Newform data - 81.12.c.i

Formats: - HTML - YAML - JSON - 2026-01-24T14:14:26.739774

• 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': 11664, 'analytic_conductor': 62.2357976253267, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [81, 3, [2], [1]], 'cm_discs': [], 'conrey_index': 28, 'dim': 8, 'field_disc': 1420444627541071958016, 'field_disc_factorization': [[2, 12], [3, 4], [8089, 4]], 'field_poly': [36864, 0, -34944, 0, 32932, 0, -182, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [19591041024, 0, 687802752, 0, 24007428, 0, 4914, 0, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028934659244113, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 74384733888, 'hecke_ring_index_factorization': [[2, 6], [3, 19]], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 3, 1, 3, 0], [1, 1, 3, 2, -1, 2, 0], [1, 1, 9, 4, -1, 6, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '81.12.c.i', 'level': 81, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '27.12.a.d', 'prim_orbit_index': 3, 'qexp_display': 'q+\\beta _{1}q^{2}+(-409+409\\beta _{3}+\\beta _{7})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '11.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '81.12.c', 'trace_display': [0, 0, 0, -28460], 'trace_hash': 421010925333727942, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.117', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.781', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.342', 'prec': 17}, {'__RealLiteral__': 0, 'data': '489.649', 'prec': 24}, {'__RealLiteral__': 0, 'data': '436.302', 'prec': 24}, {'__RealLiteral__': 0, 'data': '53243.706', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [8, 0, 0, -1636, 0, 0, -28460, 0, 0, 304992, 0, 0, -370868, 0, 0, -4128904, 0, 0, 66418792, 0, 0, -94424400, 0, 0, -142981516, 0, 0, 778081048, 0, 0, -647361104, 0, 0, -1085116176, 0, 0, 1104329752, 0, 0, -787910112, 0, 0, 131575840, 0, 0, -11530284768, 0, 0, 1668407928, 0, 0, 8528523820, 0, 0, -29990656512, 0, 0, 4235362560, 0, 0, 6848424772, 0, 0, -85283619040, 0, 0, -43603974212, 0, 0, -17690625936, 0, 0, -26354434232, 0, 0, -126802758164, 0, 0, -140571916436, 0, 0, -284034359808, 0, 0, -265087842048, 0, 0, -38939155488, 0, 0, -272489230984, 0, 0, -105138158544, 0, 0, -137541602900, 0, 0, -1442459506600, 0, 0, -324980799260, 0, 0, 667804629600, 0, 0, -698383266608, 0, 0, 434825320360, 0, 0, -107734890240, 0, 0, -2528178491232, 0, 0, -572516581300, 0, 0, 340579524400, 0, 0, 2535788216032, 0, 0, 367790216976, 0, 0, -2047806695740, 0, 0, 2644620985152, 0, 0, -794051493260, 0, 0, 4359223008, 0, 0, 7834084466688, 0, 0, 1321883540500, 0, 0, -644495242340, 0, 0, 7542083118816, 0, 0, 2276654940328, 0, 0, 2732786372160, 0, 0, 8158665946264, 0, 0, 7618958268768, 0, 0, 3939938957616, 0, 0, 3876209416384, 0, 0, 11458033607164, 0, 0, 6486326464176, 0, 0, -4254073417784, 0, 0, 3993084159840, 0, 0, 1738819747584, 0, 0, 12495520163808, 0, 0, 7693045329892, 0, 0, -4688028621768, 0, 0, -10155888428168, 0, 0, -25298463393792, 0, 0, -5326550654976, 0, 0, 22118952911056, 0, 0, 2243225800228, 0, 0, -22800154128624, 0, 0, -10159258400032, 0, 0, -42833100965760, 0, 0, -1635626410544, 0, 0, -14200904220768, 0, 0, -8069575115336, 0, 0, -4742269797888, 0, 0, -88126412880384, 0, 0, -57333656072880, 0, 0, -5603355164612, 0, 0, -114817908589256, 0, 0, 38585926824668, 0, 0, 36302270941152, 0, 0, -130104011718144, 0, 0, -25538197283872, 0, 0, 20834850503804, 0, 0, -154564736340096, 