Newform data - 300.8.a.b

Formats: - HTML - YAML - JSON - 2026-08-16T19:04:44.240550

• 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': 19200, 'analytic_conductor': 93.71550764523653, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [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': [300, 1, [151, 101, 277], [1, 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': [[7, [722, 1]], [11, [3994, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599761588524, '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': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '300.8.a.b', 'level': 300, '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, 3, 5], 'level_radical': 30, 'minimal_twist': '60.8.d.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-3^{3}q^{3}-722q^{7}+3^{6}q^{9}-3994q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '300.8.a', 'trace_display': [0, -27, 0, -722], 'trace_hash': 208528113827264542, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.054', 'prec': 7}, {'__RealLiteral__': 0, 'data': '1.004', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.138', 'prec': 10}, {'__RealLiteral__': 0, 'data': '1.982', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.370', 'prec': 10}, {'__RealLiteral__': 0, 'data': '4.908', 'prec': 14}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 4}, 'traces': [1, 0, -27, 0, 0, 0, -722, 0, 729, 0, -3994, 0, 3030, 0, 0, 0, -20582, 0, -25320, 0, 19494, 0, 66652, 0, 0, 0, -19683, 0, -152664, 0, -123776, 0, 107838, 0, 0, 0, -337886, 0, -81810, 0, 396530, 0, 442852, 0, 0, 0, 170432, 0, -302259, 0, 555714, 0, -1239426, 0, 0, 0, 683640, 0, -302354, 0, -2830198, 0, -526338, 0, 0, 0, 3741272, 0, -1799604, 0, -1007580, 0, 2404636, 0, 0, 0, 2883668, 0, 7517832, 0, 531441, 0, -5299628, 0, 0, 0, 4121928, 0, -7650250, 0, -2187660, 0, 3341952, 0, 0, 0, -10055944, 0, -2911626, 0, 11298688, 0, 10862318, 0, 0, 0, 12515124, 0, 11713282, 0, 9122922, 0, 29003166, 0, 0, 0, 2208870, 0, 14860204, 0, -3535135, 0, -10706310, 0, 0, 0, 38507758, 0, -11957004, 0, 15429402, 0, 18281040, 0, 0, 0, 42618054, 0, 1182604, 0, -4601664, 0, -12101820, 0, 0, 0, 8160993, 0, 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0, 23053682376, 0, 2566619086216, 0, -2540170183152, 0, 0, 0, -1427476499168, 0, -1724902904832, 0, -988690991382, 0, -87480132196, 0, 0, 0, -824987659500, 0, -1507378152102, 0, -1188185234716, 0, -230552529606, 0, 0, 0, -1529672830460, 0, 466535011608, 0, -647946895800, 0, 3555846068, 0, 0, 0, 1301672193174, 0, -620865159216, 0, -89704838016, 0, -103496682844, 0, 0, 0, -796958230608, 0, 685282900282, 0, -1310385480600, 0, 531365003424, 0, 0, 0, -237502023180, 0, -574849894032, 0, 1922362109024, 0, -1717846692720, 0, 0, 0, -1658284915152, 0, 855452817282, 0, -1050491222154, 0, 953510313080, 0, 0, 0, -179566473726, 0, -1174628167720, 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], [-27], [0], [0], [0], [-722], [0], [729], [0], [-3994], [0], [3030], [0], [0], [0], [-20582], [0], [-25320], [0], [19494], [0], [66652], [0], [0], [0], [-19683], [0], [-152664], [0], [-123776], [0], [107838], [0], [0], [0], [-337886], [0], [-81810], [0], [396530], [0], [442852], [0], [0], [0], [170432], [0], [-302259], [0], [555714], [0], [-1239426], [0], [0], [0], [683640], [0], [-302354], [0], [-2830198], [0], [-526338], [0], [0], [0], [3741272], [0], [-1799604], [0], [-1007580], [0], [2404636], [0], [0], [0], [2883668], [0], [7517832], [0], [531441], [0], [-5299628], [0], [0], [0], [4121928], [0], [-7650250], [0], [-2187660], [0], [3341952], [0], [0], [0], [-10055944], [0], [-2911626], [0]], 