Newform data - 360.8.a.l

Formats: - HTML - YAML - JSON - 2025-09-14T19:15:38.766933

• 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': 23040, 'analytic_conductor': 112.45860917428384, 'analytic_rank': 1, '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': [360, 1, [271, 181, 281, 217], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 184, 'field_disc_factorization': [[2, 3], [23, 1]], 'field_poly': [-46, 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, [-672732, -844, 1]], [11, [1131264, 4640, 1]]], 'hecke_orbit': 12, 'hecke_orbit_code': 49539596035293544, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 8, 'hecke_ring_index_factorization': [[2, 3]], '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': '360.8.a.l', 'level': 360, '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': '40.8.a.b', 'nf_label': '2.2.184.1', 'prim_orbit_index': 1, 'qexp_display': 'q+5^{3}q^{5}+(422+17\\beta )q^{7}+(-2320+\\cdots)q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '360.8.a', 'trace_display': [0, 0, 250, 844], 'trace_hash': 2247386770267458258, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.955', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.476', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '65.137', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, 0, 0, 0, 250, 0, 844, 0, 0, 0, -4640, 0, 6804, 0, 0, 0, -38516, 0, 39720, 0, 0, 0, -46244, 0, 31250, 0, 0, 0, -186940, 0, -327128, 0, 0, 0, 105500, 0, 67060, 0, 0, 0, 162964, 0, -1123468, 0, 0, 0, 777156, 0, 410714, 0, 0, 0, -144164, 0, -580000, 0, 0, 0, -1120776, 0, -1855852, 0, 0, 0, 850500, 0, 6239676, 0, 0, 0, 1071112, 0, 3467044, 0, 0, 0, -5761728, 0, 4340144, 0, 0, 0, -10960692, 0, -4814500, 0, 0, 0, -42260, 0, -10341384, 0, 0, 0, 4965000, 0, -9119804, 0, 0, 0, 23915428, 0, -20639084, 0, 0, 0, -45235180, 0, 10869332, 0, 0, 0, -16559028, 0, -5780500, 0, 0, 0, 12173512, 0, -19707270, 0, 0, 0, 3906250, 0, -4780884, 0, 0, 0, -20175840, 0, 51995632, 0, 0, 0, -64581764, 0, 4070824, 0, 0, 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], [0, 0], [0, 0], [125, 0], [0, 0], [422, 17], [0, 0], [0, 0], [0, 0], [-2320, -38], [0, 0], [3402, -132], [0, 0], [0, 0], [0, 0], [-19258, 284], [0, 0], [19860, 352], [0, 0], [0, 0], [0, 0], [-23122, -667], [0, 0], [15625, 0], [0, 0], [0, 0], [0, 0], [-93470, -2104], [0, 0], [-163564, -2258], [0, 0], [0, 0], [0, 0], [52750, 2125], [0, 0], [33530, -8984], [0, 0], [0, 0], [0, 0], [81482, -1612], [0, 0], [-561734, 6361], [0, 0], [0, 0], [0, 0], [388578, 335], [0, 0], [205357, 14348], [0, 0], [0, 0], [0, 0], [-72082, 26780], [0, 0], [-290000, -4750], [0, 0], [0, 0], [0, 0], [-560388, 45108], [0, 0], [-927926, -33952], [0, 0], [0, 0], [0, 0], [425250, -16500], [0, 0], [3119838, 2387], [0, 0], [0, 0], [0, 0], [535556, 658], [0, 0], [1733522, 6212], [0, 0], [0, 0], [0, 0], [-2880864, -55476], [0, 0], [2170072, -75564], [0, 0], [0, 0], [0, 0], [-5480346, -24909], [0, 0], [-2407250, 35500], [0, 0], [0, 0], [0, 0], [-21130, 65928], [0, 0], [-5170692, 2130], [0, 0], [0, 0], [0, 0], [2482500, 44000], [0, 0], [-4559902, -148500], [0, 0], [0, 0], [0, 0]], 'ap': [[0, 0], [0, 0], [125, 0], [422, 17], [-2320, -38], [3402, -132], [-19258, 284], [19860, 352], [-23122, -667], [-93470, -2104], [-163564, -2258], [33530, -8984], [81482, -1612], [-561734, 6361], [388578, 335], [-72082, 26780], [-560388, 