Newform data - 84.8.a.c

Formats: - HTML - YAML - JSON - 2025-07-23T11:27:57.189739+00:00

• 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': 5376, 'analytic_conductor': 26.24034214066623, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 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': [84, 1, [43, 29, 73], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 3649, 'field_disc_factorization': [[41, 1], [89, 1]], 'field_poly': [-912, -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': [[5, [-113940, -264, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199388958804, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 12, 'hecke_ring_index_factorization': [[2, 2], [3, 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': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '84.8.a.c', 'level': 84, '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, 7], 'level_radical': 42, 'minimal_twist': '84.8.a.c', 'nf_label': '2.2.3649.1', 'prim_orbit_index': 1, 'qexp_display': 'q-3^{3}q^{3}+(132-\\beta )q^{5}+7^{3}q^{7}+3^{6}q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '84.8.a', 'trace_display': [0, -54, 264, 686], 'trace_hash': 1107367017611293890, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.026', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.949', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.109', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.292', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.679', 'prec': 17}, {'__RealLiteral__': 0, 'data': '61.325', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 0, -54, 0, 264, 0, 686, 0, 1458, 0, -4980, 0, -10148, 0, -7128, 0, 17832, 0, 6256, 0, -18522, 0, 14052, 0, 141326, 0, -39366, 0, 243588, 0, 470824, 0, 134460, 0, 90552, 0, 311116, 0, 273996, 0, 919248, 0, -112616, 0, 192456, 0, -102456, 0, 235298, 0, -481464, 0, 2720028, 0, 1181736, 0, -168912, 0, -19008, 0, -925148, 0, 500094, 0, 4965936, 0, -2053424, 0, -379404, 0, -869508, 0, 3505228, 0, -3815802, 0, -1708140, 0, -6640856, 0, 1062882, 0, 7856760, 0, -14723496, 0, -6576876, 0, -9330384, 0, -3480764, 0, -12712248, 0, -3903312, 0, -2220212, 0, -3630420, 0, 12477264, 0, -14694248, 0, -2444904, 0, -20198244, 0, -7060724, 0, -8400132, 0, 32015364, 0, -16273368, 0, -7397892, 0, 6116376, 0, -13700470, 0, -24819696, 0, 67390224, 0, -32791688, 0, 3040632, 0, 57376632, 0, 2145808, 0, -5196312, 0, 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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, 0], [-27, 0], [0, 0], [132, -1], [0, 0], [343, 0], [0, 0], [729, 0], [0, 0], [-2490, -7], [0, 0], [-5074, -24], [0, 0], [-3564, 27], [0, 0], [8916, 65], [0, 0], [3128, 18], [0, 0], [-9261, 0], [0, 0], [7026, 69], [0, 0], [70663, -264], [0, 0], [-19683, 0], [0, 0], [121794, -50], [0, 0], [235412, 18], [0, 0], [67230, 189], [0, 0], [45276, -343], [0, 0], [155558, -780], [0, 0], [136998, 648], [0, 0], [459624, 407], [0, 0], [-56308, 1380], [0, 0], [96228, -729], [0, 0], [-51228, 2050], [0, 0], [117649, 0], [0, 0], [-240732, -1755], [0, 0], [1360014, -1896], [0, 0], [590868, 1566], [0, 0], [-84456, -486], [0, 0], [-9504, -7110], [0, 0], [-462574, 5514], [0, 0], [250047, 0], [0, 0], [2482968, 1906], [0, 0], [-1026712, -8778], [0, 0], [-189702, -1863], [0, 0], [-434754, 5387], [0, 0], [1752614, 10278], [0, 0], [-1907901, 7128], [0, 0], [-854070, -2401], [0, 0], [-3320428, -9486], [0, 0], [531441, 0], [0, 0], [3928380, 12244], [0, 0], [-7361748, -336], [0, 0], [-3288438, 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[3282475784, 4684320], [2380909170, -302009], [-2129646820, 