'ap': [[0], [-27], [0], [-722], [-3994], [3030], [-20582], [-25320], [66652], [-152664], [-123776], [-337886], [396530], [442852], [170432], [-1239426], [-302354], [-2830198], [3741272], [-1007580], [2404636], [7517832], [-5299628], [-7650250], [-10055944], [11298688], [10862318], [12515124], [11713282], [29003166], [38507758], [15429402], [42618054], [1182604], [-8638748], [-53016080], [67845446], [-40563760], [102929964], [57729338], [-1394354], [84657290], [68332404], [-13787012], [-25156498], [-136319928], [196309740], [229879750], [-213843860], [-78383506], [-166948630], [35964332], [-84335402], [223657338], [366466374], [-198986708], [155449464], [-481312496], [24339826], [274529886], [79888256], [-187992834], [-955765596], [995378004], [-650637092], [-749473382], [-788545808], [-968870876], [-512591916], [-1207509806], [-201922054], [-1076110224], [-153072722], [167575782], [880516532], [-741580504], [1606595804], [-1412798846], [1336028086], [-900104026], [121163618], [2118660430], [-397856272], [-3050515892], [519220392], [-347660052], [3488856942], [3532729600], [4108193796], [1341070986], [1108576884], [3038169116], [-27981774], [4067149434], [-4383786744], [4269649488], [-2489393832], [-1707470858], [2948129456], [3069165298], [3738292636], [-980358714], [3894699020], [-831489466], [-1484291600], [5330127856], [9045662388], [-5414497218], [-1818412176], [-9043860622], [-686937046], [-5776669334], [9133157242], [-767434684], [-3850299928], [5194075154], [4442571768], [-2839445256], [-8732291198], [-6740188598], [-7844243302], [-53450220], [-11653919462], [9966397828], [4458222928], [-5007663784], [3672930486], [16061845592], [7745356626], [2557162322], [-11680569920], [-6072036672], [22222950392], [-16209848558], [17243951022], [-661570782], [-9815926926], [10361168416], [6689489386], [26030601474], [7267919140], [-25467234944], [-26397616374], [-14930665364], [6483549498], [-9699496664], [-13879658686], [-5368174734], [-19163621740], [24341338164], [-15547371418], [-28099264290], [6350205144], [9199739628], [18190486164], [8159264208], [25488873432], [-16834288818], [-9505336456], [27048435500], [-21312468876], [45490260998], [-10897516330], [-49541300742], [36618184866], [-17279074504], [-19680185312], [38907082302], [31020724694], [-46580455518], [-37562602218], [-28771557978], [-19827121408], [-5962798876], [30041008096], [7808633022], [48895663844], [-71968222140], [-8680906190], [32542100366], [-66434990078], [-26245452014], [21471122066], [1515601878], [-39071204440], [41424525180], [74297043142], [12815752736], [4580058722], [5078664844], [61304048532], [16881364708], [68633598436], [-1819497036], [-34174911036], [62602444302], [114883610382], [19465623990], [55845634278], [9262249400], [74465665524], [-88256665896], [-7829992914], [-81424071026], [86000982374], [-67177066602], [37143700536], [44897881732], [130886309806], [-25534454432], [14251528724], [43558073460], [-108628883218], [56681885508], [-64664569436], [53525316070], [-29656597834], [-19570116074], [48517767776], [63224911702], [1294700262], [191684593696], [37219507650], [147152296418], [-65140732620], [-110846491194], [155984003014], [-203376911672], [-148766528374], [112915427270], [137408509982], [121882032460], [-102137948440], [37282214238], [-239373642584], [-60996688268], [-215010596610], [48667094102], [60677144118], [165354577092], [-27993607332], [-114933489592], [-42264544526], [-81562890158], [-245684552702], [-78494912268], [105820159110], [-190399461474], [76859658560], [77083266556], [-47654660166], [203440336322], [224349155756], [208906539382], [-47853350314], [-219431213382], [-140339018558], [198376029848], [348113942510], [270235975532], [193751155062], [-139846150244], [-57310945922], [-86477062750], [371323366998], [-263372231728], [83348956188], [32946080258], [-83309057408], [294172543674], [78295972886], [197348071892], [-35916114052], [-331490432576], [296276216500], [106841613614], [-90974984788], [193740938210], [68919821078], [-211393063398], [269729486148], [67804575512], [264310181552], [182241990142], [416711576012], [431914864508], [-435