0, 0, 26299066894848, 0, 0, 31569194414428, 0, 0, -48082246651064, 0, 0, -44099304180912, 0, 0, -105184949220488, 0, 0, -14445226812096, 0, 0, 50515056056704, 0, 0, 62527127833584, 0, 0, 332356129922168, 0, 0, -57291438376580, 0, 0, -99201768346368, 0, 0, 203230160512704, 0, 0, -30934545526432, 0, 0, 104981139700504, 0, 0, 365740520967808, 0, 0, 1955414772288, 0, 0, -268032260739692, 0, 0, 342402505836136, 0, 0, 235847308455936, 0, 0, 256093428497616, 0, 0, 600379600739128, 0, 0, 93019440019968, 0, 0, -99345949814252, 0, 0, -206694914241888, 0, 0, 311108073931660, 0, 0, 365095031598720, 0, 0, 35562155831240, 0, 0, 171507475567872, 0, 0, -160987857456332, 0, 0, -441063977286528, 0, 0, 507854108385792, 0, 0, 396026322006816, 0, 0, 706423026076656, 0, 0, 82492302172580, 0, 0, 109698166153636, 0, 0, -94097802315744, 0, 0, -164322096501740, 0, 0, 11375557143264, 0, 0, -945531338872376, 0, 0, -957446512500528, 0, 0, -676767283017984, 0, 0, 245441523229288, 0, 0, 490810164155136, 0, 0, 117947070599184, 0, 0, 754834109476912, 0, 0, -1106631546147736, 0, 0, -282790258944016, 0, 0, -130652871243264, 0, 0, -413405702750084, 0, 0, -540403512109436, 0, 0, -2344346948072448, 0, 0, -1713707908938000, 0, 0, -857363307458708, 0, 0, -1080191026795392, 0, 0, 922453719258860, 0, 0, -82628248652928, 0, 0, -968176112649968, 0, 0, -1373693868611240, 0, 0, 1313345506185808, 0, 0, -2080983073129056, 0, 0, 620451951217920, 0, 0, 735938074040272, 0, 0, -3466870206676992, 0, 0, 63317767403232, 0, 0, -875365261953176, 0, 0, -2063772109313280, 0, 0, 1041356045541172, 0, 0, 129456360779328, 0, 0, -960418482711592, 0, 0, 724381612606944, 0, 0, 2555521681670116, 0, 0, 4435628846124096, 0, 0, -620755653528604, 0, 0, 156894693340652, 0, 0, 42423279756568, 0, 0, -172691544583008, 0, 0, -2475630497304576, 0, 0, 2825607457077568, 0, 0, 3200820440854144, 0, 0, 345242161535040, 0, 0, 9022057887227904, 0, 0, -1064278323431024, 0, 0, -909138823052044, 0, 0, 1322729174273472, 0, 0, -3249169543353600, 0, 0, -368110320471648, 0, 0, 4282260443067400, 0, 0, 3200964025462560, 0, 0, 313634151227420, 0, 0, 9552847517815352, 0, 0, 1317982340908800, 0, 0, -3118374395926992, 0, 0, 9530301340405672, 0, 0, 5402010322107072, 0, 0, 1119302591694100, 0, 0, -6055471861786656, 0, 0, -2819486610974044, 0, 0, 3181221367754452, 0, 0, -1490451185204032, 0, 0, 5682165410832768, 0, 0, -1004485164915456, 0, 0, -2037780899134848, 0, 0, -1018406763431060, 0, 0, 6223021801138944, 0, 0, -2540668632172904, 0, 0, 8280348991395840, 0, 0, 5635144121845248, 0, 0, 2587388107638816, 0, 0, -2468936777940496, 0, 0, -2473653280278296, 0, 0, -11380310695540224, 0, 0, -4412185423598160, 0, 0, -4689553986875432, 0, 0, -19760700993239288, 0, 0, -1032583884345068, 0, 0, 2663839082774448, 0, 0, 13567022508553720, 0, 0, -4106394904403808, 0, 0, 4371276449966380, 0, 0, -6943516094489760, 0, 0, -14366733074593828, 0, 0, -13292522881410584, 0, 0, -8645965202733176, 0, 0, 10355658368935968, 0, 0, 2130999724730136, 0, 0, 5563161491906304, 0, 0, -18621324394061216, 0, 0, -23892929542889424, 0, 0, -35933927895037440, 0, 0, -14640256936659308, 0, 0, 5159619932470272, 0, 0, 6646384306812384, 0, 0, -4442468246227580, 0, 0, 7906186484273088, 0, 0, 9644720184631296, 0, 0, 511383761295696, 0, 0, -5876821945811468, 0, 0, -6442081756436064, 0, 0, -2042068441090204, 0, 0, -10310534983867968, 0, 0, -36090514283816448, 0, 0, 2585876651924800, 0, 0, 21688251973983520, 0, 0, 1658031036176448, 0, 0, 10115426914394112, 