2891208], [1357321104, -9810956], [991592268, 226375], [589841124, -1576219], [2217988652, 1147464], [2825494310, 6325320], [-4625491312, 5567106], [4586458974, 2164012], [-5612952816, -509322], [-507964698, -9118546], [-2180725888, -8021850], [-166045270, -5724828], [-5213108856, -5605362], [-6357433596, -2099359], [8101809846, 2553967], [8309895698, 3464724], [2488592552, -16615596], [3864525590, 11768364], [-5489724642, -10456430], [-3041244628, 5086296], [-1507438924, 24281046], [6894739470, 1915366], [-9208164568, 6673242], [6663761844, -7139098], [5183348730, 9296786], [-7691099394, 1661385], [-7327220614, 7537434], [111805274, 34672860], [-8371476576, 6535045], [2959844802, -12160065], [8182225580, 1602924], [-7387413678, -689962], [3375888542, 1981872], [-1476443616, 15402736], [11062902284, 12879738], [1433208446, 34117536], [12129419840, 18871242], [-5802824490, 988191], [-2670076048, -18959016], [5412916334, 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[-9703570870, 146450712], [26899862600, -60332556], [-7266775092, -65875927], [50617441208, -16442694], [15523204362, -151123242], [-1798795348, -41333862], [9611094002, -33381390], [-35492360500, -57266754], [36894890076, -55024940], [-44147827138, 3316224], [-46595293116, -80357795], [-49892255550, 2885929], [1583350320, 236619653], [-40395063274, -36810000], [-11589852412, 34152000], [-9049121062, 107477856], [-6717570240, -206436200], [-35658467266, -177959778], [-47372362986, 35960265], [-45159604468, -112659264], [-584653248, 51338449], [-13273547466, -87598235], [-23152623012, -178290695], [-19209695590, -29079180], [71080550054, -77568144], [-8451265080, -68830053], [-44884304268, -87633490], [37231814286, 193741892], [44307849488, -232679208], [-24353484322, -41381124], [48741118982, -96796926], [-33831308556, -80360740], [52500890328, -106697259], [8346504800, -175004232], [-111161655426, 58821057], [14423978562, 37627364], [9899028104, 109653678], [53807316194, -238694232], [94902723948, 99800123], [-72272847880, -10448304], [4299148476, 246676536], [52556646132, 182556286], [137637254234, 79635720], [-16117884832, -115101096], [-48495661908, 17458605], [-65592745782, -54577367], [34665374658, -251985122], [23370318542, -116206728], [-119600632372, 35511570], [4869466746, 16410556], [-37186642528, 283731696], [109301206548, 125010304], [-97741284778, 122390244], [-5241191112, 323180895], [86426016018, 36705257], [14462053172, 356966958], [113484179826, -160341841], [-44840821450, -232812720], [-949439032, -370200414], [-83328640576, -137521296], [9174419802, 149855120], [-38049664672, -390030414], [-107015001504, 139976008], [-81475393546, -216601062], [-4165499562, 624754796], [8497514802, 41021919], [-56464494912, 117148692], [81687155754, 190511567], [96318450980, -89112804], [-12450945544, 119006880], [-71690414218, 427307592], [-48708219480, -200313389], [133144296804, -26546810], [-11081185804, 342792474], [16047715176, -258257902], [66545849984, 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[-280514741484, 1125440828], [-243487438302, -1377713560], [466934659926, 1235480471], [-536233352050, -2413113888], [581406846912, 1679954139], [443763350502, -183755301], [-671434836714, 1844611441], [-251758254052, 1970865132], [368033056514, 1691234244], [-791458788828, -848907285], [285984425276, -1293898950], [-301935221566, 857312508], [565006655946, 1357098239], [-106598171536, -1793831502], [928312214910, -1754302721], [-78171315114, -867779972], [178365679028, 923167830], [-1227879279802, 321176424], [-969551921556, -510912916], [-663184813374, -2418765247], [203733291674, 