830137512], [-432504122422], [284617187264], [134840397026], [-136721978404], [132149289924], [3673184610], [-542457261474], [-2618447894], [-172598489676], [-283589260680], [-274152076110], [180954920966], [80838217428], [402550861676], [-493679417454], [292980155792], [106327300092], [-133491777064], [-379240772816], [35366657492], [-137138860450], [-158819367164], [-131295910266], [478322333268], [-48517489080], [-374030787090], [152878151580], [319802349112], [262921236902], [-449598096626], [-244893410732], [466495044700], [-22160475246], [318349606640], [-634610937316], [48118323744], [466581755578], [-492920540046], [73764155654], [559087142076], [-385661762436], [327499924840], [119381032306], [229043356894], [-196131425642], [549471227936], [699639400940], [283234761948], [593234055108], [77987943622], [-293193802518], [88773806122], [-763210097426], [-953728363962], [467412867170], [-47607201088], [673311295352], [-330496729082], [-922143681642], [-110433298938], [622531581212], [-145023690860], [364959311634], [133670601380], [201558880368], [-248137952664], [598768419606], [-581658643030], [738720008994], [-302982553152], [-454626971682], [696587763790], [92937681484], [-271018858706], [-231108405486], [-304494791880], [-707356960282], [-249524313240], [168863731600], [-815772405834], [66541569246], [1109275214010], [1557350083510], [-98599876396], [897452860888], [1207643824248], [-216910010208], [1176293479650], [-1133014918234], [-1394091024152], [257203978536], [-50620001010], [-272169487000], [-1551149812956], [-409770346258], [1545196413878], [144141774266], [1036103800116], [320583602724], [364637210448], [-802572019318], [356972616804], [-506037738116], [1568789961746], [-781265758482], [682449583830], [-97474144024], [-627591545720], [1482829495744], [-5959565920], [-425835395414], [-2070761733808], [1920854260932], [-1052577434618], [162167582950], [293443614614], [1589704193670], [1088553771096], [-777419049976], [-1776207747846], [881307788838], [-1718104452304], [-644498862126], [1098187502216], [-2180723958858], [299822096508], [-429422150000], [1372746264220], [-194404777480], [715573683176], [-2360124385794], [-1040383139474], [-93021935916], [492134119764], [-1354105167418], [-1427476499168], [-1507378152102], [3555846068], [1301672193174], [-103496682844], [685282900282], [-1310385480600], [-1174628167720]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599761588524, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '300.8.a.b', 'level': 300, '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': [0, 0, 0, 0, 5, 6, 6, 5], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [6, 6, 6, 6, 3, 3, 3, 3], 'ALdims_old': [51, 48, 48, 51, 46, 45, 45, 46], 'Nk2': 19200, 'analytic_conductor': 93.71550764523653, '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': [300, 1, [151, 101, 277], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 402, 'dim': 22, 'eis_dim': 36, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 134218028, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3], 'label': '300.8.a', 'level': 300, '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, 3, 5], 'level_radical': 30, 'mf_dim': 438, 'mf_new_dim': 22, 'num_forms': 14, 'plus_dim': 12, 'prim_orbit_index': 1, 'relative_dim': 22, 'sturm_bound': 480, 'trace_bound': 11, 'trace_display': [0, 0, 0, 840], 'traces': [22, 0, 0, 0, 0, 0, 840, 0, 16038, 0, 5572, 0, 11700, 0, 0, 0, 8220, 0, -58510, 0, 28998, 0, 86160, 0, 0, 0, 0, 0, -231108, 0, -292042, 0, 272160, 0, 0, 0, 5700, 0, -155790, 0, -1301600, 0, 2095920, 0, 0, 0, -1736400, 0, 2468112, 0, -818532, 0, 3320700, 0, 0, 0, -320760, 0, 686252, 0, -1936066, 0, 612360, 0, 0, 0, -2282880, 0, -1040148, 0, -2087760, 0, -304620, 0, 0, 0, -2270400, 0, 1837424, 0, 11691702, 0, -1929840, 0, 0, 0, 3314520, 0, 10635760, 0, 13246510, 0, -5336280, 0, 0, 