Newform data - 75.8.a.g

Formats: - HTML - YAML - JSON - 2026-02-24T15:58:38.406988

• 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': 4800, 'analytic_conductor': 23.428876911309132, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, 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': [75, 1, [26, 52], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 717484, 'field_disc_factorization': [[2, 2], [181, 1], [991, 1]], 'field_poly': [-1016, -244, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-432, -250, 6, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597898440779, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 10, 'hecke_ring_index_factorization': [[2, 1], [5, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '75.8.a.g', 'level': 75, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '75.8.a.g', 'nf_label': '3.3.717484.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-2-\\beta _{1})q^{2}-3^{3}q^{3}+(51+4\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.8.a', 'trace_display': [-6, -81, 0, -83], 'trace_hash': 112033607926884433, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.071', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.946', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.527', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.505', 'prec': 20}, {'__RealLiteral__': 0, 'data': '4.522', 'prec': 17}, {'__RealLiteral__': 0, 'data': '254.159', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, -6, -81, 152, 0, 162, -83, -1884, 2187, 0, 1470, -4104, -11755, 12822, 0, -4744, -30342, -4374, 32221, 0, 2241, -105164, 170454, 50868, 0, 193206, -59049, 304216, 224622, 0, 301739, -78888, -39690, 994364, 0, 110808, -787038, 896982, 317385, 0, 420984, -346194, 476417, 2723328, 0, -657756, -806574, 128088, 758398, 0, 819234, -1721112, 262524, 118098, 0, -1874340, -869967, 1644884, 811914, 0, 3585277, 4768794, -60507, -5119776, 0, 2839428, 221533, -1339488, -4602258, 0, -1415544, -1373436, -4452646, -2990628, 0, -5596584, 15016674, -5216562, -10842040, 0, 1594323, -5235616, -5569722, -8213832, 0, -28166610, -6064794, -16202904, 1361376, 0, 1502779, 27582432, -8146953, -24019300, 0, 2129976, 6749973, 16678500, 1071630, 0, 68100, -26847828, -18079548, 13117116, 0, 8426744, 57675516, 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• mf_hecke_nf •

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

  
  {'an': [[1, 0, 0], [-2, -1, 0], [-27, 0, 0], [51, 4, -1], [0, 0, 0], [54, 27, 0], [-25, -28, -8], [-630, -18, 6], [729, 0, 0], [0, 0, 0], [506, 172, -48], [-1377, -108, 27], [-3921, -320, 8], [4278, -615, -12], [0, 0, 0], [-1614, 676, 98], [-10082, -1828, -96], [-1458, -729, 0], [10719, -1804, 64], [0, 0, 0], [675, 756, 216], [-35144, -5026, 268], [56946, 420, -384], [17010, 486, -162], [0, 0, 0], [64514, 5257, -336], [-19683, 0, 0], [101261, -508, 433], [74602, -3604, 816], [0, 0, 0], [100657, -10364, -232], [-26200, 11092, -288], [-13662, -4644, 1296], [332000, 5386, -1636], [0, 0, 0], [37179, 2916, -729], [-261914, 8088, -1296], [299638, -1543, -1932], [105867, 8640, -216], [0, 0, 0], [140104, 8708, 672], [-115506, 16605, 324], [158619, 52204, 560], [907582, 46496, 582], [0, 0, 0], [-219648, -91194, 1188], [-269642, 50048, 2352], [43578, -18252, -2646], [251050, -32200, 5248], [0, 0, 0], [272214, 49356, 2592], [-575339, -63300, 4905], [85684, -14452, 5472], [39366, 19683, 0], [0, 0, 0], [-624834, 16146, 162], [-289413, 48708, -1728], [550040, 3598, -5236], [274670, -61952, -12096], [0, 0, 0], [1196055, -10600, -2888], [1592898, -100113, -9900], [-18225, -20412, -5832], [-1706300, -107568, -876], [0, 0, 0], [948888, 135702, -7236], [78095, -196876, -12752], [-453478, -251120, 20946], [-1537542, -11340, 10368], [0, 0, 0], [-470744, 268124, -3312], [-459270, -13122, 