Newform data - 98.8.a.k

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• 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': 6272, 'analytic_conductor': 30.613732497443934, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, -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': [98, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 2389, 'field_disc_factorization': [[2389, 1]], 'field_poly': [-597, -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': [[3, [-1605, -56, 1]]], 'hecke_orbit': 11, 'hecke_orbit_code': 45035996407922786, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '98.8.a.k', 'level': 98, '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': [2, 7], 'level_radical': 14, 'minimal_twist': '14.8.c.a', 'nf_label': '2.2.2389.1', 'prim_orbit_index': 1, 'qexp_display': 'q+8q^{2}+(28-\\beta )q^{3}+2^{6}q^{4}+(119+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '98.8.a', 'trace_display': [16, 56, 238, 0], 'trace_hash': 2022586145907237732, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.016', 'prec': 7}, {'__RealLiteral__': 0, 'data': '1.898', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.109', 'prec': 10}, {'__RealLiteral__': 0, 'data': '9.063', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.635', 'prec': 10}, {'__RealLiteral__': 0, 'data': '60.209', 'prec': 17}], 'trace_zratio': 0, 'traces': [2, 16, 56, 128, 238, 448, 0, 1024, 1972, 1904, 5848, 3584, -1316, 0, -2892, 8192, 47642, 15776, 41048, 15232, 0, 46784, -49316, 28672, -108816, -10528, 200312, 0, 172820, -23136, 70252, 65536, 197190, 381136, 0, 126208, -88166, 328384, -973336, 121856, 1156260, 0, 57544, 374272, -300468, -394528, 1412292, 229376, 0, -870528, 2576256, -84224, -2361174, 1602496, 629020, 0, 2310398, 1382560, -1842512, -185088, -1278242, 562016, 0, 524288, 1716372, 1577520, -2121480, 3049088, 2666118, 0, 3600160, 1009664, 1634682, -705328, -5321176, 2627072, 0, -7786688, -9192604, 974848, 3049498, 9250080, 28280, 0, 3184838, 460352, 691656, 2994176, -8936550, -2403744, 0, -3156224, -14550490, 11298336, 2562604, 1835008, -5874204, 0, 7639104, -6964224, -19092290, 20610048, -16283932, -673792, 0, -18889392, 5771856, 12819968, 6311658, 5032160, 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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], [8, 0], [28, -1], [64, 0], [119, 2], [224, -8], [0, 0], [512, 0], [986, -56], [952, 16], [2924, -7], [1792, -64], [-658, 196], [0, 0], [-1446, -63], [4096, 0], [23821, -260], [7888, -448], [20524, -243], [7616, 128], [0, 0], [23392, -56], [-24658, -847], [14336, -512], [-54408, 476], [-5264, 1568], [100156, -367], [0, 0], [86410, 868], [-11568, -504], [35126, 3457], [32768, 0], [98595, -3120], [190568, -2080], [0, 0], [63104, -3584], [-44083, 10962], [164192, -1944], [-486668, 6146], [60928, 1024], [578130, 924], [0, 0], [28772, 8064], [187136, -448], [-150234, -4692], [-197264, -6776], [706146, 10215], [114688, -4096], [0, 0], [-435264, 3808], [1288128, -31101], [-42112, 12544], [-1180587, -1890], [801248, -2936], [314510, 5015], [0, 0], [1155199, -27328], [691280, 6944], [-921256, -15541], [-92544, -4032], [-639121, -30350], [281008, 27656], [0, 0], [262144, 0], [858186, 22008], [788760, -24960], [-1060740, -46823], [1524544, -16640], [1333059, 942], [0, 0], [1800080, 14168], [504832, -28672], [817341, 50252], [-352664, 87696], [-2660588, 67736], [1313536, -15552], [0, 0], [-3893344, 49168], [-4596302, 8141], [487424, 8192], [1524749, 12040], [4625040, 7392], [14140, -68936], [0, 0], [1592419, 16702], [230176, 