0, 0, -3256353104852900, 0, 0, -5689571145738952, 0, 0, -8173625101698528, 0, 0, 24749402482292236, 0, 0, -11951844442568640, 0, 0, 19409879851778304, 0, 0, 2891782744857936, 0, 0, 17664040460256872, 0, 0, 29169009924055420, 0, 0, -1609088454222608, 0, 0, 4511184524917344, 0, 0, -12612264285914024, 0, 0, -18760754105361216, 0, 0, -22661341701057920, 0, 0, 30905466760597536, 0, 0, 29877270710478336, 0, 0, 109280728035028224, 0, 0, -16054859243486516, 0, 0, -416722002690816, 0, 0, -8836008193914968, 0, 0, -2692926574574688, 0, 0, -21779713475163256, 0, 0, 42521984006722560, 0, 0, 47519089407927364, 0, 0, 4441300406613700, 0, 0, 86301249500637664, 0, 0, -19592024083089840, 0, 0, -24839654886756864, 0, 0, -16655550446002656, 0, 0, -34701203465302676, 0, 0, -10362286662418800, 0, 0, 38921519343108632, 0, 0, 26036804144673508, 0, 0, 22159919600324352, 0, 0, 81757633199858496, 0, 0, 16448660252179200, 0, 0, -27489936164696064, 0, 0, 85116800687755840, 0, 0, -324591058417392, 0, 0, -8468823744761440, 0, 0, -61315210029772800, 0, 0, -4053161089570820, 0, 0, 53733577161302928, 0, 0, -37153725472770104, 0, 0, -5994836130760016, 0, 0, -35075852610718464, 0, 0, -81004879658713824, 0, 0, -242788918197868, 0, 0, 65574335849806852, 0, 0, -4366816251056264, 0, 0, 63712681586851536, 0, 0, -4324524967914284, 0, 0, 28016295664155840, 0, 0, 849476105330980, 0, 0, 1258971301400688, 0, 0, -170115338676879360, 0, 0, -54693947179874800, 0, 0, -22223214588120052, 0, 0, -224773112474593632, 0, 0, 12477281470230964, 0, 0, 75706981678008576, 0, 0, 172851030611739736, 0, 0, -43895907457695648, 0, 0, -17752420710573520, 0, 0, -165980923703352992, 0, 0, -65921419601883648, 0, 0, -48049866503519472, 0, 0, -171020543412870144, 0, 0, 3174359710749408, 0, 0, -15733341583617188, 0, 0, -12743985832432992, 0, 0, 21556859102811648, 0, 0, -62766642188246024, 0, 0, 96769200045460768, 0, 0, -115008973360164432, 0, 0, -70898741193567908, 0, 0, -22757295782504448, 0, 0, -11926250936113128, 0, 0, 105535914567782256, 0, 0, -15801760410754088, 0, 0, -101331352873100160, 0, 0, -87728023509442560, 0, 0, 26503296506926848, 0, 0, 24288330664489004, 0, 0, -30473258237662176, 0, 0, 10145675764726272, 0, 0, -82466220847950432, 0, 0, -18670900099186884, 0, 0, 53746090128505672, 0, 0, -11102500322729780, 0, 0, -8168150894215536, 0, 0, -100892276962839544, 0, 0, -60098654623639928, 0, 0, 36848087170898688, 0, 0, 91582664246818272, 0, 0, 195540458738114304, 0, 0, 77350337766437180, 0, 0, 162869865415097272, 0, 0, 16447579328942496, 0, 0, -31180684667793464, 0, 0, 32391694068043392], 'weight': 12, '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, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0], [-409, 0, 0, 409, 0, 0, 0, 1], [0, -16, 16, 0, 0, 1, 1, 0], [0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, -7115, 16, 0, 0, -16], [0, 0, -762, 0, 0, -2, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0], [38124, 0, 0, 0, -44, 0, 0, 0], [0, 9584, 0, 0, 0, 0, 49, 0], [0, 0, 0, 0, 0, 0, 0, 0], [-92717, 0, 0, 92717, 0, 0, 0, -368], [0, -45531, 45531, 0, 0, 32, 32, 0], [0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, -1032226, -1230, 0, 0, 1230], [0, 0, -110768, 0, 0, -739, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0], [8302349, 0, 0, 0, -4800, 0, 0, 0], [0, 111000, 0, 0, 0, 0, 1960, 0], [0, 0, 0, 0, 0, 0, 0, 0], [-23606100, 0, 0, 23606100, 0, 0, 0, 8212], [0, 586320, -586320, 0, 0, 587, 587, 