45108], [-927926, -33952], [3119838, 2387], [535556, 658], [1733522, 6212], [2170072, -75564], [-5480346, -24909], [-21130, 65928], [-4559902, -148500], [11957714, -43240], [-10319542, 44615], [-22617590, 25605], [5434666, 347560], [-8279514, -216024], [-2390442, -575323], [-10087920, 285286], [-32290882, 79024], [2035412, 549652], [-70322866, 67672], [-41767012, 331822], [-29442094, 762296], [-24330102, -682147], [-20379990, -811697], [-4173442, 386008], [-3702812, 1313164], [-4534594, -1210992], [-50683004, 1678222], [-12200710, 867844], [137546710, -150132], [-146347080, 477264], [115325760, -649638], [-95637998, 1819655], [-209212006, 2087761], [67579606, 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[2396307938, 103491664], [5879086662, 192967328], [-11162472126, 43935864], [1615006022, 118325564], [2331958694, -225256265], [13680604494, 157974460], [-8418050730, -288554496], [4014930208, 56062238], [-8249361282, 70962920], [11858253682, 186790267], [18579881426, -234443335], [-18561855414, 76519232], [1310870192, 429603876], [-6201052374, 21754900], [13171794846, -306986536], [-1569927916, 632227540], [17637174910, 259301817], [-6872478110, 186548496], [-3319665390, -454754500], [21640556434, -138108207], [10133555658, -255618561], [-6030954530, -116860617], [2420189756, -138462382], [-3515431632, 79269148], [-8161454838, 329507508], [-306670982, -229650284], [-827048070, 450053248], [26800211282, -330108931], [18498508150, -140758336], [-18433524194, -74907203], [7247041688, 709827134], [-36000053586, 219801100], [22552525238, -55400615], [50734154964, 15900182], [-990201966, -89088180], [-13915934574, 340196840], [32654268918, -391771068], [-29230050348, -654214736], [-19213071546, -543862432], [3457844860, 71184382], [19457830866, 203602252], [-34596533744, 212450080], [15592445894, -499078280], [-22665205432, -462909758], [-391100510, -352094176], [-24805722110, 838536059], [-54744689670, 167711168], [-41565933234, 628238905], [37418556480, -435267874], [26816131042, -321437604], [-18870353778, 692326428], [-38595167762, -335269015], [16442714170, 84325240], [62104286682, 342395528], [14837358770, 1130671401], [-6486134802, -832687148], [23496680444, 405358498], [33238332394, 635182320], [-4357347642, 767286135], [52797009176, 398745374], [-57067708010, -691701712], [-36782632166, -797106335], [-39322433674, -1008432996], [45127845390, 378839860], [22801385058, -1378841348], [12148189598, -1791371648], [-40371732922, -217957759], [-74969962750, 741185784], [-82545151156, 267129906], [-16473509054, -1146911220], [-88660013294, 153053248], [7603971628, -1462036412], [-23061307042, 1238977552], [-53127653856, 876536984], [-47968412386, -248202817], [-45791000874, 875653032], [-4870853096, -1582379958], [-6858017382, -355744612], [-1598774306, -1395168008], [-133018633302, 118348327], [-5065091158, 511266381], [-23355251984, -1184644868], [-7708177114, 938412236], [14025627078, -581155307], [-116975067122, -5653344], [-74264278582, -5673625], [11889655494, -853733412], [-2207521678, 2720308272], [-18602681472, 323250716], [106362500782, 1728088424], [49658933418, -2688796045], [-55723862006, 145947681], [5558836514, 448003328], [-58684474002, -854608668], [-9709896384, -1350226920], [-92465890850, 680688141], [5075037720, -2734454130], [88848505562, 805502628], [24449807492, -1082822256], [-66152118676, -401125302], [8600376090, 