64512], [345828, -62106], [1497088, -3584], [-4468275, 42324], [-1201872, -37536], [0, 0], [-1578112, -54208], [-7275245, 61670], [5649168, 81720], [1281302, 12131], [917504, -32768], [-2937102, -32284], [0, 0], [3819552, -170646], [-3482112, 30464]], 'ap': [[8, 0], [28, -1], [119, 2], [0, 0], [2924, -7], [-658, 196], [23821, -260], [20524, -243], [-24658, -847], [86410, 868], [35126, 3457], [-44083, 10962], [578130, 924], [28772, 8064], [706146, 10215], [-1180587, -1890], [-921256, -15541], [-639121, -30350], [-1060740, -46823], [1800080, 14168], [817341, 50252], [-4596302, 8141], [14140, -68936], [-4468275, 42324], [-2937102, -32284], [-9546145, 43910], [-8141966, -211041], [2885928, -161217], [3155829, 317758], [2781214, 453628], [-9311384, -161560], [4298168, -638839], [-35780873, 174328], [-8048796, 444584], [-8208351, 666918], [-927810, 710563], [22055719, -614034], [401600, -1105713], [59469956, 461468], [72450959, -92734], [-5471496, -1135659], [68785682, 1741264], [85784310, -1294335], [-35938765, -2032380], [-30122062, -1217356], [2885890, 1065021], [-189926476, 1337784], [-125957384, -3263400], [-41268024, -535221], [15734943, -1788694], [53071343, -1041208], [-23293380, -3352020], [-89835767, 4402152], [-53476080, 380100], [32571861, 548004], [105999066, -2603937], [147947135, -5422810], [86791670, 2372827], [377113973, -5646018], [443592326, -1513204], [102665388, 2393663], [590913330, 2686656], [146057604, -1679776], [-433857466, 5712545], [316763349, 3625820], [138025065, 5972358], [-94093948, -4789029], [-104044778, -212044], [-614060904, -871899], [559058262, 6688892], [-923573763, 4831980], [501938314, -9609635], [1209674410, -10089003], [799627629, 8646946], [101850408, -16063628], [-795793502, 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[-5715647756, -42366912], [-4274130546, -107838711], [742261425, -36292578], [6058493828, 80070536], [-2242360365, -134104342], [7960058822, -10970316], [-3277830129, 90507930], [443428116, 207537057], [-2356208288, -106492671], [-8794068890, -88300688], [-4039107139, 88996194], [-1473343242, -55476069], [6532514352, 61607000], [-8985760105, -22035494], [-1305232952, -118507963], [-2009339904, 47583144], [-2712313874, 187646249], [12248143714, -31333036], [249151777, 179615704], [3725648010, -246225028], [-3755849377, -153567226], [21230689844, 20248759], [13078882950, -134764308], [-2891949965, -178390940], [2926213836, 292906544], [13141341545, 24020654], [-14773814694, 206551807], [202285764, -211883280], [418134339, -234203110], [6211994824, 222901504], [4323911158, -29478204], [-295164891, 497715924], [2092833064, 656366433], [15264687658, 294751765], [-6532726827, -18065390], [-5129168226, -692359248], [3712115780, -206439576], [37112055750, -2310621], [-6003411920, -8200675], [-19150702800, 338682624], [-16581856638, -428874299], [-3536054151, -443987976], [-9419103722, 330897840], [-10585848553, 410266142], [-13813893440, -746805857], [-12838147978, 210216860], [14035142816, -47116440], [10380784764, 115450533], [29403944715, 250761084], [-882982926, -947773107], [-19549319722, 268892043], [-21006212549, 675939186], [-1841934610, 183327564], [18078005211, -181443834], [-3159759752, 873043717], [-32063612994, -532408156], [57746466102, -16731351], [-32960554853, 89935916], [-17861582242, 943171081], [-25616080462, 569099468], [34263691408, 435747452], [1691898605, -747689194], [21499443616, -439488840], [-27393062837, -483036594], [-8655690278, 1123996517], [446413660, 516909736], [62591208318, 407317456], [-30129039451, 