0], [0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, -35745379, -33056, 0, 0, 33056], [0, 0, 790851, 0, 0, 736, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0], [97260131, 0, 0, 0, -13659, 0, 0, 0], [0, -425216, 0, 0, 0, 0, -11856, 0], [0, 0, 0, 0, 0, 0, 0, 0], [-161840276, 0, 0, 161840276, 0, 0, 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0, 0, -11879772351981841, 0, 0, 0, 221767190272], [0, 0, 32563200917344, 0, 0, -757661487562, 0, 0], [-8675300866325669, 0, 0, 8675300866325669, 0, 0, 0, 1032646612096], [0, 78881129669824, -78881129669824, 0, 0, -333770315292, -333770315292, 0], [0, 0, 177494583592224, 0, 0, 1113658628850, 0, 0], [10639600085969480, 0, 0, 0, -1033414164192, 0, 0, 0], [0, -97414275274288, 0, 0, 0, 0, -295924376189, 0], [-1013290272392705, 0, 0, 1013290272392705, 0, 0, 0, -719265479408], [0, 0, 67025705098192, 0, 0, -1240184737867, 0, 0], [-4644215684096263, 0, 0, 0, -1902614144016, 0, 0, 0], [0, 27500453055520, 0, 0, 0, 0, -1409413862226, 0], [0, 0, 0, -1081131241978571, 1255334997328, 0, 0, -1255334997328], [0, 78898477254624, 0, 0, 0, 0, -23323078366, 0], [212369026332745, 0, 0, -212369026332745, 0, 0, 0, 5496038713312], [0, 0, -3158436979440, 0, 0, 297824982273, 0, 0], [3119320367557741, 0, 0, -3119320367557741, 0, 0, 0, 8240244831856], [0, 0, -39749992143824, 0, 0, -1368338362357, 0, 0], [21606378826467467, 0, 0, 0, -33391572384, 0, 0, 0], [0, 46972110978912, -46972110978912, 0, 0, 614145817034, 614145817034, 0], [0, 0, 0, -3933335395904297, 1543097520064, 0, 0, -1543097520064], [0, 139985924917440, 0, 0, 0, 0, -233496540220, 0], [12096150005682596, 0, 0, 0, -8330056540416, 0, 0, 0], [0, 294617735803616, 0, 0, 0, 0, -1537518938462, 0], [-1975220051344261, 0, 0, 0, 5936294794272, 0, 0, 0], [0, 177681794083920, -177681794083920, 0, 0, -1941527758693, -1941527758693, 0], [0, 252405450488464, 0, 0, 0, 0, 551606445087, 0], [0, 0, -243754513768624, 0, 0, -1506995876339, 0, 0], [-2775625080682445, 0, 0, 2775625080682445, 0, 0, 0, 5460750530896], [0, 0, -733946749978704, 0, 0, 2049476684739, 0, 0], [0, 214898144909024, -214898144909024, 0, 0, 2175584307490, 2175584307490, 0], [0, -64809716923888, 0, 0, 0, 0, -935464698065, 0], [20358733176887159, 0, 0, 0, -2502352340784, 0, 0, 0], [0, 0, 0, -7795171166948366, -541567990880, 0, 0, 541567990880]], 'char_orbit_index': 3, 'field_poly': [36864, 0, -34944, 0, 32932, 0, -182, 0, 1], 'hecke_orbit_code': 36028934659244113, 'hecke_ring_character_values': [[2, [-1, 0, 0, 1, 0, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1053824, 1053824, 3161472, 32932, 1053824, 1053824, 1053824], 'hecke_ring_inverse_denominators': [1, 9, 27, 243, 27, 243, 27, 243], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [0, 1, 1, 0, 0, 0, 0, 0], [0, 0, 0, 2457, -1, 0, 0, 1], [0, 9716, -4858, 0, 0, -2, -4, 0], [-441990, 0, 0, 441990, 0, 0, 0, 182], [0, 878972, -1757944, 0, 0, -728, -364, 0], [-79970436, 0, 0, 0, 32932, 0, 0, 0], [0, -159040168, -159040168, 0, 0, -65864, 65864, 0]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [0, 3143040, 0, 2996812, 0, -16466, 0, 91], [0, 6341376, 0, -2996812, 0, 16466, 0, -91], [-18432, 0, 2996812, 0, -16466, 0, 91, 0], [79970436, 0, 0, 0, 0, 0, 27, 0], [0, -15312627456, 0, 7236576476, 0, -39995914, 0, 218447], [0, 7589156736, 0, 7236576476, 0, -39995914, 0, 222335], [2574149760, 0, -2425935780, 0, 13485654, 0, -73665, 0]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 8, 'label': '81.12.c.i', 'level': 81, 'maxp': 997, 'weight': 12}