4374], [-1482642, 276232, -4720], [-1000436, 132986, 10680], [0, 0, 0], [-1863571, -233724, -5871], [4993638, 16572, 35760], [-1741878, -141939, 9072], [-3608024, -129344, -17968], [0, 0, 0], [531441, 0, 0], [-1747660, -99056, 7364], [-1843134, 207168, -40320], [-2734047, 13716, -11691], [0, 0, 0], [-9405898, -214307, 51084], [-2014254, 97308, -22032], [-5404644, -306612, 11028], [447552, -152496, 18720], [0, 0, 0], [495401, -90820, 16576], [9208950, 451632, -44418], [-2717739, 279828, 6264], [-8021548, 374170, 45344], [0, 0, 0], [707400, -299484, 7776], [2240935, 662784, 27168], [5573732, 269926, -42696], [368874, 125388, -34992], [0, 0, 0]], 'ap': [[-2, -1, 0], [-27, 0, 0], [0, 0, 0], [-25, -28, -8], [506, 172, -48], [-3921, -320, 8], [-10082, -1828, -96], [10719, -1804, 64], [56946, 420, -384], [74602, -3604, 816], [100657, -10364, -232], [-261914, 8088, -1296], [140104, 8708, 672], [158619, 52204, 560], [-269642, 50048, 2352], [85684, -14452, 5472], [274670, -61952, -12096], [1196055, -10600, -2888], [78095, -196876, -12752], [-470744, 268124, -3312], [-1482642, 276232, -4720], [-3608024, -129344, -17968], [-1843134, 207168, -40320], [447552, -152496, 18720], [2240935, 662784, 27168], [56460, -179724, -101280], [-6044804, 166776, 54864], [19231620, 69420, -19344], [3393605, 725352, -58824], [11778484, 439616, 71616], [-10634112, -259208, -37696], [-1088628, -412068, 181296], [12638322, -2055672, 100128], [27095060, 1403928, 197424], [38898730, 1063256, 73968], [32970483, 248996, -390248], [13640437, 66408, -402552], [-33543983, 1201140, -138480], [34311300, 2288532, 84432], [-6198198, -2164116, 166512], [-53959762, 1829848, 63936], [11160761, -6404160, 590856], [34611214, -331900, -15552], [-42450923, 3516984, 267312], [29451762, 1586520, -490416], [31112223, 4339244, -651176], [-19388641, 1850148, -507648], [-99356105, 4567236, 1402680], [-93363976, 6373876, 628080], [78571345, 6602968, 300344], [108825720, -1420980, -310848], [-1838572, 498700, -763248], [63140985, 7446416, -266480], [-4148916, -12190008, 2114784], [-158962620, 11272440, -1098144], [106873184, 5238892, 1251024], [-65293210, -17288708, -1246224], [-257082288, 21244088, 415984], [-226513501, 3482432, 3539128], [78473790, -26497548, -1747392], [8971013, 5983724, -1280864], [226302042, 24037440, 2777520], [70287357, -8353268, -4734880], [69277302, 47254968, 2598864], [-10619123, -14626200, 1400640], [-18560296, -4892216, -50496], [-399358052, -3923624, 168512], [-279664257, -5605064, 5237936], [464615926, -27012160, 1544640], [-184924254, 27903920, 4131904], [632379882, -41304612, -606336], [-676377072, 46215756, 4080], [-512623999, 1827764, 543352], [-212266011, -16305296, -1075960], [-79692819, 71994236, -4686608], [299549340, 11275848, 6085056], [886362624, -73965348, -67488], [-1365206199, -6501824, -5263672], [-418746372, 19045788, 4080768], [931567397, -49200120, 2414688], [-582146228, 59679404, 7123920], [123243870, -13587688, 5105488], [732590694, 5658588, 3425952], [-1009466331, -56216888, 9392624], [-525568575, -165073900, -106040], [1411526616, -102038568, 904992], [2197884548, 29734984, -8787456], [255371850, 37666192, -5068048], [1782335532, 47923260, -1541280], [-280984288, -70975288, 4378576], [2508013406, 51070276, -7217232], [-2670512010, -87605040, 1062960], [1136576881, 202134300, 16274280], [434763496, -100801264, -21604416], [-1878935385, 105565772, 18213136], [-595986064, 103099852, 857232], [175215590, 308876008, 4005264], [3698643334, 129963908, 2125152], [-4633339707, 18832468, -721792], [143007925, -83269136, -40256536], [3762467976, 169808728, 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[-95061213012, -194399016, 166395264], [10692180953, -839166780, -173002896], [-23445129779, -2235373968, 92231856], [-47382553046, 