0, 14536500, 0, 4061988, 0, 46818296, 0, -12088680, 0, 0, 0, 9144480, 0, -21872926, 0, 2624724, 0, -41152740, 0, 0, 0, 8529300, 0, -15496372, 0, 51573910, 0, -6356880, 0, 0, 0, -77160, 0, -16522218, 0, 90504144, 0, -57610560, 0, 0, 0, 4453020, 0, 157240568, 0, 24924132, 0, 35637600, 0, 0, 0, -21228480, 0, 64496564, 0, 107121890, 0, 5992380, 0, 0, 0, 62164260, 0, -22580856, 0, 61701692, 0, 139848240, 0, 0, 0, -203487360, 0, -156417324, 0, -42653790, 0, 156087420, 0, 0, 0, 104178960, 0, 383145452, 0, 62267690, 0, -4315680, 0, 0, 0, -206399520, 0, 21139542, 0, -184770732, 0, 16890660, 0, 0, 0, -49259460, 0, -48628486, 0, 100319742, 0, 319302960, 0, 0, 0, 62810640, 0, -9802260, 0, 17508050, 0, -88588080, 0, 0, 0, 583555680, 0, -24284124, 0, 189145260, 0, -51862920, 0, 0, 0, -722941200, 0, -472328302, 0, 113565348, 0, -137954340, 0, 0, 0, 480236040, 0, 552660184, 0, 584648186, 0, 0, 0, 0, 0, 192924000, 0, -613487628, 0, 297414336, 0, -754228800, 0, 0, 0, -461426820, 0, 278574604, 0, -168477732, 0, -654430080, 0, 0, 0, 720718560, 0, 509006508, 0, 449413808, 0, -621108000, 0, 0, 0, 1066589940, 0, -212898618, 0, -1639698708, 0, -731414400, 0, 0, 0, -2012269680, 0, -1072578758, 0, 680730426, 0, 937020060, 0, 0, 0, 198404640, 0, 1142221140, 0, -1482949478, 0, -447771240, 0, 0, 0, 1062988800, 0, -1352967192, 0, 20957268, 0, 246244980, 0, 0, 0, -2086379220, 0, -1044384408, 0, -737227656, 0, 2846876640, 0, 0, 0, 1790365680, 0, 2893174372, 0, -3341934856, 0, 4155300, 0, 0, 0, 407576100, 0, -2015732304, 0, -1192466492, 0, 97428240, 0, 0, 0, -3803851440, 0, -3215890492, 0, -113570910, 0, 2695076460, 0, 0, 0, 2780036640, 0, 2562313872, 0, -662149608, 0, -954348480, 0, 0, 0, 3515182440, 0, -948866400, 0, -5217632376, 0, 1031992980, 0, 0, 0, -7262574600, 0, -1877358106, 0, 64065168, 0, 1334533440, 0, 0, 0, 1527925680, 0, 3489037648, 0, 1464511272, 0, -1257593040, 0, 0, 0, 2052832980, 0, -3823147890, 0, -278904208, 0, -1201088400, 0, 0, 0, -5146559520, 0, -1072473142, 0, 835019604, 0, 1630896000, 0, 0, 0, 4682250360, 0, 6261786736, 0, -286440820, 0, -1265835600, 0, 0, 0, 5748582000, 0, -2401742340, 0, 375376756, 0, -5654074140, 0, 0, 0, -12022472640, 0, -603939466, 0, 1799253648, 0, 2477251920, 0, 0, 0, 8150482440, 0, 10030099344, 0, 5986220400, 0, -3108776760, 0, 0, 0, 4535774340, 0, -596709828, 0, 1825486632, 0, -8914606440, 0, 0, 0, -8566235280, 0, -14838987518, 0, 1439608086, 0, 1644994560, 0, 0, 0, 2420790300, 0, 13487014612, 0, 5824040380, 0, -4395539520, 0, 0, 0, 12672089640, 0, -8369067150, 0, 2450759688, 0, -30596760, 0, 0, 0, -16390054080, 0, -8597097838, 0, 2744933184, 0, 4414020240, 0, 0, 0, 10076529600, 0, 6479352036, 0, 13210553596, 0, -233834040, 0, 0, 0, 6403285440, 0, -11450801412, 0, -9094993996, 0, 1453983120, 0, 0, 0, -10774038000, 0, 10491582574, 0, 500277708, 0, 10171233000, 0, 0, 0, 8013712320, 0, 20973287712, 0, 4564215986, 0, -3677017680, 0, 0, 0, 2213832720, 0, -1411392114, 0, 18492274740, 0, 3743226720, 0, 0, 0, -15662369700, 0, 9352898590, 0, -3079895832, 0, 19057315920, 0, 0, 0, 446410440, 0, 1444511428, 0, -17526567790, 0, -288314640, 0, 0, 0, 1794973140, 0, 2503722798, 0, -16071900388, 0, -2855610720, 0, 0, 0, -24919892640, 0, -20429073890, 0, 7965882252, 0, 2761750140, 0, 0, 0, 12824188920, 0, 13375463688, 0, 1019963966, 0, -1664219520, 0, 0, 0, 3048148920, 0, -4974842772, 0, -930070260, 0, 1015953060, 0, 0, 0, -8418233700, 0, -18505424038, 0, -758267892, 0, -2587670640, 0, 0, 0, 6101749440, 0, 25290138464, 0, -4028893906, 0, 983071080, 0, 0, 0, 16452974100, 0, -1521977040, 0, 27313089688, 0, 3608419920, 0, 0, 0, -14820448560, 0, -14687646648, 0, 7037590122, 0, -4297998660, 0, 0, 0, -222067980, 0, 37526978264, 0, 1929017156, 0, -11427415200, 0, 0, 0, -4421345760, 0, -17803664730, 0, -19181606716, 0, -11198921820, 0, 0, 0, 15825561420, 0, 46133268646, 0, -6581267280, 0, 19807134960, 0, 