2342116924], [-98143332302, -843736003], [82562394858, -2500634157], [47006526150, 777167740], [34195766654, 3936870388], [138981378100, 1051964280], [48261324780, -1331082986], [172480454102, 877788667], [168953647248, 612886238], [43922486530, 3710330051], [74693286638, 1309948944], [156173708158, 994115304], [33115111320, 1660575912], [-1193773274, -3231167235], [173499632328, 156546882], [58197960980, 3596425660], [-127818640122, 2465722157], [255364584026, -784072900], [146410882926, -2027607648], [18445478642, -31504861], [79722021246, 1730341508], [56746127614, 689892816], [12477044988, -2271038184], [26403925710, 1596296200], [168082598142, -1636936001], [125833871230, 3540983864], [92399467722, -2458062400], [-230310004574, 1406977383], [193975000330, 82076617], [113424374806, -3464456064], [93975088378, -5125058672], [-111774550922, 4310295844], [347152491556, -809558184], [-6998159102, -468105344], [-58511124922, -3327024304], [-118511787702, -1814615255], [169746012502, -1077935720], [-198945429290, 1172773648], [139033310078, 2743994203], [-105335279606, 2929479180], [198825661072, -384264528], [220965490058, 3792580864], [73753433746, -5728400797], [116076221442, 38377857], [-385044794738, 770382104], [-220769134762, 2234323444], [80389232352, 5363611278], [-322646734962, -1884458559], [-110204332524, -5567047598], [169280863682, 1160270987], [-205423841298, -6101530304], [-5168956826, -1580261277], [130542226444, -6100746478], [237423448794, 3369138660], [-318353975258, -3361223900], [-185814465328, 2588920604], [106113763466, 45190612], [-91284898682, 6985303224], [-88091946326, 4879156001], [158174393598, 2996755380], [-269989714720, -3597186742], [211894511778, 2159460544], [99309083878, -8000875928], [-48649869116, -3370373826], [-331422169866, 1502508816], [167656782132, 4047274536], [-52526917746, 459964715], [-246020002718, 1594315680], [74410742446, -3784378664], [58405384952, -2228812708], [59433804174, 10389428463], [11849868848, -5082954770], [-49748756190, 7937416292], [50626521810, 753741953], [11964015982, 7693316216], [-231542481640, 1555466648], [-382004200774, -1642914600], [81554308750, -7826762879], [40580324602, -238492048], [-179792759842, -5513621616], [-169685568110, 2641190217], [117899480634, -5966030041], [422769076538, 2664407624], [309797179724, -5029981120], [29567626172, 741133258], [-708595088806, 1330508248], [-327408847190, -240531532], [-140498784536, -6106776410], [-552547074414, -1011987216], [-71309101418, 11796950816], [155564299210, 8752881443], [147306859118, -8947731736], [11603207582, -16237998932], [20212233732, -5524165976], [-306630885030, 5926971185], [-379629234286, 4290151663], [-116998448642, 4712183092], [-234837398886, 8300704360], [-116995079570, -4925512928], [-130543213752, -2674448996], [-236982631274, 2342090131], [-350256958496, 2803196070], [-21631034198, 2690683213], [710087467834, 2019164408], [859202923494, 4367280192], [-275529200314, -3537848668], [-34619758218, -7280499771], [591750556698, 1783253344], [127578676294, 15447769568], [232749245726, 7947869576], [-431951903972, -7072703834], [232987671782, -5031977176], [789324321724, -6069987816], [265831637906, -712680864], [51205725470, 11627738519], [-77343670132, -3436889038], [-66451902026, 8232047516], [-1072371717152, -490878326], [71463789690, 4467372472], [287993208550, -944649760], [-97900671286, 