5862925232, -387377616], [37932061955, 1430140484, -70019096], [68719600684, -3849534832, 284523936], [52568131866, -2671822896, -482058864], [-30008053210, 995280120, -414954768], [26384637879, 2721982780, 214708232], [-80798089638, -122848548, -95651424], [35392224680, 4671476068, -585126960], [24563874378, 773642868, -934718352], [14532709221, -1207338832, 16579720], [70287749003, 2124822492, -448173672], [-90202285182, -1715011152, 230054976], [-41720573064, -8432280392, 145183280], [-41829768280, -709059380, 420827376], [30762285659, 9316671264, -336505992], [39975304374, -3025271988, -660010656], [133514939890, 703919912, 209928816], [-45131179215, 3546763540, -1044097384], [-10552883502, -8534059980, -159526896], [18969854099, -3048530752, 511914232], [42906809100, 6387042632, 216664096], [31855192283, 4738843764, 196728936], [172784366438, 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12682758560, -1456975920], [-2079826915, -1864100580, -2034569640], [-343086440806, 34131854020, -303480912], [596285023223, -30967026132, 561776688], [-78306421588, -16736105312, -3528754752], [-160502657809, 7733307792, 6311452440], [562622987852, 1645614724, -2126501568], [-286411252219, 25683559776, -2489616576], [109355289560, -18618632896, 5075881168], [75661764441, 6337976536, -5582477176], [-507674799064, -25649415932, -2800812096], [129790657554, -35298620628, -2636141328], [-279499656809, 9704836324, 4201042808], [-153515846822, 15619767860, -2907672816], [102836862102, 20700283272, 4165356864], [612441306533, 32627323968, -718039992], [566942098881, -19037537276, -459125968], [-370315589604, 4152093540, -3000150864], [-127836974092, -11886998024, 107475936], [-400927250081, -6838208660, 3733202048], [215245337846, -40578535456, 2520304432], [488523661942, -14025437404, 3632567088], [-221452359459, -18312080828, 2609315912], [343878290851, 40408863448, 1332626408], [60215386890, 23220344472, -3032480352], [-478070205944, -52034338492, -4034740752], [-362934348918, -40534412916, 2446332912], [-390196438170, 20187050388, -721125600], [-226651782134, 7050087188, 4007295840], [667429387797, -7530226664, -2968530808], [-372845056810, -1146597608, -1164608352], [379605212238, 34160831556, 1842827136], [736679269952, -32281628360, -606618912], [424571770804, 46479537384, 577562304], [128622945045, -12509040776, 311162384], [109867525416, -56989252080, 6928055520], [-73679990692, -27458974600, 2092795024], [-443085741457, 1141682184, 4793888736], [-267029755764, -28414681392, 4847030400], [-462908116823, 41504432164, -1365684400], [-188568663218, -54293094364, 2050100448], [218683411692, 14521709784, -4826075040], [274943104144, -24538865744, 6505354736], [385031564703, 7239688240, -934236472], [809518291424, -4195088204, 2908131024], [-190774865694, 34885433856, 1824992784], [560972866321, -19061944248, 4813446672], [578257749156, -25655518848, 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[-1119194765007, -19083316700, 5627304728], [42407734388, 42813026620, 3582236928], [-93843593444, -2574532, 5730434688], [168966507744, 1198055168, 6992092912], [903245374735, 15118371024, 3821352888], [-777353917544, -91505986348, -770461728], [626883864641, 63512357204, 3346833568], [-1211713578372, 37972766136, 3155856960], [90159506033, 72619500344, -7196093024], [437593892388, -43500408432, 2051249472], [234334501102, 40215595856, 12498365088], [649191925423, 67211635924, -6049490464], [-827413419581, 72566995704, 5442093264], [829836597836, 71248836448, 150744480], [-431000424782, 28588748720, 2994850032], [1021426517121, 59245340716, -958308232], [-633635158536, -100051079724, -8929743840], [1523383153532, 8345228188, 1004296464], [93360644536, 30548154152, -9098468640], [-49516064871, 32432600872, -14017069192], [-827759125350, 