0, 0, 5895393840, 0, -55048523520, 0, 44325514976, 0, -1655121600, 0, 0, 0, 23988408120, 0, -20095846200, 0, 24369942772, 0, -33782918880, 0, 0, 0, -14628581520, 0, 6760017602, 0, 1339482096, 0, -19095358080, 0, 0, 0, -932322960, 0, -37078579916, 0, -60744221432, 0, -1029348000, 0, 0, 0, 2261051880, 0, 8523250758, 0, -77627446948, 0, -5106056700, 0, 0, 0, 24153058560, 0, -5548813960, 0, 6133901850, 0, -23368839840, 0, 0, 0, -1406853360, 0, -40843215576, 0, 58857793664, 0, 4626622800, 0, 0, 0, -17024430060, 0, 39302970552, 0, 17865754464, 0, 35368307760, 0, 0, 0, 8085969600, 0, -82254163474, 0, -20758823856, 0, -36678159780, 0, 0, 0, -20738941920, 0, 75923680800, 0, -77051427360, 0, 2416285080, 0, 0, 0, -23384837520, 0, 5228856072, 0, 5425224216, 0, 11099261400, 0, 0, 0, 32775318780, 0, 2054137752, 0, 7753469040, 0, 53395644000, 0, 0, 0, -16805364840, 0, 15856441608, 0, -42636720910, 0, 23511270600, 0, 0, 0, -36511158240, 0, 9656705790, 0, -74904722188, 0, 3225967560, 0, 0, 0, 21160436640, 0, 69028579676, 0, -10378041894, 0, -9897688260, 0, 0, 0, -3890148120, 0, -81691791748, 0, 35767330714, 0, 23700003840, 0, 0, 0, -27308437080, 0, 18283656906, 0, 91344789896, 0, 37041601380, 0, 0, 0, 74064086700, 0, 108089883920, 0, -41868532800, 0, -27028201920, 0, 0, 0, -56779885440, 0, -171204821376, 0, -134968266410, 0, 10597108500, 0, 0, 0, -60267018300, 0, 53680177116, 0, -98461995600, 0, 42685453680, 0, 0, 0, 93108878400, 0, 1768644928, 0, 2961189252, 0, -38522495040, 0, 0, 0, -67835685600, 0, -103007491812, 0, 147617280984, 0, -19164768480, 0, 0, 0, -27846521520, 0, 34130537784, 0, 31130119956, 0, 49763289600, 0, 0, 0, 84817386240, 0, -180677840206, 0, -54818731206, 0, 31059439200, 0, 0, 0, -8812647720, 0, 74838148644, 0, -104984670060, 0, 40635587520, 0, 0, 0, -46940863740, 0, 21713805918, 0, 139660728460, 0, -70663309920, 0, 0, 0, 106542346560, 0, 91033262620, 0, 77315367888, 0, -67011579780, 0, 0, 0, -82774509120, 0, 62645869284, 0, 59691533520, 0, 6666325920, 0, 0, 0, -17058523560, 0, -26163043740, 0, -196304464044, 0, 16261297920, 0, 0, 0, 134588886300, 0, 218919741360, 0, -15945363054, 0, -94241448960, 0, 0, 0, -50363674560, 0, -133378260772, 0, 208327997726, 0, 58529397960, 0, 0, 0, -58434696300, 0, 1913423796, 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: 232855
    {'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': False, 'source_label': '300.8.a.b', 'source_level': 300, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '60.8.d.a', 'target_level': 60, 'twist_class_label': '60.8.d.a', 'twist_class_level': 60, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 232856
    {'conductor': 15, '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': False, 'source_label': '300.8.a.b', 'source_level': 300, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '180.8.d.a', 'target_level': 180, 'twist_class_label': '60.8.d.a', 'twist_class_level': 60, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 8}
  • id: 232857
    {'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': False, 'source_label': '300.8.a.b', 'source_level': 300, 'target_char_orbit': 6, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '240.8.f.b', 'target_level': 240, 'twist_class_label': '60.8.d.a', 'twist_class_level': 60, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 8}
  • id: 232858
    {'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': False, 'source_label': '300.8.a.b', 'source_level': 300, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '300.8.a.b', 'target_level': 300, 'twist_class_label': '60.8.d.a', 'twist_class_level': 60, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 232859
    {'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': False, 'source_label': '300.8.a.b', 'source_level': 300, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '300.8.a.f', 'target_level': 300, 'twist_class_label': '60.8.d.a', 'twist_class_level': 60, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 670825