• 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

  
  {'Nk2': 11664, 'analytic_conductor': 62.2357976253267, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [81, 3, [2], [1]], 'conrey_index': 28, 'cusp_dim': 186, 'dim': 86, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 137640280145, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 4, 4, 8, 8, 8, 12, 12, 20], 'label': '81.12.c', 'level': 81, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 210, 'mf_new_dim': 90, 'num_forms': 13, 'prim_orbit_index': 3, 'relative_dim': 43, 'sturm_bound': 108, 'trace_bound': 4, 'trace_display': [0, 0, 0, -42563], 'traces': [86, 0, 0, -43006, 0, 0, -42563, 0, 0, -8196, 0, 0, -1398533, 0, 0, -41938942, 0, 0, 2766034, 0, 0, -4536894, 0, 0, -407474467, 0, 0, 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-6646631030648036, 0, 0, 21325765917979592, 0, 0, -18857069944850424, 0, 0, -14071612114877178, 0, 0, -46231997256109080, 0, 0, 2446003267132459, 0, 0, 19278929650365348, 0, 0, 3722194288723222, 0, 0, 20224349912486748, 0, 0, -819288082523880, 0, 0, 42137811508772568, 0, 0, -13316118459054724, 0, 0, -31429178916836156, 0, 0, -46153583670333384, 0, 0, 5262873935203284, 0, 0, 10771088587685548, 0, 0, 32089119409879804, 0, 0, 9219318162217789, 0, 0, 5771766633295236, 0, 0, 24529479780961306, 0, 0, -41821856915186658, 0, 0, -13278147273554861, 0, 0, -57286408145063208, 0, 0, 7032209720250941, 0, 0, 33749093460924604, 0, 0, 22417672286954170, 0, 0, 20483362189739670, 0, 0, 18104935539810156, 0, 0, 36406762867401636, 0, 0, -20629633247445272, 0, 0, -45505040402079108, 0, 0, -46950700567341120, 0, 0, -2150604201477212, 0, 0, 23175380843656980, 0, 0, 73580701601998056, 0, 0, 26070178084289401, 0, 0, 15975101421489810, 0, 0, 7787911783082808, 0, 0, -72876700242216768, 0, 0, -25277612180077883, 0, 0, -117213090216016596, 0, 0, 7347095636463821, 0, 0, 35958279236763342, 0, 0, 61553444161783548, 0, 0, 93359076097559728, 0, 0, 4037494347269044, 0, 0, 63040426060342260, 0, 0, -37926054182981376, 0, 0, -83528086855708220, 0, 0, -71045776479830434, 0, 0, -22590733398791664, 0, 0, 16147842948852883, 0, 0, 134686146063947040, 0, 0, 70795307926363020, 0, 0, 36198161399063664, 0, 0, 38795024458185974, 0, 0, -102159817772661764, 0, 0, -41945913164630648, 0, 0, -224061449834131788, 0, 0, 19030602489625570, 0, 0, 61463815673042016, 0, 0, 91494100283458960, 0, 0, 87751355096531178, 0, 0, 25878242776800210, 0, 0, 14779842156305352, 0, 0, -91660462356231293, 0, 0, -97139686597165716, 0, 0, -158375111405841746, 0, 0, 71971807717284960, 0, 0, 50485726187468366, 0, 0, 83960890170894120, 0, 0, 103036991799198505, 0, 0, 18947541378191986, 0, 0, 130895726500688824, 0, 0, -171637151670338466, 0, 0, -68588051686534728, 0, 0, -445930533358899648, 0, 0, -11383866827952449, 0, 0, 76323182633677140, 0, 0, 90433942942394942, 0, 0, 157096263066022594, 0, 0, 43980475990702392, 0, 0, 160504848391419624, 0, 0, -126825584033632344, 0, 0, -190187312945746362, 0, 0, -181681181121958064, 0, 0, 56944577235165312, 0, 0, 94861863155045552, 0, 0, 307387982572263168, 0, 0, 74188506332404723, 0, 0, 31056705831580152, 0, 0, 5468628772251622, 0, 0, -201677619743730752, 0, 0, -191400061016149212, 0, 0, -220866029429024544, 0, 0, 41502389252543789, 0, 0, 166030460564566564, 0, 0, 182430683448317182, 0, 0, 233326260146447820, 0, 0, -2740128848329961, 0, 0, 304988935514899788, 0, 0, -123396510631180199, 0, 0, -160492138504020684, 0, 