24213156048, -3085523280], [626032394498, -31739341544, -1362436320], [802380659506, -23987068848, -9868423488], [-191094248048, -58365652228, 9778914720], [-262081770064, 8896235500, 4466360016], [-1469793896868, 48982731492, -4984218336], [-1342054884751, 52382459940, -331854432], [-424339595014, 13359123844, 7390743456]], 'char_orbit_index': 1, 'field_poly': [-1016, -244, -1, 1], 'hecke_orbit_code': 27021597898440779, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 6, 3], 'hecke_ring_inverse_denominators': [1, 10, 10], 'hecke_ring_inverse_numerators': [[1, 0, 0], [3, -2, 1], [1627, 42, 9]], 'hecke_ring_numerators': [[1, 0, 0], [-160, -9, 1], [-169, 21, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '75.8.a.g', 'level': 75, 'maxp': 2999, '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': [6, 6, 4, 7], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [11, 9, 11, 10], 'Nk2': 4800, 'analytic_conductor': 23.428876911309132, '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': [75, 1, [26, 52], [1, 1]], 'conrey_index': 1, 'cusp_dim': 64, 'dim': 23, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134217803, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 3, 3, 4, 4], 'label': '75.8.a', 'level': 75, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 76, 'mf_new_dim': 23, 'num_forms': 10, 'plus_dim': 13, 'prim_orbit_index': 1, 'relative_dim': 23, 'sturm_bound': 80, 'trace_bound': 2, 'trace_display': [22, -27, 0, -2200], 'traces': [23, 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-125231442900, -20721482532, 0, 205653704544, -6830079732, 139630888960, 30869797044, 0, -200306566744, -50996033474, 31641017472, -167335594344, 0, 11857517424, -119355055044, 45794728320, -89138248200, 0, 224559330984, 45258575040, -76305667664, 251573108988, 0, -47939282414, -41358745080, 63979372476, -356687478576, 0, -222003108072, 11543037362, -175464723008, 37536622614, 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: 64780
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '75.8.a.g', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '75.8.a.g', 'target_level': 75, 'twist_class_label': '75.8.a.g', 'twist_class_level': 75, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 64781
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '75.8.a.g', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 8, 'target_is_minimal': True, 'target_label': '75.8.a.h', 'target_level': 75, 'twist_class_label': '75.8.a.g', 'twist_class_level': 75, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 64782
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '75.8.a.g', 'source_level': 75, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '75.8.b.f', 'target_level': 75, 'twist_class_label': '75.8.a.g', 'twist_class_level': 75, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 64783
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '75.8.a.g', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 24, 'target_is_minimal': False, 'target_label': '225.8.a.x', 'target_level': 225, 'twist_class_label': '75.8.a.g', 'twist_class_level': 75, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 64784
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '75.8.a.g', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 25, 'target_is_minimal': False, 'target_label': '225.8.a.y', 'target_level': 225, 'twist_class_label': '75.8.a.g', 'twist_class_level': 75, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 64785
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '75.8.a.g', 'source_level': 75, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '225.8.b.q', 'target_level': 225, 'twist_class_label': '75.8.a.g', 'twist_class_level': 75, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 233450