3183204531], [759142367430, 356341568], [-409883893922, -8510922516], [-191203396824, -4998784476], [843298827496, -6149681306], [23727144910, -2195090244], [329803080606, -6727562507], [-540013759806, -5752510708], [159399937734, 7889306592], [113695668594, -2505515553], [482321638796, 8945220996], [-186176416218, -15250969985], [-546794808614, -9341978444], [-659938179242, 3702430220], [-1059238486854, -4165058377], [345998395654, -10260104612], [-176999880320, 6676842806], [-150785031028, -13601812776], [250329846790, 17003046909], [-1205017276754, -4133021496], [870699101820, 12768447374], [1369788139866, 3989240236], [-416661901572, -2346454056], [443260352508, -4227364206], [278668061074, 10244479616], [550502660154, 6682730244], [-214079971054, 25282572744], [112774486234, 22431621728], [287692539486, -1864738568], [-721953844898, -7525980283], [221480898862, 15824653616], [-453237393196, -587511456], [642621032270, -8149642083], [28080666188, -9483646590], [-533262439478, -9815332936], [239908915434, 7148140969], [376941733298, 17261868687], [-467944116266, -5451877012], [-102195641154, 8121013528], [106783564300, 15768681852], [-186554418098, 8421870195], [600681104500, -12772599390], [492907159778, 7218463168], [-814442465576, -5838698556], [574510874710, -9262219136], [48790959856, -4026820586], [-516634128322, -15550144144], [-587124833798, 13404073896], [888003105542, -5383906316], [-682654043794, 4845586705], [-342820700834, 7665892288], [-665396856882, -17061864096], [802684252764, -13147437266], [2015715888994, -4607916300], [-684770276658, -5023926768], [-619171990470, -13509478451], [-1333701054604, -11539031900], [657714344306, 7605138232], [-525041539178, -22076133928], [-1164804893282, -1612467693], [165315146320, -25740864390], [555271506082, -13399585772], [-1082779692374, -19097027688], [-357347483616, -11414921880], [365184974694, -14877864007], [-2367404514914, 933693908], [223853055598, 13079049293], [-711392145898, -17976213744], [-1802745906214, 2778707420], [-681618174494, -7609583425], [-340569579092, 30161196460], [589862032570, -1212953376], [-709290920802, -21359991768], [634428773646, -19166295857], [-1868127699278, 5341664108], [-921566517720, 10423271074], [-398500977688, 37837860808]], 'char_orbit_index': 1, 'field_poly': [-46, 0, 1], 'hecke_orbit_code': 49539596035293544, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 8], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 8]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '360.8.a.l', 'level': 360, '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': [4, 3, 5, 6, 3, 4, 5, 5], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [4, 4, 4, 4, 4, 4, 4, 4], 'ALdims_old': [58, 57, 55, 56, 57, 58, 57, 55], 'Nk2': 23040, 'analytic_conductor': 112.45860917428384, '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': [360, 1, [271, 181, 281, 217], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 488, 'dim': 35, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 134218088, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 4, 4], 'label': '360.8.a', 'level': 360, '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': 520, 'mf_new_dim': 35, 'num_forms': 16, 'plus_dim': 19, 'prim_orbit_index': 1, 'relative_dim': 35, 'sturm_bound': 576, 'trace_bound': 7, 'trace_display': [0, 0, 125, -2012], 'traces': [35, 0, 0, 0, 125, 0, -2012, 0, 0, 0, 