0, -466820196864701028, 0, 0, -11384208606920734, 0, 0, 157453567781631731, 0, 0, 205038160002263904, 0, 0, 64731223491156373, 0, 0, 112504619406408438, 0, 0, 267690777806657926, 0, 0, -117608156160294936, 0, 0, -149465139846131812, 0, 0, -527086020696662024, 0, 0, -68518208302190784, 0, 0, 322277188652532504, 0, 0, 101833791251411664, 0, 0, 41861795716543812, 0, 0, -9716539166663897, 0, 0, 347237641463349288, 0, 0, -195195479284052904, 0, 0, -326764201634916884, 0, 0, -373672230880342976, 0, 0, 130230096620358606, 0, 0, 177543552566797933, 0, 0, 239266598181256440, 0, 0, 178094297935295898, 0, 0, 26097694897750758, 0, 0, 495988153206582646, 0, 0, -214307550814710948, 0, 0, -214565961055931760, 0, 0, -522665355805988856, 0, 0, 62395221088585655, 0, 0, 297014475584949588, 0, 0, -245883216594211512, 0, 0, -34093533585883512, 0, 0, -12369032824958835, 0, 0, 967914449413074280, 0, 0, -143221939370145293, 0, 0, -420040130579071482, 0, 0, -379953477341937802, 0, 0, 4831043633825080, 0, 0, 178417241062391772, 0, 0, -132847280857376412, 0, 0, -4839038738304894, 0, 0, -234887774972283880, 0, 0, 83174790299632750, 0, 0, -61782628866729624, 0, 0, -148702405816315604, 0, 0, -892458378297072060], 'weight': 12, '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: 72925
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 8, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '81.12.c.i', 'source_level': 81, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '27.12.a.d', 'target_level': 27, 'twist_class_label': '27.12.a.d', 'twist_class_level': 27, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 12}
  • id: 72926
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 8, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '81.12.c.i', 'source_level': 81, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '27.12.a.d', 'target_level': 27, 'twist_class_label': '27.12.a.d', 'twist_class_level': 27, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 12}
  • id: 72927
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 8, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '81.12.c.i', 'source_level': 81, 'target_char_orbit': 3, 'target_dim': 8, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '81.12.c.i', 'target_level': 81, 'twist_class_label': '27.12.a.d', 'twist_class_level': 27, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
  • id: 72928
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 8, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '81.12.c.i', 'source_level': 81, 'target_char_orbit': 3, 'target_dim': 8, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '81.12.c.i', 'target_level': 81, 'twist_class_label': '27.12.a.d', 'twist_class_level': 27, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 72929
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 8, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '81.12.c.i', 'source_level': 81, 'target_char_orbit': 3, 'target_dim': 8, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '81.12.c.i', 'target_level': 81, 'twist_class_label': '27.12.a.d', 'twist_class_level': 27, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 12}
  • id: 72930
    {'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 8, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '81.12.c.i', 'source_level': 81, 'target_char_orbit': 3, 'target_dim': 8, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '81.12.c.i', 'target_level': 81, 'twist_class_label': '27.12.a.d', 'twist_class_level': 27, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 256625