421595708], [-35436063770, 603372091], [-6823581261, -107868342], [-48891089123, -697604026], [24584257600, 737790339], [8061412495, -1556462488], [-84234028242, -280685511], [37332943809, 1019643200], [-19405180212, -949141368], [816399300, 256444195], [9711409435, -45675698], [27430832784, -187214643], [59090939761, 55162960], [-40114080757, 238892220], [-48716105547, -666582686], [33624379530, 1336561212], [-41255483934, 1287900399], [23490624477, -1039531962], [-76738114264, -409547432], [9217639123, 329549502], [11893737989, -945044780], [-41402191404, -1592841096], [44591669703, 650381262], [19161012598, -9816021], [-24934862460, -452469549], [23905545162, -1895766768], [-53427461360, -1018011933], [-10210236229, 1625515164], [-32149484962, -1403880436], [-47982206312, -921812752], [5692018556, -801537259], [-100701040566, 910740165], [-76310314199, 304689072], [35231324826, 794661679], [-33123731459, -1507686356], [37914335882, -717006451], [-81812275690, 331557632], [67407955065, -507423602], [-24452945244, -1267838740], [-81313661433, 1077093864], [116072910558, 229277881], [117904311756, -940809912], [23961273338, -2428813716], [57667141441, 500299480], [-105348665186, -51389933], [18868091438, 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[-358401643812, 8867465257], [584875039868, -291871888], [332396727826, -3935343412], [-60478577467, -14952305548], [273763325878, 1263342864], [553225999158, -8094278533], [46737763217, 4584151530], [111649493286, 7939313676], [-389538522282, 8829814644], [343677282832, 9655404248], [148140548097, -15831796386], [589123985844, -4615312632], [69863682427, 11612028210], [442110449504, 2675246007], [312206794620, 2814024780], [701248738995, -5733239874], [169429278928, 2596453281], [-745305555241, -8850916200], [-760117419654, 3074419908], [-144096923950, 1447311613], [-318757234947, 13253497810], [528331257958, 15680994448], [390730008326, -8934797989], [878599405740, -4734796641], [377402333171, 14027328980], [309924865112, -15949370416], [40051109394, 9603435604], [931361997265, -1799925608], [-669307379246, 6911890279], [229550975972, 11565524747], [-50133771324, 16307058599], [-511262369881, 4490078880], [761839661982, 7119186900], [974616927646, -1267451101], [408632260794, 20740184080], [-42819393388, 14556563441], [71246404992, -20004050071], [996028436238, -10535789943], [142829029198, -12357255344], [857516579682, -932797699], [1266664597929, 1099209286], [-884386402200, -12595774773], [495929811680, 21133150976], [323583832509, -1517693332], [810300174145, -16260724688], [-245701819286, 19236062916], [851471656875, -5851576158], [-1199367918866, 533437828], [-373124130552, 5568486112], [-1214363762313, 2102789976], [-860200050780, -4976908720], [-289160591566, 6013108205], [769375212086, 16772130123], [1213762983363, -14600178790], [-329099668524, -12506737061], [-968613344384, 2288505856], [714408376082, 2562293328], [1181375948991, -13643827734], [1132247503952, 12782541821], [243946810744, 26090767929], [-1820709979526, -937892291], [-735558598469, 23034640076], [219598017114, -4630845787], [991254097666, -582231860], [-316693993964, -4665841936], [115957245521, -9746470678], [1131078644311, -17918836038], [236232126651, 18230842476], [-235624111146, 14486324209], [-591238891747, 12940619876], [-301215537273, 39137951502], [-672541976582, 11983309095], [-460056120855, 22047994402], [225058561590, -14702871372], [447483172192, -4606797693], [-1242813030536, -7276254263], [-33958953567, 4977611312], [561811046093, 