1152, 0, -862, 0, 0, 0, 4362, 0, 10556, 0, 0, 0, -4988, 0, 546875, 0, 0, 0, -36866, 0, -84232, 0, 0, 0, -373000, 0, -718374, 0, 0, 0, 580814, 0, -31648, 0, 0, 0, -2524820, 0, 2353155, 0, 0, 0, 4194494, 0, 405500, 0, 0, 0, -2979272, 0, -2052814, 0, 0, 0, 1036250, 0, 6087760, 0, 0, 0, -13206152, 0, -983442, 0, 0, 0, 10496272, 0, 11251632, 0, 0, 0, -26115872, 0, -1228250, 0, 0, 0, 34023942, 0, 25621408, 0, 0, 0, 3230500, 0, -17011306, 0, 0, 0, 3463574, 0, 15022700, 0, 0, 0, -2567280, 0, -6583598, 0, 0, 0, -10071294, 0, 12453500, 0, 0, 0, 54585424, 0, 73851247, 0, 0, 0, 1953125, 0, -19052436, 0, 0, 0, 5614240, 0, 38105968, 0, 0, 0, -19052358, 0, 92137452, 0, 0, 0, 251125856, 0, 70250, 0, 0, 0, -149771218, 0, -108830576, 0, 0, 0, -28922000, 0, 111734834, 0, 0, 0, -52138752, 0, -29902648, 0, 0, 0, 189780460, 0, 263510277, 0, 0, 0, 37535462, 0, -31437500, 0, 0, 0, -54026608, 0, 361651210, 0, 0, 0, -17833750, 0, 309933688, 0, 0, 0, 347084144, 0, 446538950, 0, 0, 0, -51274114, 0, 13397272, 0, 0, 0, -348450992, 0, -104717250, 0, 0, 0, 215210080, 0, 669318412, 0, 0, 0, 116167000, 0, 331763056, 0, 0, 0, 58475572, 0, -175593404, 0, 0, 0, -1006467632, 0, -646207894, 0, 0, 0, 531214322, 0, 127584500, 0, 0, 0, 316400280, 0, 297112990, 0, 0, 0, 358847125, 0, 480250472, 0, 0, 0, -1348779176, 0, -9908176, 0, 0, 0, 634446338, 0, 1417382640, 0, 0, 0, 610927428, 0, -188013750, 0, 0, 0, 73072942, 0, -1063357368, 0, 0, 0, 18000000, 0, 406172602, 0, 0, 0, 149640166, 0, 175898320, 0, 0, 0, 908906912, 0, 614615161, 0, 0, 0, 509200782, 0, 284894500, 0, 0, 0, -1773978280, 0, -829976960, 0, 0, 0, -5954250, 0, -394614352, 0, 0, 0, 1313692744, 0, -1249328834, 0, 0, 0, 267417014, 0, -272081896, 0, 0, 0, -791388792, 0, -13468750, 0, 0, 0, 236638880, 0, -429233652, 0, 0, 0, 490946000, 0, -1857445642, 0, 0, 0, -2240644608, 0, -6356243080, 0, 0, 0, -1313527880, 0, -269651214, 0, 0, 0, -189688390, 0, 132042000, 0, 0, 0, 3061941736, 0, 5603477727, 0, 0, 0, -279065750, 0, -3428883716, 0, 0, 0, -1011103216, 0, -925639894, 0, 0, 0, -2749286596, 0, -4244603524, 0, 0, 0, 2135898532, 0, -663341000, 0, 0, 0, 383943918, 0, 1482129208, 0, 0, 0, -242157000, 0, 4443377234, 0, 0, 0, -5338975186, 0, -439647040, 0, 0, 0, 1124614816, 0, -7471397026, 0, 0, 0, 344235152, 0, -3225818000, 0, 0, 0, -1679610872, 0, -2629446534, 0, 0, 0, 68156250, 0, 2238122152, 0, 0, 0, 1775931928, 0, 2106699766, 0, 0, 0, -805702928, 0, -500209048, 0, 0, 0, -4330883696, 0, 390570750, 0, 0, 0, -3543148562, 0, -11591720448, 0, 0, 0, -564476000, 0, -5523802690, 0, 0, 0, 597466790, 0, 11314404372, 0, 0, 0, -818061800, 0, 11070433232, 0, 0, 0, 6530982800, 0, 164937500, 0, 0, 0, -9748442648, 0, -8767647660, 0, 0, 0, 336322250, 0, -5780500252, 0, 0, 0, 3858828040, 0, -7740596300, 0, 0, 0, 4725469920, 0, 14488280764, 0, 0, 0, -6618427556, 0, 3266693250, 0, 0, 0, 4218647998, 0, 283554360, 0, 0, 0, -229830000, 0, -18395368048, 0, 0, 0, 6275212486, 0, -10815881440, 0, 0, 0, -10276589984, 0, 3033538507, 0, 0, 0, 11801502492, 0, 3827634000, 0, 0, 0, 8458725824, 0, 22096503026, 0, 0, 0, 2400201750, 0, 6149782768, 0, 0, 0, -5687780136, 0, -27244582992, 0, 0, 0, -319416954, 0, -17610129040, 0, 0, 0, -8341134248, 0, -2042636250, 0, 0, 0, 13727609574, 0, 5524483868, 0, 0, 0, -77937500, 0, 31034251030, 0, 0, 0, -5300528320, 0, 20999038872, 0, 0, 0, 10299972352, 0, -6919143328, 0, 0, 0, -12297843022, 0, -4764619000, 0, 0, 0, 