    {'charpoly_factorization': [[[19591041024, 0, 687802752, 0, 24007428, 0, 4914, 0, 1], 1]], 'hecke_orbit_code': 36028934659244113, 'p': 2}
  • id: 256626
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 36028934659244113, 'p': 3}
  • id: 256627
    {'charpoly_factorization': [[[502909047409519518553866240000, 0, 119952428363928590745600, 0, 27901549510308864, 0, 169147008, 0, 1], 1]], 'hecke_orbit_code': 36028934659244113, 'p': 5}
  • id: 256628
    {'charpoly_factorization': [[[2128617711968412721, -20761261365530, 1661471211, 14230, 1], 2]], 'hecke_orbit_code': 36028934659244113, 'p': 7}
  • id: 256629
    {'charpoly_factorization': [[[33102428016365281970905809977843094428171894784, 0, 155901666761564125075188525779779584, 0, 552305404382929267110912, 0, 856881631872, 0, 1], 1]], 'hecke_orbit_code': 36028934659244113, 'p': 11}
  • id: 256630
    {'charpoly_factorization': [[[624072777615757220907025, -146489665056552470, 824368538811, 185434, 1], 2]], 'hecke_orbit_code': 36028934659244113, 'p': 13}
  • id: 256631
    {'charpoly_factorization': [[[5728420590108826787712617472, 0, -151632825095808, 0, 1], 2]], 'hecke_orbit_code': 36028934659244113, 'p': 17}
  • id: 256632
    {'charpoly_factorization': [[[-66935139322199, -16604698, 1], 4]], 'hecke_orbit_code': 36028934659244113, 'p': 19}
  • id: 256633
    {'charpoly_factorization': [[[35319081127049109888571499005425653412114136973029539840000, 0, 328658938894288032308968627939280778687283200, 0, 2870376260182693986263504679936, 0, 1748802440214144, 0, 1], 1]], 'hecke_orbit_code': 36028934659244113, 'p': 23}
  • id: 256634
    {'charpoly_factorization': [[[66875171110641646825578059072374060997120292667471593864167424, 0, 200537535362983880727014390097449743981838598144, 0, 593171063843088345564256332152832, 0, 24522413990510592, 0, 1], 1]], 'hecke_orbit_code': 36028934659244113, 'p': 29}
  • id: 256635
    {'charpoly_factorization': [[[497662388272136071585816596640000, 7220778378764668315561600, 82460751792713904, 323680552, 1], 2]], 'hecke_orbit_code': 36028934659244113, 'p': 31}
  • id: 256636
    {'charpoly_factorization': [[[-6333403919350775, -276082438, 1], 4]], 'hecke_orbit_code': 36028934659244113, 'p': 37}
  • id: 256637
    {'charpoly_factorization': [[[17275731315248881943020520625542524168788611988000034187275759779840000, 0, 145959771718926789745920850320415028703623748413030400, 0, 1101752584027876889135702776347623424, 0, 1110490774537863168, 0, 1], 1]], 'hecke_orbit_code': 36028934659244113, 'p': 41}
  • id: 256638
    {'charpoly_factorization': [[[1678654479832603661577684597477376, 2695422271740278523182080, 45299436528633024, -65787920, 1], 2]], 'hecke_orbit_code': 36028934659244113, 'p': 43}
  • id: 256639
    {'charpoly_factorization': [[[1533527449996738474411564753443350027106287870233734673986767769534726144, 0, 4544988657200638914519260989711302218258270403166076928, 0, 12231843531125820323449436523746178048, 0, 3670177146276848256, 0, 1], 1]], 'hecke_orbit_code': 36028934659244113, 'p': 47}
  • id: 256640
    {'charpoly_factorization': [[[1430313215768652127820248886343155712, 0, -23066435148994718208, 0, 1], 2]], 'hecke_orbit_code': 36028934659244113, 'p': 53}
  • id: 256641