27212379362], [612262514180, 19464106256], [1483647946756, 4906058675], [-536700682642, 32881338084], [50885107063, 13294955914], [-613814840818, -26210300263], [-322036047438, -954210643], [-502810419846, 9234796956], [-821634169594, 20773744259], [-711791555911, -21998321422], [1599677042803, 21192935598], [1082635275920, -26764941952], [-1117028628828, -19568076360], [787514573650, -18832118340], [-1547739123385, -5534392690], [-633162897980, -13244244125], [-455667381258, 22792984956], [398730361904, -33809583389], [-128512695038, -15043812323]], 'char_orbit_index': 1, 'field_poly': [-597, -1, 1], 'hecke_orbit_code': 45035996407922786, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 2], 'hecke_ring_inverse_numerators': [[1, 0], [1, 1]], 'hecke_ring_numerators': [[1, 0], [-1, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '98.8.a.k', 'level': 98, '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': [4, 4, 4, 4], 'ALdims_old': [18, 15, 18, 16], 'Nk2': 6272, 'analytic_conductor': 30.613732497443934, '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': [98, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 90, 'dim': 23, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134217826, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 4], 'label': '98.8.a', 'level': 98, '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': [2, 7], 'level_radical': 14, 'mf_dim': 106, 'mf_new_dim': 23, 'num_forms': 12, 'plus_dim': 13, 'prim_orbit_index': 1, 'relative_dim': 23, 'sturm_bound': 112, 'trace_bound': 9, 'trace_display': [-8, 66, 36, 0], 'traces': [23, -8, 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• mf_twists_nf •

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

  
  
  • id: 85868
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '98.8.a.k', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '14.8.c.a', 'target_level': 14, 'twist_class_label': '14.8.c.a', 'twist_class_level': 14, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 85869
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '98.8.a.k', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '98.8.a.h', 'target_level': 98, 'twist_class_label': '14.8.c.a', 'twist_class_level': 14, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 85870
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '98.8.a.k', 'source_level': 98, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '98.8.a.k', 'target_level': 98, 'twist_class_label': '14.8.c.a', 'twist_class_level': 14, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 85871
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '98.8.a.k', 'source_level': 98, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '98.8.c.h', 'target_level': 98, 'twist_class_label': '14.8.c.a', 'twist_class_level': 14, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 85872
    {'conductor': 28, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '98.8.a.k', 'source_level': 98, 'target_char_orbit': 9, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '112.8.i.a', 'target_level': 112, 'twist_class_label': '14.8.c.a', 'twist_class_level': 14, 'twisting_char_label': '28.f', 'twisting_char_orbit': 6, 'weight': 8}
  • id: 85873
    {'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '98.8.a.k', 'source_level': 98, 'target_char_orbit': 7, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '126.8.g.e', 'target_level': 126, 'twist_class_label': '14.8.c.a', 'twist_class_level': 14, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 289900