34303164], [260361057396, -947931087], [-194644716538, -3134097594], [1284997057680, -256786471], [227299739826, 395463868], [937903991744, 371220156], [-351913032438, 604075732], [-890647084876, 2070126192], [-209203448088, -500247000], [-137204324344, 2092611180], [-675238794106, -2286790416], [382741264760, -236267574], [-415346069004, 2814316290], [-235576862878, -1571488896], [86389733988, -3022552913], [-368748493698, 2154044237], [-533787338584, 3816981186], [190416160494, -4089949485], [850420944050, -998448396], [-611957391064, 304471260], [-1025873983956, 1179393305], [593230158152, -2370214806], [510650196354, -2490858150], [1267266665210, -1201500066], [1526695333122, 1168594560], [-432010082596, -3658485546], [863571179832, 2092597463], [665445923124, 2713525135], [589116548888, -2487567528], [1206948706550, -1641947736], [-1113238587558, 569648356], [-1320544205092, 2394569388], [-1915176722112, 820580534], [273826055114, -2229709236], [12286272618, 1482015918], [-162662287446, -2142857229], [646591558724, -3086501868], [31071230042, 3929721840], [433232286564, 1996477691], [614614402290, -4461943135], [-977043828652, -1853313834], [-359883748116, 476620989], [769996560660, 4397963606], [1551728076906, -2217267614], [-889715450638, 3486042078], [754501368894, -4580114145], [646137649668, 2618481124], [899182967042, 3675400668], [923091825096, -199469371], [831857541930, 2206434239], [459284543046, -663946594], [-937792825972, 1117040760], [-800420802756, -2187704750]], 'char_orbit_index': 1, 'field_poly': [-912, -1, 1], 'hecke_orbit_code': 9007199388958804, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 12], 'hecke_ring_inverse_numerators': [[1, 0], [6, 1]], 'hecke_ring_numerators': [[1, 0], [-6, 12]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '84.8.a.c', 'level': 84, '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, 1, 2, 2, 1], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2, 1, 1, 1, 1], 'ALdims_old': [14, 13, 12, 13, 12, 12, 12, 12], 'Nk2': 5376, 'analytic_conductor': 26.24034214066623, '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': [84, 1, [43, 29, 73], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 106, 'dim': 6, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 134217812, 'hecke_orbit_dims': [1, 1, 2, 2], 'label': '84.8.a', 'level': 84, '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, 7], 'level_radical': 42, 'mf_dim': 118, 'mf_new_dim': 6, 'num_forms': 4, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 6, 'sturm_bound': 128, 'trace_bound': 3, 'trace_display': [0, 0, 220, 0], 'traces': [6, 0, 0, 0, 220, 0, 0, 0, 4374, 0, 2636, 0, -8172, 0, -13716, 0, 50852, 0, -36840, 0, -18522, 0, 43148, 0, 76722, 0, 0, 0, 217132, 0, 405096, 0, 190296, 0, -58996, 0, 289548, 0, 505224, 0, 671988, 0, -54984, 0, 160380, 0, -1190472, 0, 705894, 0, 91476, 0, 3968604, 0, 4476072, 0, -1691280, 0, 1268632, 0, -3562380, 0, 0, 0, 1812888, 0, 2076000, 0, 299160, 0, -8216956, 0, 3913404, 0, -1881360, 0, -3838856, 0, -13392600, 0, 3188646, 0, 12297392, 0, -16242432, 0, 3946536, 0, -18163500, 0, -6873720, 0, -8126136, 0, -5207728, 0, 21231516, 0, 1921644, 0, 7644892, 0, -17476584, 0, -4630500, 0, -46224516, 0, 38174580, 0, 9144576, 0, -15543188, 0, -27445272, 0, -5957388, 0, -7547372, 0, -24117642, 0, -17159364, 0, 86961480, 0, -21710424, 0, 9634464, 0, 33832720, 0, -16710960, 0, -9998964, 0, 42702988, 0, 69097728, 0, 8895744, 0, 4912008, 0, 126065640, 0, 0, 0, 3340956, 0, -70113600, 0, 37071108, 0, 45989472, 0, 82992756, 0, -6858432, 0, -13058696, 0, 84156864, 0, 42060600, 0, -188520296, 0, -3378342, 0, -26856360, 0, -26079428, 