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588524, 'p': 2}
  • id: 670826
    {'charpoly_factorization': [[[27, 1], 1]], 'hecke_orbit_code': 4503599761588524, 'p': 3}
  • id: 670827
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588524, 'p': 5}
  • id: 670828
    {'charpoly_factorization': [[[722, 1], 1]], 'hecke_orbit_code': 4503599761588524, 'p': 7}
  • id: 670829
    {'charpoly_factorization': [[[3994, 1], 1]], 'hecke_orbit_code': 4503599761588524, 'p': 11}
  • id: 670830
    {'charpoly_factorization': [[[-3030, 1], 1]], 'hecke_orbit_code': 4503599761588524, 'p': 13}
  • id: 670831
    {'charpoly_factorization': [[[20582, 1], 1]], 'hecke_orbit_code': 4503599761588524, 'p': 17}
  • id: 670832
    {'charpoly_factorization': [[[25320, 1], 1]], 'hecke_orbit_code': 4503599761588524, 'p': 19}
  • id: 670833
    {'charpoly_factorization': [[[-66652, 1], 1]], 'hecke_orbit_code': 4503599761588524, 'p': 23}
  • id: 670834
    {'charpoly_factorization': [[[152664, 1], 1]], 'hecke_orbit_code': 4503599761588524, 'p': 29}
  • id: 670835
    {'charpoly_factorization': [[[123776, 1], 1]], 'hecke_orbit_code': 4503599761588524, 'p': 31}
  • id: 670836
    {'charpoly_factorization': [[[337886, 1], 1]], 'hecke_orbit_code': 4503599761588524, 'p': 37}
  • id: 670837
    {'charpoly_factorization': [[[-396530, 1], 1]], 'hecke_orbit_code': 4503599761588524, 'p': 41}
  • id: 670838
    {'charpoly_factorization': [[[-442852, 1], 1]], 'hecke_orbit_code': 4503599761588524, 'p': 43}
  • id: 670839
    {'charpoly_factorization': [[[-170432, 1], 1]], 'hecke_orbit_code': 4503599761588524, 'p': 47}
  • id: 670840
    {'charpoly_factorization': [[[1239426, 1], 1]], 'hecke_orbit_code': 4503599761588524, 'p': 53}
  • id: 670841
    {'charpoly_factorization': [[[302354, 1], 1]], 'hecke_orbit_code': 4503599761588524, 'p': 59}
  • id: 670842
    {'charpoly_factorization': [[[2830198, 1], 1]], 'hecke_orbit_code': 4503599761588524, 'p': 61}
  • id: 670843
    {'charpoly_factorization': [[[-3741272, 1], 1]], 'hecke_orbit_code': 4503599761588524, 'p': 67}
  • id: 670844
    {'charpoly_factorization': [[[1007580, 1], 1]], 'hecke_orbit_code': 4503599761588524, 'p': 71}
  • id: 670845
    {'charpoly_factorization': [[[-2404636, 1], 1]], 'hecke_orbit_code': 4503599761588524, 'p': 73}
  • id: 670846
    {'charpoly_factorization': [[[-7517832, 1], 1]], 'hecke_orbit_code': 4503599761588524, 'p': 79}
  • id: 670847
    {'charpoly_factorization': [[[5299628, 1], 1]], 'hecke_orbit_code': 4503599761588524, 'p': 83}
  • id: 670848
    {'charpoly_factorization': [[[7650250, 1], 1]], 'hecke_orbit_code': 4503599761588524, 'p': 89}
  • id: 670849
    {'charpoly_factorization': [[[10055944, 1], 1]], 'hecke_orbit_code': 4503599761588524, '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': '300.8.a.b', 'level': 300, '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: 19598778
    {'hecke_orbit_code': 4503599761588524, 'n': 1, 'trace_an': 1}
  • id: 19598779
    {'hecke_orbit_code': 4503599761588524, 'n': 2, 'trace_an': 0}
  • id: 19598780
    {'hecke_orbit_code': 4503599761588524, 'n': 3, 'trace_an': -27}
  • id: 19598781
    {'hecke_orbit_code': 4503599761588524, 'n': 4, 'trace_an': 0}
  • id: 19598782
    {'hecke_orbit_code': 4503599761588524, 'n': 5, 'trace_an': 0}
  • id: 19598783
    {'hecke_orbit_code': 4503599761588524, 'n': 6, 'trace_an': 0}
  • id: 19598784
    {'hecke_orbit_code': 4503599761588524, 'n': 7, 'trace_an': -722}
  • id: 19598785
    {'hecke_orbit_code': 4503599761588524, 'n': 8, 'trace_an': 0}
  • id: 19598786
    {'hecke_orbit_code': 4503599761588524, 'n': 9, 'trace_an': 729}
  • id: 19598787
    {'hecke_orbit_code': 4503599761588524, 'n': 10, 'trace_an': 0}
  • id: 19598788