    {'charpoly_factorization': [[[-432, -250, 6, 1], 1]], 'hecke_orbit_code': 27021597898440779, 'p': 2}
  • id: 233451
    {'charpoly_factorization': [[[27, 1], 3]], 'hecke_orbit_code': 27021597898440779, 'p': 3}
  • id: 233452
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 27021597898440779, 'p': 5}
  • id: 233453
    {'charpoly_factorization': [[[388118385, -1611069, 83, 1], 1]], 'hecke_orbit_code': 27021597898440779, 'p': 7}
  • id: 233454
    {'charpoly_factorization': [[[102949073496, -61829812, -1470, 1], 1]], 'hecke_orbit_code': 27021597898440779, 'p': 11}
  • id: 233455
    {'charpoly_factorization': [[[-13216978519, 17121683, 11755, 1], 1]], 'hecke_orbit_code': 27021597898440779, 'p': 13}
  • id: 233456
    {'charpoly_factorization': [[[-22129700848056, -735267412, 30342, 1], 1]], 'hecke_orbit_code': 27021597898440779, 'p': 17}
  • id: 233457
    {'charpoly_factorization': [[[19077937228225, -629409565, -32221, 1], 1]], 'hecke_orbit_code': 27021597898440779, 'p': 19}
  • id: 233458
    {'charpoly_factorization': [[[83778646871160, 6224006124, -170454, 1], 1]], 'hecke_orbit_code': 27021597898440779, 'p': 23}
  • id: 233459
    {'charpoly_factorization': [[[853069492719000, -2561492980, -224622, 1], 1]], 'hecke_orbit_code': 27021597898440779, 'p': 29}
  • id: 233460
    {'charpoly_factorization': [[[857899428441975, 1581090099, -301739, 1], 1]], 'hecke_orbit_code': 27021597898440779, 'p': 31}
  • id: 233461
    {'charpoly_factorization': [[[1445757111970280, 148264016556, 787038, 1], 1]], 'hecke_orbit_code': 27021597898440779, 'p': 37}
  • id: 233462
    {'charpoly_factorization': [[[3055449772523520, 30350379104, -420984, 1], 1]], 'hecke_orbit_code': 27021597898440779, 'p': 41}
  • id: 233463
    {'charpoly_factorization': [[[166651456396395533, -638168333749, -476417, 1], 1]], 'hecke_orbit_code': 27021597898440779, 'p': 43}
  • id: 233464
    {'charpoly_factorization': [[[52674434581346856, -536318020756, 806574, 1], 1]], 'hecke_orbit_code': 27021597898440779, 'p': 47}
  • id: 233465
    {'charpoly_factorization': [[[-89225768722196160, -736807769776, -262524, 1], 1]], 'hecke_orbit_code': 27021597898440779, 'p': 53}
  • id: 233466
    {'charpoly_factorization': [[[1547445418913478600, -3944834274100, -811914, 1], 1]], 'hecke_orbit_code': 27021597898440779, 'p': 59}
  • id: 233467
    {'charpoly_factorization': [[[-1433733256523215487, 4072170393731, -3585277, 1], 1]], 'hecke_orbit_code': 27021597898440779, 'p': 61}
  • id: 233468
    {'charpoly_factorization': [[[-17548087225729085631, -13226954775837, -221533, 1], 1]], 'hecke_orbit_code': 27021597898440779, 'p': 67}
  • id: 233469
    {'charpoly_factorization': [[[-21538252621429291008, -18642159933088, 1415544, 1], 1]], 'hecke_orbit_code': 27021597898440779, 'p': 71}
  • id: 233470
    {'charpoly_factorization': [[[-45894922030091860600, -14221314289396, 4452646, 1], 1]], 'hecke_orbit_code': 27021597898440779, 'p': 73}
  • id: 233471
    {'charpoly_factorization': [[[1812550706390592000, 27998496312000, 10842040, 1], 1]], 'hecke_orbit_code': 27021597898440779, 'p': 79}
  • id: 233472
    {'charpoly_factorization': [[[-87935664975150492936, -40207264948980, 5569722, 1], 1]], 'hecke_orbit_code': 27021597898440779, 'p': 83}
  • id: 233473
    {'charpoly_factorization': [[[19339434256962355200, -14212924899840, -1361376, 1], 1]], 'hecke_orbit_code': 27021597898440779, 'p': 89}
  • id: 233474
    {'charpoly_factorization': [[[759711100414553685929, -112255746030957, -6749973, 1], 1]], 'hecke_orbit_code': 27021597898440779, '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': 7, 'label': '75.8.a.g', 'level': 75, '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: 46895347
    {'hecke_orbit_code': 27021597898440779, 'n': 1, 'trace_an': 3}
  • id: 46895348
    {'hecke_orbit_code': 27021597898440779, 'n': 2, 'trace_an': -6}