0, 56553840, 0, 64229976, 0, 31506564, 0, -40035180, 0, 50816592, 0, 130813304, 0, -161443176, 0, -13502538, 0, 97742244, 0, -135917100, 0, -201424968, 0, 143789804, 0, -243453024, 0, 52285392, 0, 126693224, 0, 98473488, 0, 31454892, 0, -299093552, 0, 96437688, 0, -110578824, 0, -169651984, 0, 106299816, 0, -140667624, 0, -260011992, 0, -650836272, 0, 55930338, 0, -620626632, 0, 172686180, 0, 39970476, 0, 438531260, 0, -108900624, 0, -56912112, 0, -113120196, 0, 263312556, 0, 0, 0, 25882780, 0, 352597392, 0, -302727672, 0, -384646392, 0, -356301240, 0, 324663120, 0, -70434972, 0, 68226816, 0, 158289228, 0, 100543356, 0, 48400152, 0, 263033244, 0, 867538108, 0, 754718376, 0, -58640652, 0, 266730340, 0, -18369348, 0, 295314984, 0, -80374900, 0, -1003940808, 0, 34292592, 0, 152534844, 0, -570807270, 0, -132393960, 0, 679147404, 0, 1527767520, 0, 138725784, 0, 94598472, 0, -583385376, 0, -588249324, 0, 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0, -15301261536, 0, -30236328, 0, -4761981596, 0, -492977460, 0, 11321964864, 0, 7091437192, 0, -14093431368, 0, 1321595352, 0, -12155622424, 0, 8987121120, 0, -6405611760, 0, -25481870460, 0, -3968070960, 0, -1955819520, 0, 24471192468, 0, 13115596188, 0, 1513404000, 0, 5754925820, 0, 3561513504, 0, -4945559220, 0, -4113922800, 0, -4024476588, 0, 3314255616, 0, -21639051940, 0, -11964251712, 0, 218087640, 0, 3878963676, 0, -7346853258, 0, -6441987456, 0, -3584502200, 0, 5893855944, 0, -2268181440, 0, -41912053392, 0, -961427628, 0, -5990160924, 0, 23563177772, 0, 6850357320, 0, 16304390640, 0, 28201677192, 0, 12376175856, 0, -8032250520, 0, 8638146684, 0, -6223418736, 0, 2852871516, 0, -28888387252, 0, 132182004, 0, 21047248008, 0, 7181865712, 0, -7382461320, 0, -11908547424, 0, 18083409384, 0, -6853999644, 0, -1371511440, 0, -45744318804, 0, -8274617064, 0, -14212909944, 0, 20087945604, 0, 18596488296, 0, 7068951864, 0, 23259556296, 0, 24032853408, 0, -2798526024, 0, 38976710416, 0, 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0, 45854058652, 0, 24260919384, 0, -3375634500, 0, 97454813980, 0, -19465246488, 0, 44123720976, 0, -126907595620, 0, -52628847528, 0, 86989350816, 0, 29506174376, 0, -6872957562, 0, -33697672164, 0, -76800763384, 0, 54742032024, 0, 2607945552, 0, -49332786768, 0, -1022636664, 0, -37383098184, 0, 137503344012, 0, -2645838312, 0, 27829268820, 0, 56008033632, 0, 55368356376, 0, -26063343432, 0, 51507439792, 0, 44213604432, 0, 47624227344, 0, -24088191808, 0, -87404919084, 0, 6666395904, 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: 74857
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '84.8.a.c', 'source_level': 84, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '84.8.a.c', 'target_level': 84, 'twist_class_label': '84.8.a.c', 'twist_class_level': 84, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 74858
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '84.8.a.c', 'source_level': 84, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '252.8.a.c', 'target_level': 252, 'twist_class_label': '84.8.a.c', 'twist_class_level': 84, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 74859
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '84.8.a.c', 'source_level': 84, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '336.8.a.q', 'target_level': 336, 'twist_class_label': '84.8.a.c', 'twist_class_level': 84, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 74860
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '84.8.a.c', 'source_level': 84, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '588.8.a.f', 'target_level': 588, 'twist_class_label': '84.8.a.c', 'twist_class_level': 84, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 74861