    {'charpoly_factorization': [[[4262522450033923285447140477710203301379691590562211492027959906056664167481344, 0, 211221061942257826934906345170499721865951794638871131455488, 0, 8402063783809740216196009497076904997888, 0, 102306654245714702976, 0, 1], 1]], 'hecke_orbit_code': 36028934659244113, 'p': 59}
  • id: 256642
    {'charpoly_factorization': [[[822237322027984680585381279301938388801, 98188197341832515934739008286, 40399911317550546147, -3424212386, 1], 2]], 'hecke_orbit_code': 36028934659244113, 'p': 61}
  • id: 256643
    {'charpoly_factorization': [[[8642183340416401087049807531925820481089, 2026785628714199478786137254498, 382363297701592975203, 21801987106, 1], 2]], 'hecke_orbit_code': 36028934659244113, 'p': 67}
  • id: 256644
    {'charpoly_factorization': [[[889289487984093510668015200490440409088, 0, -383784456358405863936, 0, 1], 2]], 'hecke_orbit_code': 36028934659244113, 'p': 71}
  • id: 256645
    {'charpoly_factorization': [[[-30789252551447122415, 6588608558, 1], 4]], 'hecke_orbit_code': 36028934659244113, 'p': 73}
  • id: 256646
    {'charpoly_factorization': [[[1205588603984566894560508053737653596778225, 77173489351436742075875223856570, 3842122933580814523659, 70285958218, 1], 2]], 'hecke_orbit_code': 36028934659244113, 'p': 79}
  • id: 256647
    {'charpoly_factorization': [[[18896961490383685401858509027343329056673523657281205379638203654954765740306474205184, 0, 20025102490703083371960683734113420415504337064239930055447281664, 0, 16873529506981578535784182781320480678428672, 0, 4606581493362015078912, 0, 1], 1]], 'hecke_orbit_code': 36028934659244113, 'p': 83}
  • id: 256648
    {'charpoly_factorization': [[[615662593043978864600757013548539998080000, 0, -2542605745213985952384, 0, 1], 2]], 'hecke_orbit_code': 36028934659244113, 'p': 89}
  • id: 256649
    {'charpoly_factorization': [[[1289434525206957529343709601685882756533681, 78091494228311094252905639753050, 3593890426598743797291, 68770801450, 1], 2]], 'hecke_orbit_code': 36028934659244113, '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': 3, 'hecke_orbit': 9, 'label': '81.12.c.i', 'level': 81, 'portrait': 'data:image/png;base64,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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 51982333
    {'hecke_orbit_code': 36028934659244113, 'n': 1, 'trace_an': 8}
  • id: 51982334
    {'hecke_orbit_code': 36028934659244113, 'n': 2, 'trace_an': 0}
  • id: 51982335
    {'hecke_orbit_code': 36028934659244113, 'n': 3, 'trace_an': 0}
  • id: 51982336
    {'hecke_orbit_code': 36028934659244113, 'n': 4, 'trace_an': -1636}
  • id: 51982337
    {'hecke_orbit_code': 36028934659244113, 'n': 5, 'trace_an': 0}
  • id: 51982338
    {'hecke_orbit_code': 36028934659244113, 'n': 6, 'trace_an': 0}
  • id: 51982339
    {'hecke_orbit_code': 36028934659244113, 'n': 7, 'trace_an': -28460}
  • id: 51982340
    {'hecke_orbit_code': 36028934659244113, 'n': 8, 'trace_an': 0}
  • id: 51982341
    {'hecke_orbit_code': 36028934659244113, 'n': 9, 'trace_an': 0}
  • id: 51982342
    {'hecke_orbit_code': 36028934659244113, 'n': 10, 'trace_an': 304992}
  • id: 51982343
    {'hecke_orbit_code': 36028934659244113, 'n': 11, 'trace_an': 0}
  • id: 51982344
    {'hecke_orbit_code': 36028934659244113, 'n': 12, 'trace_an': 0}
  • id: 51982345
    {'hecke_orbit_code': 36028934659244113, 'n': 13, 'trace_an': -370868}
  • id: 51982346
    {'hecke_orbit_code': 36028934659244113, 'n': 14, 'trace_an': 0}
  • id: 51982347
    {'hecke_orbit_code': 36028934659244113, 'n': 15, 'trace_an': 0}
  • id: 51982348
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