    {'charpoly_factorization': [[[-8, 1], 2]], 'hecke_orbit_code': 45035996407922786, 'p': 2}
  • id: 289901
    {'charpoly_factorization': [[[-1605, -56, 1], 1]], 'hecke_orbit_code': 45035996407922786, 'p': 3}
  • id: 289902
    {'charpoly_factorization': [[[4605, -238, 1], 1]], 'hecke_orbit_code': 45035996407922786, 'p': 5}
  • id: 289903
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 45035996407922786, 'p': 7}
  • id: 289904
    {'charpoly_factorization': [[[8432715, -5848, 1], 1]], 'hecke_orbit_code': 45035996407922786, 'p': 11}
  • id: 289905
    {'charpoly_factorization': [[[-91342860, 1316, 1], 1]], 'hecke_orbit_code': 45035996407922786, 'p': 13}
  • id: 289906
    {'charpoly_factorization': [[[405943641, -47642, 1], 1]], 'hecke_orbit_code': 45035996407922786, 'p': 17}
  • id: 289907
    {'charpoly_factorization': [[[280166515, -41048, 1], 1]], 'hecke_orbit_code': 45035996407922786, 'p': 19}
  • id: 289908
    {'charpoly_factorization': [[[-1105873137, 49316, 1], 1]], 'hecke_orbit_code': 45035996407922786, 'p': 23}
  • id: 289909
    {'charpoly_factorization': [[[5666758164, -172820, 1], 1]], 'hecke_orbit_code': 45035996407922786, 'p': 29}
  • id: 289910
    {'charpoly_factorization': [[[-27316742385, -70252, 1], 1]], 'hecke_orbit_code': 45035996407922786, 'p': 31}
  • id: 289911
    {'charpoly_factorization': [[[-285131934827, 88166, 1], 1]], 'hecke_orbit_code': 45035996407922786, 'p': 37}
  • id: 289912
    {'charpoly_factorization': [[[332194626036, -1156260, 1], 1]], 'hecke_orbit_code': 45035996407922786, 'p': 41}
  • id: 289913
    {'charpoly_factorization': [[[-154524293360, -57544, 1], 1]], 'hecke_orbit_code': 45035996407922786, 'p': 43}
  • id: 289914
    {'charpoly_factorization': [[[249359041791, -1412292, 1], 1]], 'hecke_orbit_code': 45035996407922786, 'p': 47}
  • id: 289915
    {'charpoly_factorization': [[[1385251917669, 2361174, 1], 1]], 'hecke_orbit_code': 45035996407922786, 'p': 53}
  • id: 289916
    {'charpoly_factorization': [[[271714932627, 1842512, 1], 1]], 'hecke_orbit_code': 45035996407922786, 'p': 59}
  • id: 289917
    {'charpoly_factorization': [[[-1792085999859, 1278242, 1], 1]], 'hecke_orbit_code': 45035996407922786, 'p': 61}
  • id: 289918
    {'charpoly_factorization': [[[-4112458315381, 2121480, 1], 1]], 'hecke_orbit_code': 45035996407922786, 'p': 67}
  • id: 289919
    {'charpoly_factorization': [[[2760738723264, -3600160, 1], 1]], 'hecke_orbit_code': 45035996407922786, 'p': 71}
  • id: 289920
    {'charpoly_factorization': [[[-5364808200775, -1634682, 1], 1]], 'hecke_orbit_code': 45035996407922786, 'p': 73}
  • id: 289921
    {'charpoly_factorization': [[[20967658995495, 9192604, 1], 1]], 'hecke_orbit_code': 45035996407922786, 'p': 79}
  • id: 289922
    {'charpoly_factorization': [[[-11352739197744, -28280, 1], 1]], 'hecke_orbit_code': 45035996407922786, 'p': 83}
  • id: 289923
    {'charpoly_factorization': [[[15686015663961, 8936550, 1], 1]], 'hecke_orbit_code': 45035996407922786, 'p': 89}
  • id: 289924
    {'charpoly_factorization': [[[6136617007220, 5874204, 1], 1]], 'hecke_orbit_code': 45035996407922786, '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': 11, 'label': '98.8.a.k', 'level': 98, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 55322401
    {'hecke_orbit_code': 45035996407922786, 'n': 1, 'trace_an': 2}
  • id: 55322402
    {'hecke_orbit_code': 45035996407922786, 'n': 2, 'trace_an': 16}
  • id: 55322403
    {'hecke_orbit_code': 45035996407922786, 'n': 3, 'trace_an': 56}
  • id: 55322404
    {'hecke_orbit_code': 45035996407922786, 'n': 4, 'trace_an': 128}