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '84.8.a.c', 'source_level': 84, 'target_char_orbit': 9, 'target_dim': 4, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '588.8.i.j', 'target_level': 588, 'twist_class_label': '84.8.a.c', 'twist_class_level': 84, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 74862
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '84.8.a.c', 'source_level': 84, 'target_char_orbit': 9, 'target_dim': 4, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '588.8.i.k', 'target_level': 588, 'twist_class_label': '84.8.a.c', 'twist_class_level': 84, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 261700
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007199388958804, 'p': 2}
  • id: 261701
    {'charpoly_factorization': [[[27, 1], 2]], 'hecke_orbit_code': 9007199388958804, 'p': 3}
  • id: 261702
    {'charpoly_factorization': [[[-113940, -264, 1], 1]], 'hecke_orbit_code': 9007199388958804, 'p': 5}
  • id: 261703
    {'charpoly_factorization': [[[-343, 1], 2]], 'hecke_orbit_code': 9007199388958804, 'p': 7}
  • id: 261704
    {'charpoly_factorization': [[[-236736, 4980, 1], 1]], 'hecke_orbit_code': 9007199388958804, 'p': 11}
  • id: 261705
    {'charpoly_factorization': [[[-49920188, 10148, 1], 1]], 'hecke_orbit_code': 9007199388958804, 'p': 13}
  • id: 261706
    {'charpoly_factorization': [[[-475517844, -17832, 1], 1]], 'hecke_orbit_code': 9007199388958804, 'p': 17}
  • id: 261707
    {'charpoly_factorization': [[[-32777552, -6256, 1], 1]], 'hecke_orbit_code': 9007199388958804, 'p': 19}
  • id: 261708
    {'charpoly_factorization': [[[-576059328, -14052, 1], 1]], 'hecke_orbit_code': 9007199388958804, 'p': 23}
  • id: 261709
    {'charpoly_factorization': [[[14505368436, -243588, 1], 1]], 'hecke_orbit_code': 9007199388958804, 'p': 29}
  • id: 261710
    {'charpoly_factorization': [[[55376247808, -470824, 1], 1]], 'hecke_orbit_code': 9007199388958804, 'p': 31}
  • id: 261711
    {'charpoly_factorization': [[[-55723566236, -311116, 1], 1]], 'hecke_orbit_code': 9007199388958804, 'p': 37}
  • id: 261712
    {'charpoly_factorization': [[[189493906140, -919248, 1], 1]], 'hecke_orbit_code': 9007199388958804, 'p': 41}
  • id: 261713
    {'charpoly_factorization': [[[-246999010736, 112616, 1], 1]], 'hecke_orbit_code': 9007199388958804, 'p': 43}
  • id: 261714
    {'charpoly_factorization': [[[-549432902016, 102456, 1], 1]], 'hecke_orbit_code': 9007199388958804, 'p': 47}
  • id: 261715
    {'charpoly_factorization': [[[1377408671172, -2720028, 1], 1]], 'hecke_orbit_code': 9007199388958804, 'p': 53}
  • id: 261716
    {'charpoly_factorization': [[[-6640635738384, 19008, 1], 1]], 'hecke_orbit_code': 9007199388958804, 'p': 59}
  • id: 261717
    {'charpoly_factorization': [[[-3780042097868, 925148, 1], 1]], 'hecke_orbit_code': 9007199388958804, 'p': 61}
  • id: 261718
    {'charpoly_factorization': [[[-9067890068432, 2053424, 1], 1]], 'hecke_orbit_code': 9007199388958804, 'p': 67}
  • id: 261719
    {'charpoly_factorization': [[[-3623141894400, 869508, 1], 1]], 'hecke_orbit_code': 9007199388958804, 'p': 71}
  • id: 261720
    {'charpoly_factorization': [[[-10805280342380, -3505228, 1], 1]], 'hecke_orbit_code': 9007199388958804, 'p': 73}
  • id: 261721
    {'charpoly_factorization': [[[-795441820160, 6640856, 1], 1]], 'hecke_orbit_code': 9007199388958804, 'p': 79}
  • id: 261722
    {'charpoly_factorization': [[[-4261335046704, -7856760, 1], 1]], 'hecke_orbit_code': 9007199388958804, 'p': 83}
  • id: 261723