3806134712, 0, -2628295402, 0, 0, 0, 2675987625, 0, 25814851356, 0, 0, 0, 39059563400, 0, 30492342378, 0, 0, 0, 607927650, 0, -2211498068, 0, 0, 0, -24137489696, 0, 8544921875, 0, 0, 0, 6484450836, 0, -29538465808, 0, 0, 0, -1325456000, 0, 15065326194, 0, 0, 0, -33175736394, 0, 36637413912, 0, 0, 0, 2792159316, 0, 50207489656, 0, 0, 0, -9253216234, 0, 2807410500, 0, 0, 0, 29483351832, 0, -17079697638, 0, 0, 0, 1338692000, 0, -41744279320, 0, 0, 0, 24087663808, 0, 14642944326, 0, 0, 0, -873577698, 0, 46272838216, 0, 0, 0, 7692781016, 0, 9829562750, 0, 0, 0, -28189658436, 0, -8050302380, 0, 0, 0, -9386993500, 0, -58119842532, 0, 0, 0, -50805027474, 0, -33446717496, 0, 0, 0, 50838349520, 0, -4424734598, 0, 0, 0, 43887441536, 0, 28743482000, 0, 0, 0, -25782211216, 0, 88401798088, 0, 0, 0, -576031250, 0, 42614894068, 0, 0, 0, 43666079216, 0, -66020865630, 0, 0, 0, -17069240272, 0, -37124881428, 0, 0, 0, -50696484980, 0, -3666986750, 0, 0, 0, -37567248064, 0, 54828139512, 0, 0, 0, -12694860000, 0, 46926283258, 0, 0, 0, 13046403398, 0, 37633581416, 0, 0, 0, -11033993360, 0, -44070693682, 0, 0, 0, 65410446446, 0, -1316125000, 0, 0, 0, 5643377528, 0, -40130146320, 0, 0, 0, 12314750250, 0, 27889000816, 0, 0, 0, 9783683952, 0, 7233335420, 0, 0, 0, 9505002502, 0, 16773304168, 0, 0, 0, -70894828800, 0, -33073688000, 0, 0, 0, 60226987518, 0, -99325451948, 0, 0, 0, -25237359000, 0, -32067044320, 0, 0, 0, -11589353114, 0, 98463813932, 0, 0, 0, -40706002984, 0, 47506807250, 0, 0, 0, 47704602234, 0, 4721446500, 0, 0, 0, 18210310696, 0, -16005286739, 0, 0, 0, 31881199875, 0, -100300955164, 0, 0, 0, 40742981688, 0, -96403858310, 0, 0, 0, 12025790402, 0, 46594016428, 0, 0, 0, -96349170468, 0, -5537954750, 0, 0, 0, 71617808608, 0, -100023916352, 0, 0, 0, -5828125000, 0, 11238369026, 0, 0, 0, -120180707746, 0, -16238277944, 0, 0, 0, 13761926492, 0, -58389585144, 0, 0, 0, 23382814352, 0, 17957933500, 0, 0, 0, 8870966368, 0, 5237632116, 0, 0, 0, 45244360750, 0, -22163908056, 0, 0, 0, 111870578488, 0, -83332726880, 0, 0, 0, -50997611152, 0, -24388591928, 0, 0, 0, -172766044464, 0, -11224593750, 0, 0, 0, -69105876562, 0, -7552522116, 0, 0, 0, -14737628000, 0, -23348456050, 0, 0, 0, -159234647850, 0, -113647265352, 0, 0, 0, 58965530464, 0, -48837399612, 0, 0, 0, 195433499354, 0, 35756491000, 0, 0, 0, 66039018928, 0, 132004003491, 0, 0, 0, 68344773250, 0, -65630022876, 0, 0, 0, 90256936632, 0, 16538161776, 0, 0, 0, -225355445830, 0, 140592926160, 0, 0, 0, 8636155996, 0, -22336666750, 0, 0, 0, -118125698448, 0, -171760957304, 0, 0, 0, -79190801000, 0, 31034131434, 0, 0, 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: 273732
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '360.8.a.l', 'source_level': 360, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '40.8.a.b', 'target_level': 40, 'twist_class_label': '40.8.a.b', 'twist_class_level': 40, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 273733
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '360.8.a.l', 'source_level': 360, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '80.8.a.h', 'target_level': 80, 'twist_class_label': '40.8.a.b', 'twist_class_level': 40, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 273734
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '360.8.a.l', 'source_level': 360, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '200.8.a.m', 'target_level': 200, 'twist_class_label': '40.8.a.b', 'twist_class_level': 40, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 273735