    {'hecke_orbit_code': 4503599761588524, 'n': 11, 'trace_an': -3994}
  • id: 19598789
    {'hecke_orbit_code': 4503599761588524, 'n': 12, 'trace_an': 0}
  • id: 19598790
    {'hecke_orbit_code': 4503599761588524, 'n': 13, 'trace_an': 3030}
  • id: 19598791
    {'hecke_orbit_code': 4503599761588524, 'n': 14, 'trace_an': 0}
  • id: 19598792
    {'hecke_orbit_code': 4503599761588524, 'n': 15, 'trace_an': 0}
  • id: 19598793
    {'hecke_orbit_code': 4503599761588524, 'n': 16, 'trace_an': 0}
  • id: 19598794
    {'hecke_orbit_code': 4503599761588524, 'n': 17, 'trace_an': -20582}
  • id: 19598795
    {'hecke_orbit_code': 4503599761588524, 'n': 18, 'trace_an': 0}
  • id: 19598796
    {'hecke_orbit_code': 4503599761588524, 'n': 19, 'trace_an': -25320}
  • id: 19598797
    {'hecke_orbit_code': 4503599761588524, 'n': 20, 'trace_an': 0}
  • id: 19598798
    {'hecke_orbit_code': 4503599761588524, 'n': 21, 'trace_an': 19494}
  • id: 19598799
    {'hecke_orbit_code': 4503599761588524, 'n': 22, 'trace_an': 0}
  • id: 19598800
    {'hecke_orbit_code': 4503599761588524, 'n': 23, 'trace_an': 66652}
  • id: 19598801
    {'hecke_orbit_code': 4503599761588524, 'n': 24, 'trace_an': 0}
  • id: 19598802
    {'hecke_orbit_code': 4503599761588524, 'n': 25, 'trace_an': 0}
  • id: 19598803
    {'hecke_orbit_code': 4503599761588524, 'n': 26, 'trace_an': 0}
  • id: 19598804
    {'hecke_orbit_code': 4503599761588524, 'n': 27, 'trace_an': -19683}
  • id: 19598805
    {'hecke_orbit_code': 4503599761588524, 'n': 28, 'trace_an': 0}
  • id: 19598806
    {'hecke_orbit_code': 4503599761588524, 'n': 29, 'trace_an': -152664}
  • id: 19598807
    {'hecke_orbit_code': 4503599761588524, 'n': 30, 'trace_an': 0}
  • id: 19598808
    {'hecke_orbit_code': 4503599761588524, 'n': 31, 'trace_an': -123776}
  • id: 19598809
    {'hecke_orbit_code': 4503599761588524, 'n': 32, 'trace_an': 0}
  • id: 19598810
    {'hecke_orbit_code': 4503599761588524, 'n': 33, 'trace_an': 107838}
  • id: 19598811
    {'hecke_orbit_code': 4503599761588524, 'n': 34, 'trace_an': 0}
  • id: 19598812
    {'hecke_orbit_code': 4503599761588524, 'n': 35, 'trace_an': 0}
  • id: 19598813
    {'hecke_orbit_code': 4503599761588524, 'n': 36, 'trace_an': 0}
  • id: 19598814
    {'hecke_orbit_code': 4503599761588524, 'n': 37, 'trace_an': -337886}
  • id: 19598815
    {'hecke_orbit_code': 4503599761588524, 'n': 38, 'trace_an': 0}
  • id: 19598816
    {'hecke_orbit_code': 4503599761588524, 'n': 39, 'trace_an': -81810}
  • id: 19598817
    {'hecke_orbit_code': 4503599761588524, 'n': 40, 'trace_an': 0}
  • id: 19598818
    {'hecke_orbit_code': 4503599761588524, 'n': 41, 'trace_an': 396530}
  • id: 19598819
    {'hecke_orbit_code': 4503599761588524, 'n': 42, 'trace_an': 0}
  • id: 19598820
    {'hecke_orbit_code': 4503599761588524, 'n': 43, 'trace_an': 442852}
  • id: 19598821
    {'hecke_orbit_code': 4503599761588524, 'n': 44, 'trace_an': 0}
  • id: 19598822
    {'hecke_orbit_code': 4503599761588524, 'n': 45, 'trace_an': 0}
  • id: 19598823
    {'hecke_orbit_code': 4503599761588524, 'n': 46, 'trace_an': 0}
  • id: 19598824
    {'hecke_orbit_code': 4503599761588524, 'n': 47, 'trace_an': 170432}
  • id: 19598825
    {'hecke_orbit_code': 4503599761588524, 'n': 48, 'trace_an': 0}
  • id: 19598826
    {'hecke_orbit_code': 4503599761588524, 'n': 49, 'trace_an': -302259}
  • id: 19598827
    {'hecke_orbit_code': 4503599761588524, 'n': 50, 'trace_an': 0}
  • id: 19598828
    {'hecke_orbit_code': 4503599761588524, 'n': 51, 'trace_an': 555714}
  • id: 19598829
    {'hecke_orbit_code': 4503599761588524, 'n': 52, 'trace_an': 0}
  • id: 19598830
    {'hecke_orbit_code': 4503599761588524, 'n': 53, 'trace_an': -1239426}
  • id: 19598831
    {'hecke_orbit_code': 4503599761588524, 'n': 54, 'trace_an': 0}
  • id: 19598832
    {'hecke_orbit_code': 4503599761588524, 'n': 55, 'trace_an': 0}
  • id: 19598833