    {'charpoly_factorization': [[[21509111254428, 9330384, 1], 1]], 'hecke_orbit_code': 9007199388958804, 'p': 89}
  • id: 261724
    {'charpoly_factorization': [[[-89368449155180, 2220212, 1], 1]], 'hecke_orbit_code': 9007199388958804, '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': 3, 'label': '84.8.a.c', 'level': 84, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29070901
    {'hecke_orbit_code': 9007199388958804, 'n': 1, 'trace_an': 2}
  • id: 29070902
    {'hecke_orbit_code': 9007199388958804, 'n': 2, 'trace_an': 0}
  • id: 29070903
    {'hecke_orbit_code': 9007199388958804, 'n': 3, 'trace_an': -54}
  • id: 29070904
    {'hecke_orbit_code': 9007199388958804, 'n': 4, 'trace_an': 0}
  • id: 29070905
    {'hecke_orbit_code': 9007199388958804, 'n': 5, 'trace_an': 264}
  • id: 29070906
    {'hecke_orbit_code': 9007199388958804, 'n': 6, 'trace_an': 0}
  • id: 29070907
    {'hecke_orbit_code': 9007199388958804, 'n': 7, 'trace_an': 686}
  • id: 29070908
    {'hecke_orbit_code': 9007199388958804, 'n': 8, 'trace_an': 0}
  • id: 29070909
    {'hecke_orbit_code': 9007199388958804, 'n': 9, 'trace_an': 1458}
  • id: 29070910
    {'hecke_orbit_code': 9007199388958804, 'n': 10, 'trace_an': 0}
  • id: 29070911
    {'hecke_orbit_code': 9007199388958804, 'n': 11, 'trace_an': -4980}
  • id: 29070912
    {'hecke_orbit_code': 9007199388958804, 'n': 12, 'trace_an': 0}
  • id: 29070913
    {'hecke_orbit_code': 9007199388958804, 'n': 13, 'trace_an': -10148}
  • id: 29070914
    {'hecke_orbit_code': 9007199388958804, 'n': 14, 'trace_an': 0}
  • id: 29070915
    {'hecke_orbit_code': 9007199388958804, 'n': 15, 'trace_an': -7128}
  • id: 29070916
    {'hecke_orbit_code': 9007199388958804, 'n': 16, 'trace_an': 0}
  • id: 29070917
    {'hecke_orbit_code': 9007199388958804, 'n': 17, 'trace_an': 17832}
  • id: 29070918
    {'hecke_orbit_code': 9007199388958804, 'n': 18, 'trace_an': 0}
  • id: 29070919
    {'hecke_orbit_code': 9007199388958804, 'n': 19, 'trace_an': 6256}
  • id: 29070920
    {'hecke_orbit_code': 9007199388958804, 'n': 20, 'trace_an': 0}
  • id: 29070921
    {'hecke_orbit_code': 9007199388958804, 'n': 21, 'trace_an': -18522}
  • id: 29070922
    {'hecke_orbit_code': 9007199388958804, 'n': 22, 'trace_an': 0}
  • id: 29070923
    {'hecke_orbit_code': 9007199388958804, 'n': 23, 'trace_an': 14052}
  • id: 29070924
    {'hecke_orbit_code': 9007199388958804, 'n': 24, 'trace_an': 0}
  • id: 29070925
    {'hecke_orbit_code': 9007199388958804, 'n': 25, 'trace_an': 141326}
  • id: 29070926
    {'hecke_orbit_code': 9007199388958804, 'n': 26, 'trace_an': 0}
  • id: 29070927
    {'hecke_orbit_code': 9007199388958804, 'n': 27, 'trace_an': -39366}
  • id: 29070928
    {'hecke_orbit_code': 9007199388958804, 'n': 28, 'trace_an': 0}
  • id: 29070929
    {'hecke_orbit_code': 9007199388958804, 'n': 29, 'trace_an': 243588}
  • id: 29070930
    {'hecke_orbit_code': 9007199388958804, 'n': 30, 'trace_an': 0}
  • id: 29070931
    {'hecke_orbit_code': 9007199388958804, 'n': 31, 'trace_an': 470824}
  • id: 29070932
    {'hecke_orbit_code': 9007199388958804, 'n': 32, 'trace_an': 0}
  • id: 29070933
    {'hecke_orbit_code': 9007199388958804, 'n': 33, 'trace_an': 134460}
  • id: 29070934
    {'hecke_orbit_code': 9007199388958804, 'n': 34, 'trace_an': 0}
  • id: 29070935
    {'hecke_orbit_code': 9007199388958804, 'n': 35, 'trace_an': 90552}
  • id: 29070936
    {'hecke_orbit_code': 9007199388958804, 'n': 36, 'trace_an': 0}
  • id: 29070937
    {'hecke_orbit_code': 9007199388958804, 'n': 37, 'trace_an': 311116}
  • id: 29070938
    {'hecke_orbit_code': 9007199388958804, 'n': 38, 'trace_an': 0}