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '360.8.a.l', 'source_level': 360, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '200.8.c.h', 'target_level': 200, 'twist_class_label': '40.8.a.b', 'twist_class_level': 40, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 8}
  • id: 273736
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '360.8.a.l', 'source_level': 360, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '320.8.a.o', 'target_level': 320, 'twist_class_label': '40.8.a.b', 'twist_class_level': 40, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 8}
  • id: 273737
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '360.8.a.l', 'source_level': 360, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '320.8.a.q', 'target_level': 320, 'twist_class_label': '40.8.a.b', 'twist_class_level': 40, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 8}
  • id: 273738
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '360.8.a.l', 'source_level': 360, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '360.8.a.l', 'target_level': 360, 'twist_class_label': '40.8.a.b', 'twist_class_level': 40, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 273739
    {'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '360.8.a.l', 'source_level': 360, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 26, 'target_is_minimal': False, 'target_label': '400.8.a.z', 'target_level': 400, 'twist_class_label': '40.8.a.b', 'twist_class_level': 40, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 8}
  • id: 273740
    {'conductor': 60, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '360.8.a.l', 'source_level': 360, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '400.8.c.q', 'target_level': 400, 'twist_class_label': '40.8.a.b', 'twist_class_level': 40, 'twisting_char_label': '60.l', 'twisting_char_orbit': 12, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 771900
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 49539596035293544, 'p': 2}
  • id: 771901
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 49539596035293544, 'p': 3}
  • id: 771902
    {'charpoly_factorization': [[[-125, 1], 2]], 'hecke_orbit_code': 49539596035293544, 'p': 5}
  • id: 771903
    {'charpoly_factorization': [[[-672732, -844, 1], 1]], 'hecke_orbit_code': 49539596035293544, 'p': 7}
  • id: 771904
    {'charpoly_factorization': [[[1131264, 4640, 1], 1]], 'hecke_orbit_code': 49539596035293544, 'p': 11}
  • id: 771905
    {'charpoly_factorization': [[[-39722652, -6804, 1], 1]], 'hecke_orbit_code': 49539596035293544, 'p': 13}
  • id: 771906
    {'charpoly_factorization': [[[133419300, 38516, 1], 1]], 'hecke_orbit_code': 49539596035293544, 'p': 17}
  • id: 771907
    {'charpoly_factorization': [[[29646224, -39720, 1], 1]], 'hecke_orbit_code': 49539596035293544, 'p': 19}
  • id: 771908
    {'charpoly_factorization': [[[-775126332, 46244, 1], 1]], 'hecke_orbit_code': 49539596035293544, 'p': 23}
  • id: 771909
    {'charpoly_factorization': [[[-4295905404, 186940, 1], 1]], 'hecke_orbit_code': 49539596035293544, 'p': 29}
  • id: 771910
    {'charpoly_factorization': [[[11743009680, 327128, 1], 1]], 'hecke_orbit_code': 49539596035293544, 'p': 31}
  • id: 771911
