232, 'n': 15, 'trace_an': 18920}
  • id: 19523715
    {'hecke_orbit_code': 4503599761588232, 'n': 16, 'trace_an': 0}
  • id: 19523716
    {'hecke_orbit_code': 4503599761588232, 'n': 17, 'trace_an': -16270}
  • id: 19523717
    {'hecke_orbit_code': 4503599761588232, 'n': 18, 'trace_an': 0}
  • id: 19523718
    {'hecke_orbit_code': 4503599761588232, 'n': 19, 'trace_an': -5476}
  • id: 19523719
    {'hecke_orbit_code': 4503599761588232, 'n': 20, 'trace_an': 0}
  • id: 19523720
    {'hecke_orbit_code': 4503599761588232, 'n': 21, 'trace_an': -53856}
  • id: 19523721
    {'hecke_orbit_code': 4503599761588232, 'n': 22, 'trace_an': 0}
  • id: 19523722
    {'hecke_orbit_code': 4503599761588232, 'n': 23, 'trace_an': 1576}
  • id: 19523723
    {'hecke_orbit_code': 4503599761588232, 'n': 24, 'trace_an': 0}
  • id: 19523724
    {'hecke_orbit_code': 4503599761588232, 'n': 25, 'trace_an': 106775}
  • id: 19523725
    {'hecke_orbit_code': 4503599761588232, 'n': 26, 'trace_an': 0}
  • id: 19523726
    {'hecke_orbit_code': 4503599761588232, 'n': 27, 'trace_an': -107272}
  • id: 19523727
    {'hecke_orbit_code': 4503599761588232, 'n': 28, 'trace_an': 0}
  • id: 19523728
    {'hecke_orbit_code': 4503599761588232, 'n': 29, 'trace_an': 122838}
  • id: 19523729
    {'hecke_orbit_code': 4503599761588232, 'n': 30, 'trace_an': 0}
  • id: 19523730
    {'hecke_orbit_code': 4503599761588232, 'n': 31, 'trace_an': 251360}
  • id: 19523731
    {'hecke_orbit_code': 4503599761588232, 'n': 32, 'trace_an': 0}
  • id: 19523732
    {'hecke_orbit_code': 4503599761588232, 'n': 33, 'trace_an': -139216}
  • id: 19523733
    {'hecke_orbit_code': 4503599761588232, 'n': 34, 'trace_an': 0}
  • id: 19523734
    {'hecke_orbit_code': 4503599761588232, 'n': 35, 'trace_an': -526320}
  • id: 19523735
    {'hecke_orbit_code': 4503599761588232, 'n': 36, 'trace_an': 0}
  • id: 19523736
    {'hecke_orbit_code': 4503599761588232, 'n': 37, 'trace_an': -52338}
  • id: 19523737
    {'hecke_orbit_code': 4503599761588232, 'n': 38, 'trace_an': 0}
  • id: 19523738
    {'hecke_orbit_code': 4503599761588232, 'n': 39, 'trace_an': 269192}
  • id: 19523739
    {'hecke_orbit_code': 4503599761588232, 'n': 40, 'trace_an': 0}
  • id: 19523740
    {'hecke_orbit_code': 4503599761588232, 'n': 41, 'trace_an': -319398}
  • id: 19523741
    {'hecke_orbit_code': 4503599761588232, 'n': 42, 'trace_an': 0}
  • id: 19523742
    {'hecke_orbit_code': 4503599761588232, 'n': 43, 'trace_an': 710788}
  • id: 19523743
    {'hecke_orbit_code': 4503599761588232, 'n': 44, 'trace_an': 0}
  • id: 19523744
    {'hecke_orbit_code': 4503599761588232, 'n': 45, 'trace_an': -107930}
  • id: 19523745
    {'hecke_orbit_code': 4503599761588232, 'n': 46, 'trace_an': 0}
  • id: 19523746
    {'hecke_orbit_code': 4503599761588232, 'n': 47, 'trace_an': 284112}
  • id: 19523747
    {'hecke_orbit_code': 4503599761588232, 'n': 48, 'trace_an': 0}
  • id: 19523748
    {'hecke_orbit_code': 4503599761588232, 'n': 49, 'trace_an': 674633}
  • id: 19523749
    {'hecke_orbit_code': 4503599761588232, 'n': 50, 'trace_an': 0}
  • id: 19523750
    {'hecke_orbit_code': 4503599761588232, 'n': 51, 'trace_an': -715880}
  • id: 19523751
    {'hecke_orbit_code': 4503599761588232, 'n': 52, 'trace_an': 0}
  • id: 19523752
    {'hecke_orbit_code': 4503599761588232, 'n': 53, 'trace_an': 296062}
  • id: 19523753
    {'hecke_orbit_code': 4503599761588232, 'n': 54, 'trace_an': 0}
  • id: 19523754
    {'hecke_orbit_code': 4503599761588232, 'n': 55, 'trace_an': -1360520}
  • id: 19523755
    {'hecke_orbit_code': 4503599761588232, 'n': 56, 'trace_an': 0}
  • id: 19523756
    {'hecke_orbit_code': 4503599761588232, 'n': 57, 'trace_an': -240944}
  • id: 19523757
    {'hecke_orbit_code': 4503599761588232, 'n': 58, 'trace_an': 0}
  • id: 19523758
    {'hecke_orbit_code': 4503599761588232, 'n': 59, 'trace_an': -897548}
  • id: 19523759
    {'hecke_orbit_code': 4503599761588232, 'n': 60, 'trace_an': 0}
  • id: 19523760
    {'hecke_orbit_code': 4503599761588232, 'n': 61, 'trace_an': -884810}
  • id: 19523761
    {'hecke_orbit_code': 4503599761588232, 'n': 62, 'trace_an': 0}
  • id: 19523762
    {'hecke_orbit_code': 4503599761588232, 'n': 63, 'trace_an': 307224}
  • id: 19523763
    {'hecke_orbit_code': 4503599761588232, 'n': 64, 'trace_an': 0}
  • id: 19523764
    {'hecke_orbit_code': 4503599761588232, 'n': 65, 'trace_an': 2630740}
  • id: 19523765
    {'hecke_orbit_code': 4503599761588232, 'n': 66, 'trace_an': 0}
  • id: 19523766
    {'hecke_orbit_code': 4503599761588232, 'n': 67, 'trace_an': 4659692}
  • id: 19523767
    {'hecke_orbit_code': 4503599761588232, 'n': 68, 'trace_an': 0}
  • id: 19523768
    {'hecke_orbit_code': 4503599761588232, 'n': 69, 'trace_an': 69344}
  • id: 19523769
    {'hecke_orbit_code': 4503599761588232, 'n': 70, 'trace_an': 0}
  • id: 19523770
    {'hecke_orbit_code': 4503599761588232, 'n': 71, 'trace_an': -2710792}
  • id: 19523771
    {'hecke_orbit_code': 4503599761588232, 'n': 72, 'trace_an': 0}
  • id: 19523772
    {'hecke_orbit_code': 4503599761588232, 'n': 73, 'trace_an': -5670854}
  • id: 19523773
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