  • id: 46895349
    {'hecke_orbit_code': 27021597898440779, 'n': 3, 'trace_an': -81}
  • id: 46895350
    {'hecke_orbit_code': 27021597898440779, 'n': 4, 'trace_an': 152}
  • id: 46895351
    {'hecke_orbit_code': 27021597898440779, 'n': 5, 'trace_an': 0}
  • id: 46895352
    {'hecke_orbit_code': 27021597898440779, 'n': 6, 'trace_an': 162}
  • id: 46895353
    {'hecke_orbit_code': 27021597898440779, 'n': 7, 'trace_an': -83}
  • id: 46895354
    {'hecke_orbit_code': 27021597898440779, 'n': 8, 'trace_an': -1884}
  • id: 46895355
    {'hecke_orbit_code': 27021597898440779, 'n': 9, 'trace_an': 2187}
  • id: 46895356
    {'hecke_orbit_code': 27021597898440779, 'n': 10, 'trace_an': 0}
  • id: 46895357
    {'hecke_orbit_code': 27021597898440779, 'n': 11, 'trace_an': 1470}
  • id: 46895358
    {'hecke_orbit_code': 27021597898440779, 'n': 12, 'trace_an': -4104}
  • id: 46895359
    {'hecke_orbit_code': 27021597898440779, 'n': 13, 'trace_an': -11755}
  • id: 46895360
    {'hecke_orbit_code': 27021597898440779, 'n': 14, 'trace_an': 12822}
  • id: 46895361
    {'hecke_orbit_code': 27021597898440779, 'n': 15, 'trace_an': 0}
  • id: 46895362
    {'hecke_orbit_code': 27021597898440779, 'n': 16, 'trace_an': -4744}
  • id: 46895363
    {'hecke_orbit_code': 27021597898440779, 'n': 17, 'trace_an': -30342}
  • id: 46895364
    {'hecke_orbit_code': 27021597898440779, 'n': 18, 'trace_an': -4374}
  • id: 46895365
    {'hecke_orbit_code': 27021597898440779, 'n': 19, 'trace_an': 32221}
  • id: 46895366
    {'hecke_orbit_code': 27021597898440779, 'n': 20, 'trace_an': 0}
  • id: 46895367
    {'hecke_orbit_code': 27021597898440779, 'n': 21, 'trace_an': 2241}
  • id: 46895368
    {'hecke_orbit_code': 27021597898440779, 'n': 22, 'trace_an': -105164}
  • id: 46895369
    {'hecke_orbit_code': 27021597898440779, 'n': 23, 'trace_an': 170454}
  • id: 46895370
    {'hecke_orbit_code': 27021597898440779, 'n': 24, 'trace_an': 50868}
  • id: 46895371
    {'hecke_orbit_code': 27021597898440779, 'n': 25, 'trace_an': 0}
  • id: 46895372
    {'hecke_orbit_code': 27021597898440779, 'n': 26, 'trace_an': 193206}
  • id: 46895373
    {'hecke_orbit_code': 27021597898440779, 'n': 27, 'trace_an': -59049}
  • id: 46895374
    {'hecke_orbit_code': 27021597898440779, 'n': 28, 'trace_an': 304216}
  • id: 46895375
    {'hecke_orbit_code': 27021597898440779, 'n': 29, 'trace_an': 224622}
  • id: 46895376
    {'hecke_orbit_code': 27021597898440779, 'n': 30, 'trace_an': 0}
  • id: 46895377
    {'hecke_orbit_code': 27021597898440779, 'n': 31, 'trace_an': 301739}
  • id: 46895378
    {'hecke_orbit_code': 27021597898440779, 'n': 32, 'trace_an': -78888}
  • id: 46895379
    {'hecke_orbit_code': 27021597898440779, 'n': 33, 'trace_an': -39690}
  • id: 46895380
    {'hecke_orbit_code': 27021597898440779, 'n': 34, 'trace_an': 994364}
  • id: 46895381
    {'hecke_orbit_code': 27021597898440779, 'n': 35, 'trace_an': 0}
  • id: 46895382
    {'hecke_orbit_code': 27021597898440779, 'n': 36, 'trace_an': 110808}
  • id: 46895383
    {'hecke_orbit_code': 27021597898440779, 'n': 37, 'trace_an': -787038}
  • id: 46895384
    {'hecke_orbit_code': 27021597898440779, 'n': 38, 'trace_an': 896982}
  • id: 46895385
    {'hecke_orbit_code': 27021597898440779, 'n': 39, 'trace_an': 317385}
  • id: 46895386
    {'hecke_orbit_code': 27021597898440779, 'n': 40, 'trace_an': 0}
  • id: 46895387
    {'hecke_orbit_code': 27021597898440779, 'n': 41, 'trace_an': 420984}
  • id: 46895388
    {'hecke_orbit_code': 27021597898440779, 'n': 42, 'trace_an': -346194}
  • id: 46895389
    {'hecke_orbit_code': 27021597898440779, 'n': 43, 'trace_an': 476417}
  • id: 46895390
    {'hecke_orbit_code': 27021597898440779, 'n': 44, 'trace_an': 2723328}
  • id: 46895391
    {'hecke_orbit_code': 27021597898440779, 'n': 45, 'trace_an': 0}