    {'charpoly_factorization': [[[-236492620764, -67060, 1], 1]], 'hecke_orbit_code': 49539596035293544, 'p': 37}
  • id: 771912
    {'charpoly_factorization': [[[-1010797212, -162964, 1], 1]], 'hecke_orbit_code': 49539596035293544, 'p': 41}
  • id: 771913
    {'charpoly_factorization': [[[196424013732, 1123468, 1], 1]], 'hecke_orbit_code': 49539596035293544, 'p': 43}
  • id: 771914
    {'charpoly_factorization': [[[150662471684, -777156, 1], 1]], 'hecke_orbit_code': 49539596035293544, 'p': 47}
  • id: 771915
    {'charpoly_factorization': [[[-2106147954876, 144164, 1], 1]], 'hecke_orbit_code': 49539596035293544, 'p': 53}
  • id: 771916
    {'charpoly_factorization': [[[-5676215308272, 1120776, 1], 1]], 'hecke_orbit_code': 49539596035293544, 'p': 59}
  • id: 771917
    {'charpoly_factorization': [[[-2532614905500, 1855852, 1], 1]], 'hecke_orbit_code': 49539596035293544, 'p': 61}
  • id: 771918
    {'charpoly_factorization': [[[9716614914308, -6239676, 1], 1]], 'hecke_orbit_code': 49539596035293544, 'p': 67}
  • id: 771919
    {'charpoly_factorization': [[[285545583120, -1071112, 1], 1]], 'hecke_orbit_code': 49539596035293544, 'p': 71}
  • id: 771920
    {'charpoly_factorization': [[[2891492673348, -3467044, 1], 1]], 'hecke_orbit_code': 49539596035293544, 'p': 73}
  • id: 771921
    {'charpoly_factorization': [[[-12100786389440, -4340144, 1], 1]], 'hecke_orbit_code': 49539596035293544, 'p': 79}
  • id: 771922
    {'charpoly_factorization': [[[28207563100452, 10960692, 1], 1]], 'hecke_orbit_code': 49539596035293544, 'p': 83}
  • id: 771923
    {'charpoly_factorization': [[[-12795653008796, 42260, 1], 1]], 'hecke_orbit_code': 49539596035293544, 'p': 89}
  • id: 771924
    {'charpoly_factorization': [[[-44129117750396, 9119804, 1], 1]], 'hecke_orbit_code': 49539596035293544, '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': 12, 'label': '360.8.a.l', 'level': 360, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 56764621
    {'hecke_orbit_code': 49539596035293544, 'n': 1, 'trace_an': 2}
  • id: 56764622
    {'hecke_orbit_code': 49539596035293544, 'n': 2, 'trace_an': 0}
  • id: 56764623
    {'hecke_orbit_code': 49539596035293544, 'n': 3, 'trace_an': 0}
  • id: 56764624
    {'hecke_orbit_code': 49539596035293544, 'n': 4, 'trace_an': 0}
  • id: 56764625
    {'hecke_orbit_code': 49539596035293544, 'n': 5, 'trace_an': 250}
  • id: 56764626
    {'hecke_orbit_code': 49539596035293544, 'n': 6, 'trace_an': 0}
  • id: 56764627
    {'hecke_orbit_code': 49539596035293544, 'n': 7, 'trace_an': 844}
  • id: 56764628
    {'hecke_orbit_code': 49539596035293544, 'n': 8, 'trace_an': 0}
  • id: 56764629
    {'hecke_orbit_code': 49539596035293544, 'n': 9, 'trace_an': 0}
  • id: 56764630
    {'hecke_orbit_code': 49539596035293544, 'n': 10, 'trace_an': 0}
  • id: 56764631
    {'hecke_orbit_code': 49539596035293544, 'n': 11, 'trace_an': -4640}
  • id: 56764632
    {'hecke_orbit_code': 49539596035293544, 'n': 12, 'trace_an': 0}
  • id: 56764633
    {'hecke_orbit_code': 49539596035293544, 'n': 13, 'trace_an': 6804}
  • id: 56764634
    {'hecke_orbit_code': 49539596035293544, 'n': 14, 'trace_an': 0}
  • id: 56764635
    {'hecke_orbit_code': 49539596035293544, 'n': 15, 'trace_an': 0}
  • id: 56764636
    {'hecke_orbit_code': 49539596035293544, 'n': 16, 'trace_an': 0}
  • id: 56764637
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  • id: 56764864
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