  • id: 55322405
    {'hecke_orbit_code': 45035996407922786, 'n': 5, 'trace_an': 238}
  • id: 55322406
    {'hecke_orbit_code': 45035996407922786, 'n': 6, 'trace_an': 448}
  • id: 55322407
    {'hecke_orbit_code': 45035996407922786, 'n': 7, 'trace_an': 0}
  • id: 55322408
    {'hecke_orbit_code': 45035996407922786, 'n': 8, 'trace_an': 1024}
  • id: 55322409
    {'hecke_orbit_code': 45035996407922786, 'n': 9, 'trace_an': 1972}
  • id: 55322410
    {'hecke_orbit_code': 45035996407922786, 'n': 10, 'trace_an': 1904}
  • id: 55322411
    {'hecke_orbit_code': 45035996407922786, 'n': 11, 'trace_an': 5848}
  • id: 55322412
    {'hecke_orbit_code': 45035996407922786, 'n': 12, 'trace_an': 3584}
  • id: 55322413
    {'hecke_orbit_code': 45035996407922786, 'n': 13, 'trace_an': -1316}
  • id: 55322414
    {'hecke_orbit_code': 45035996407922786, 'n': 14, 'trace_an': 0}
  • id: 55322415
    {'hecke_orbit_code': 45035996407922786, 'n': 15, 'trace_an': -2892}
  • id: 55322416
    {'hecke_orbit_code': 45035996407922786, 'n': 16, 'trace_an': 8192}
  • id: 55322417
    {'hecke_orbit_code': 45035996407922786, 'n': 17, 'trace_an': 47642}
  • id: 55322418
    {'hecke_orbit_code': 45035996407922786, 'n': 18, 'trace_an': 15776}
  • id: 55322419
    {'hecke_orbit_code': 45035996407922786, 'n': 19, 'trace_an': 41048}
  • id: 55322420
    {'hecke_orbit_code': 45035996407922786, 'n': 20, 'trace_an': 15232}
  • id: 55322421
    {'hecke_orbit_code': 45035996407922786, 'n': 21, 'trace_an': 0}
  • id: 55322422
    {'hecke_orbit_code': 45035996407922786, 'n': 22, 'trace_an': 46784}
  • id: 55322423
    {'hecke_orbit_code': 45035996407922786, 'n': 23, 'trace_an': -49316}
  • id: 55322424
    {'hecke_orbit_code': 45035996407922786, 'n': 24, 'trace_an': 28672}
  • id: 55322425
    {'hecke_orbit_code': 45035996407922786, 'n': 25, 'trace_an': -108816}
  • id: 55322426
    {'hecke_orbit_code': 45035996407922786, 'n': 26, 'trace_an': -10528}
  • id: 55322427
    {'hecke_orbit_code': 45035996407922786, 'n': 27, 'trace_an': 200312}
  • id: 55322428
    {'hecke_orbit_code': 45035996407922786, 'n': 28, 'trace_an': 0}
  • id: 55322429
    {'hecke_orbit_code': 45035996407922786, 'n': 29, 'trace_an': 172820}
  • id: 55322430
    {'hecke_orbit_code': 45035996407922786, 'n': 30, 'trace_an': -23136}
  • id: 55322431
    {'hecke_orbit_code': 45035996407922786, 'n': 31, 'trace_an': 70252}
  • id: 55322432
    {'hecke_orbit_code': 45035996407922786, 'n': 32, 'trace_an': 65536}
  • id: 55322433
    {'hecke_orbit_code': 45035996407922786, 'n': 33, 'trace_an': 197190}
  • id: 55322434
    {'hecke_orbit_code': 45035996407922786, 'n': 34, 'trace_an': 381136}
  • id: 55322435
    {'hecke_orbit_code': 45035996407922786, 'n': 35, 'trace_an': 0}
  • id: 55322436
    {'hecke_orbit_code': 45035996407922786, 'n': 36, 'trace_an': 126208}
  • id: 55322437
    {'hecke_orbit_code': 45035996407922786, 'n': 37, 'trace_an': -88166}
  • id: 55322438
    {'hecke_orbit_code': 45035996407922786, 'n': 38, 'trace_an': 328384}
  • id: 55322439
    {'hecke_orbit_code': 45035996407922786, 'n': 39, 'trace_an': -973336}
  • id: 55322440
    {'hecke_orbit_code': 45035996407922786, 'n': 40, 'trace_an': 121856}
  • id: 55322441
    {'hecke_orbit_code': 45035996407922786, 'n': 41, 'trace_an': 1156260}
  • id: 55322442
    {'hecke_orbit_code': 45035996407922786, 'n': 42, 'trace_an': 0}
  • id: 55322443
    {'hecke_orbit_code': 45035996407922786, 'n': 43, 'trace_an': 57544}
  • id: 55322444
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