  • id: 29070939
    {'hecke_orbit_code': 9007199388958804, 'n': 39, 'trace_an': 273996}
  • id: 29070940
    {'hecke_orbit_code': 9007199388958804, 'n': 40, 'trace_an': 0}
  • id: 29070941
    {'hecke_orbit_code': 9007199388958804, 'n': 41, 'trace_an': 919248}
  • id: 29070942
    {'hecke_orbit_code': 9007199388958804, 'n': 42, 'trace_an': 0}
  • id: 29070943
    {'hecke_orbit_code': 9007199388958804, 'n': 43, 'trace_an': -112616}
  • id: 29070944
    {'hecke_orbit_code': 9007199388958804, 'n': 44, 'trace_an': 0}
  • id: 29070945
    {'hecke_orbit_code': 9007199388958804, 'n': 45, 'trace_an': 192456}
  • id: 29070946
    {'hecke_orbit_code': 9007199388958804, 'n': 46, 'trace_an': 0}
  • id: 29070947
    {'hecke_orbit_code': 9007199388958804, 'n': 47, 'trace_an': -102456}
  • id: 29070948
    {'hecke_orbit_code': 9007199388958804, 'n': 48, 'trace_an': 0}
  • id: 29070949
    {'hecke_orbit_code': 9007199388958804, 'n': 49, 'trace_an': 235298}
  • id: 29070950
    {'hecke_orbit_code': 9007199388958804, 'n': 50, 'trace_an': 0}
  • id: 29070951
    {'hecke_orbit_code': 9007199388958804, 'n': 51, 'trace_an': -481464}
  • id: 29070952
    {'hecke_orbit_code': 9007199388958804, 'n': 52, 'trace_an': 0}
  • id: 29070953
    {'hecke_orbit_code': 9007199388958804, 'n': 53, 'trace_an': 2720028}
  • id: 29070954
    {'hecke_orbit_code': 9007199388958804, 'n': 54, 'trace_an': 0}
  • id: 29070955
    {'hecke_orbit_code': 9007199388958804, 'n': 55, 'trace_an': 1181736}
  • id: 29070956
    {'hecke_orbit_code': 9007199388958804, 'n': 56, 'trace_an': 0}
  • id: 29070957
    {'hecke_orbit_code': 9007199388958804, 'n': 57, 'trace_an': -168912}
  • id: 29070958
    {'hecke_orbit_code': 9007199388958804, 'n': 58, 'trace_an': 0}
  • id: 29070959
    {'hecke_orbit_code': 9007199388958804, 'n': 59, 'trace_an': -19008}
  • id: 29070960
    {'hecke_orbit_code': 9007199388958804, 'n': 60, 'trace_an': 0}
  • id: 29070961
    {'hecke_orbit_code': 9007199388958804, 'n': 61, 'trace_an': -925148}
  • id: 29070962
    {'hecke_orbit_code': 9007199388958804, 'n': 62, 'trace_an': 0}
  • id: 29070963
    {'hecke_orbit_code': 9007199388958804, 'n': 63, 'trace_an': 500094}
  • id: 29070964
    {'hecke_orbit_code': 9007199388958804, 'n': 64, 'trace_an': 0}
  • id: 29070965
    {'hecke_orbit_code': 9007199388958804, 'n': 65, 'trace_an': 4965936}
  • id: 29070966
    {'hecke_orbit_code': 9007199388958804, 'n': 66, 'trace_an': 0}
  • id: 29070967
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  • id: 29070968
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  • id: 29070971
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  • id: 29070972
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  • id: 29070974
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  • id: 29070975
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  • id: 29070977
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  • id: 29070978
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  • id: 29070981
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  • id: 29070982
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  • id: 29070983
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  • id: 29070984
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  • id: 29070987
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  • id: 29070988
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  • id: 29070990
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  • id: 29070991
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  • id: 29070992
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