  • id: 46895392
    {'hecke_orbit_code': 27021597898440779, 'n': 46, 'trace_an': -657756}
  • id: 46895393
    {'hecke_orbit_code': 27021597898440779, 'n': 47, 'trace_an': -806574}
  • id: 46895394
    {'hecke_orbit_code': 27021597898440779, 'n': 48, 'trace_an': 128088}
  • id: 46895395
    {'hecke_orbit_code': 27021597898440779, 'n': 49, 'trace_an': 758398}
  • id: 46895396
    {'hecke_orbit_code': 27021597898440779, 'n': 50, 'trace_an': 0}
  • id: 46895397
    {'hecke_orbit_code': 27021597898440779, 'n': 51, 'trace_an': 819234}
  • id: 46895398
    {'hecke_orbit_code': 27021597898440779, 'n': 52, 'trace_an': -1721112}
  • id: 46895399
    {'hecke_orbit_code': 27021597898440779, 'n': 53, 'trace_an': 262524}
  • id: 46895400
    {'hecke_orbit_code': 27021597898440779, 'n': 54, 'trace_an': 118098}
  • id: 46895401
    {'hecke_orbit_code': 27021597898440779, 'n': 55, 'trace_an': 0}
  • id: 46895402
    {'hecke_orbit_code': 27021597898440779, 'n': 56, 'trace_an': -1874340}
  • id: 46895403
    {'hecke_orbit_code': 27021597898440779, 'n': 57, 'trace_an': -869967}
  • id: 46895404
    {'hecke_orbit_code': 27021597898440779, 'n': 58, 'trace_an': 1644884}
  • id: 46895405
    {'hecke_orbit_code': 27021597898440779, 'n': 59, 'trace_an': 811914}
  • id: 46895406
    {'hecke_orbit_code': 27021597898440779, 'n': 60, 'trace_an': 0}
  • id: 46895407
    {'hecke_orbit_code': 27021597898440779, 'n': 61, 'trace_an': 3585277}
  • id: 46895408
    {'hecke_orbit_code': 27021597898440779, 'n': 62, 'trace_an': 4768794}
  • id: 46895409
    {'hecke_orbit_code': 27021597898440779, 'n': 63, 'trace_an': -60507}
  • id: 46895410
    {'hecke_orbit_code': 27021597898440779, 'n': 64, 'trace_an': -5119776}
  • id: 46895411
    {'hecke_orbit_code': 27021597898440779, 'n': 65, 'trace_an': 0}
  • id: 46895412
    {'hecke_orbit_code': 27021597898440779, 'n': 66, 'trace_an': 2839428}
  • id: 46895413
    {'hecke_orbit_code': 27021597898440779, 'n': 67, 'trace_an': 221533}
  • id: 46895414
    {'hecke_orbit_code': 27021597898440779, 'n': 68, 'trace_an': -1339488}
  • id: 46895415
    {'hecke_orbit_code': 27021597898440779, 'n': 69, 'trace_an': -4602258}
  • id: 46895416
    {'hecke_orbit_code': 27021597898440779, 'n': 70, 'trace_an': 0}
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  • id: 46895425
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  • id: 46895458
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  • id: 46895493
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  • id: 46895511
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  • id: 46895512
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  • id: 46895513
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  • id: 46895514
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  • id: 46895515
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  • id: 46895516
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  • id: 46895517
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  • id: 46895518
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  • id: 46895519
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  • id: 46895520
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  • id: 46895521
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  • id: 46895522
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  • id: 46895523
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  • id: 46895524
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  • id: 46895602
    {'hecke_orbit_code': 27021597898440779, 'n': 983, 'trace_an': -82714574556}
  • id: 46895603
    {'hecke_orbit_code': 27021597898440779, 'n': 991, 'trace_an': 25652651751}
  • id: 46895604
    {'hecke_orbit_code': 27021597898440779, 'n': 997, 'trace_an': 44181615754}