    {'hecke_orbit_code': 4503599761588524, 'n': 56, 'trace_an': 0}
  • id: 19598834
    {'hecke_orbit_code': 4503599761588524, 'n': 57, 'trace_an': 683640}
  • id: 19598835
    {'hecke_orbit_code': 4503599761588524, 'n': 58, 'trace_an': 0}
  • id: 19598836
    {'hecke_orbit_code': 4503599761588524, 'n': 59, 'trace_an': -302354}
  • id: 19598837
    {'hecke_orbit_code': 4503599761588524, 'n': 60, 'trace_an': 0}
  • id: 19598838
    {'hecke_orbit_code': 4503599761588524, 'n': 61, 'trace_an': -2830198}
  • id: 19598839
    {'hecke_orbit_code': 4503599761588524, 'n': 62, 'trace_an': 0}
  • id: 19598840
    {'hecke_orbit_code': 4503599761588524, 'n': 63, 'trace_an': -526338}
  • id: 19598841
    {'hecke_orbit_code': 4503599761588524, 'n': 64, 'trace_an': 0}
  • id: 19598842
    {'hecke_orbit_code': 4503599761588524, 'n': 65, 'trace_an': 0}
  • id: 19598843
    {'hecke_orbit_code': 4503599761588524, 'n': 66, 'trace_an': 0}
  • id: 19598844
    {'hecke_orbit_code': 4503599761588524, 'n': 67, 'trace_an': 3741272}
  • id: 19598845
    {'hecke_orbit_code': 4503599761588524, 'n': 68, 'trace_an': 0}
  • id: 19598846
    {'hecke_orbit_code': 4503599761588524, 'n': 69, 'trace_an': -1799604}
  • id: 19598847
    {'hecke_orbit_code': 4503599761588524, 'n': 70, 'trace_an': 0}
  • id: 19598848
    {'hecke_orbit_code': 4503599761588524, 'n': 71, 'trace_an': -1007580}
  • id: 19598849
    {'hecke_orbit_code': 4503599761588524, 'n': 72, 'trace_an': 0}
  • id: 19598850
    {'hecke_orbit_code': 4503599761588524, 'n': 73, 'trace_an': 2404636}
  • id: 19598851
    {'hecke_orbit_code': 4503599761588524, 'n': 74, 'trace_an': 0}
  • id: 19598852
    {'hecke_orbit_code': 4503599761588524, 'n': 75, 'trace_an': 0}
  • id: 19598853
    {'hecke_orbit_code': 4503599761588524, 'n': 76, 'trace_an': 0}
  • id: 19598854
    {'hecke_orbit_code': 4503599761588524, 'n': 77, 'trace_an': 2883668}
  • id: 19598855
    {'hecke_orbit_code': 4503599761588524, 'n': 78, 'trace_an': 0}
  • id: 19598856
    {'hecke_orbit_code': 4503599761588524, 'n': 79, 'trace_an': 7517832}
  • id: 19598857
    {'hecke_orbit_code': 4503599761588524, 'n': 80, 'trace_an': 0}
  • id: 19598858
    {'hecke_orbit_code': 4503599761588524, 'n': 81, 'trace_an': 531441}
  • id: 19598859
    {'hecke_orbit_code': 4503599761588524, 'n': 82, 'trace_an': 0}
  • id: 19598860
    {'hecke_orbit_code': 4503599761588524, 'n': 83, 'trace_an': -5299628}
  • id: 19598861
    {'hecke_orbit_code': 4503599761588524, 'n': 84, 'trace_an': 0}
  • id: 19598862
    {'hecke_orbit_code': 4503599761588524, 'n': 85, 'trace_an': 0}
  • id: 19598863
    {'hecke_orbit_code': 4503599761588524, 'n': 86, 'trace_an': 0}
  • id: 19598864
    {'hecke_orbit_code': 4503599761588524, 'n': 87, 'trace_an': 4121928}
  • id: 19598865
    {'hecke_orbit_code': 4503599761588524, 'n': 88, 'trace_an': 0}
  • id: 19598866
    {'hecke_orbit_code': 4503599761588524, 'n': 89, 'trace_an': -7650250}
  • id: 19598867
    {'hecke_orbit_code': 4503599761588524, 'n': 90, 'trace_an': 0}
  • id: 19598868
    {'hecke_orbit_code': 4503599761588524, 'n': 91, 'trace_an': -2187660}
  • id: 19598869
    {'hecke_orbit_code': 4503599761588524, 'n': 92, 'trace_an': 0}
  • id: 19598870
    {'hecke_orbit_code': 4503599761588524, 'n': 93, 'trace_an': 3341952}
  • id: 19598871
    {'hecke_orbit_code': 4503599761588524, 'n': 94, 'trace_an': 0}
  • id: 19598872
    {'hecke_orbit_code': 4503599761588524, 'n': 95, 'trace_an': 0}
  • id: 19598873
    {'hecke_orbit_code': 4503599761588524, 'n': 96, 'trace_an': 0}
  • id: 19598874
    {'hecke_orbit_code': 4503599761588524, 'n': 97, 'trace_an': -10055944}
  • id: 19598875
    {'hecke_orbit_code': 4503599761588524, 'n': 98, 'trace_an': 0}
  • id: 19598876
    {'hecke_orbit_code': 4503599761588524, 'n': 99, 'trace_an': -2911626}
  • id: 19598877
    {'hecke_orbit_code': 4503599761588524, 'n': 100, 'trace_an': 0}