Newform data - 144.12.a.d

Formats: - HTML - YAML - JSON - 2024-04-23T20:29:18.899044

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 20736, 'analytic_conductor': 110.6414180005808, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [144, 1, [127, 37, 65], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [4830, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799083438224, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '144.12.a.d', 'level': 144, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '1.12.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-4830q^{5}+16744q^{7}+534612q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '144.12.a', 'trace_display': [0, 0, -4830, 16744], 'trace_hash': 331918812527920161, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.017', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.977', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.051', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.917', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.140', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.684', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [1, 0, 0, 0, -4830, 0, 16744, 0, 0, 0, 534612, 0, -577738, 0, 0, 0, 6905934, 0, -10661420, 0, 0, 0, 18643272, 0, -25499225, 0, 0, 0, -128406630, 0, 52843168, 0, 0, 0, -80873520, 0, -182213314, 0, 0, 0, -308120442, 0, 17125708, 0, 0, 0, 2687348496, 0, -1696965207, 0, 0, 0, 1596055698, 0, -2582175960, 0, 0, 0, -5189203740, 0, 6956478662, 0, 0, 0, 2790474540, 0, 15481826884, 0, 0, 0, 9791485272, 0, 1463791322, 0, 0, 0, 8951543328, 0, -38116845680, 0, 0, 0, -29335099668, 0, -33355661220, 0, 0, 0, 24992917110, 0, -9673645072, 0, 0, 0, 51494658600, 0, 75013568546, 0, 0, 0, -81742959102, 0, 225755128648, 0, 0, 0, 90241258356, 0, 73482676310, 0, 0, 0, 85146862638, 0, -90047003760, 0, 0, 0, 115632958896, 0, 498319933, 0, 0, 0, 359001100500, 0, 262717201024, 0, 0, 0, 631528759932, 0, -178514816480, 0, 0, 0, 297198746214, 0, -596793577940, 0, 0, 0, -308865667656, 0, 620204022900, 0, 0, 0, 1115433620850, 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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], [-4830], [0], [16744], [0], [0], [0], [534612], [0], [-577738], [0], [0], [0], [6905934], [0], [-10661420], [0], [0], [0], [18643272], [0], [-25499225], [0], [0], [0], [-128406630], [0], [52843168], [0], [0], [0], [-80873520], [0], [-182213314], [0], [0], [0], [-308120442], [0], [17125708], [0], [0], [0], [2687348496], [0], [-1696965207], [0], [0], [0], [1596055698], [0], [-2582175960], [0], [0], [0], [-5189203740], [0], [6956478662], [0], [0], [0], [2790474540], [0], [15481826884], [0], [0], [0], [9791485272], [0], [1463791322], [0], [0], [0], [8951543328], [0], [-38116845680], [0], [0], [0], [-29335099668], [0], [-33355661220], [0], [0], [0], [24992917110], [0], [-9673645072], [0], [0], [0], [51494658600], [0], [75013568546], [0], [0], [0]], 'ap': [[0], [0], [-4830], [16744], [534612], [-577738], [6905934], [-10661420], [18643272], [-128406630], [52843168], [-182213314], [-308120442], [17125708], [2687348496], [1596055698], [-5189203740], [6956478662], 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[231449571733632], [149871571611810], [208110680273846], [133407937691598], [-206167580638390], [73403515193820], [171111932338622], [-71775829446768], [99881248225682], [29031220908760], [328369848718692], [612368143631550], [303483032911706], [729307946668938], [-122188164073712], [-617380683662484], [1050837984850080], [219909971761864], [-483863128068108], [108877719272500], [506588355787752], [-85753393288710], [-927574652509722], [21818651341228], [-1695266465052058], [-752144751323996], [-187489032934806], [244971285916812], [-1352425875836970], [-1432228477996772], [-877659324192574], [-2434250501782764], [303318212278158], [-1701984261329400], [2339216023326602], [2496072486898144], [2473009012516862], [-24336777156666], [-4225450805148020], [4263261111420568], [-1008295928583042], [-303982416160892], [3435828424131096], [1185387156769098], [-2265102374509140], [-5330121520762738], [4741198635421922], [1413071638641474], [-3031157627077068], [2747313442193908], [-5727465442629702], [698326457818910], [9709787093595120], [-2464686886685576], [7912852398754982], [8406936179151460], [1362869794471992], [-6817220120892752], [-667048975014994], [7744079729695638], [2524111226919170], [11145268112466978], [-13227104255899436], [-2302477758246246], [-5604717670694010], [5085164185024588], [-279110773799022], [13526517861603928], [272543929352676], [18045917610367430], [-7961834707368360], [-14982644001390898], [22256130175851894], [-5442366024533060], [10810987426382112], [-28102437759471274], [-4222089494633682], [-516091995437132], [5719060466578536], [84377784300844], [-11009058285505488], [4863513801242680], [-3575343976258530], [38637331724206586], [34899727878407658], [-28512291118415604], [-40033434235820202], [-18495304308397016], [-21487665696030828], [8738799717564174], [11892426157508232], [-23440857788319392], [-21400415987399554], [-14140474408719790], [-8078051360921262], [42528288409872420], [34207078423817222], [-33856535119992168], [-507848971551718], [-27795420604049840], [-48441354070159050], [56138975103853948], [-73012153687609662], [56162522430471688], [-81179501100647530], [5380494736339264], [77024435087490492], [2546880577469342], [-10923890478627546], [-92196634930293648], [76282732502064690], [85547077943632166], [-36742572673913372], [-53641048259107270], [54523034470945152], [20876892586070402], [52590819714899412], [116697071931372628], [-122494499424362982], [-86056689528016164], [-2878690157960442], [-73822176828562798], [118382969342459462], [-25973741240755266], [25175824528928472], [34556111298796170], [-96853991509314032], [-97333934158120114], [27757672778617250], [39109462218377460], [-135007856619237126], [82794023701285120], [223708171768385532], [-5265838935480090], [18923199374555308], [117469716286125746], [78846086185459698], [-11784308009492552], [-88647386281464444], [-125808503629718280], [-144714561723993478], [-102809950955292176], [-285644496387694962], [-163537829982478584], [-196859773581251622], [-174876313468034818], [-213406636978039400], [55717118878059390], [271888846659237328], [104108137326063276], [-162070659080889970], [-179070471608612682], [-23293555842569760], [-322034036820363896], [-230903632595257548], [-202030730963640298], [323442360856836340], [-158698437565988672], [-180857182053864282], [235533333971868268], [170248660454225136], [-165378643075901710], [-334135658998193742], [-213116200924093500], [476924719920845112], [-36258681148338228], [522177048125960668], [202897891307151208], [374749863918346550], [332593258493253198], [79166676518738760], [-323869708717387616], [-629402289485400228], [-533246752885760180], [163920106568642832], [-736690791654640954], [154309482257902398], [696665133161600856], [209974774840430810], [324467080045680138], [-474829628364424980], [247650775353935822], [80127562399310524], [-432622863808652286], [425435383886684906], [443672411583273088], [783908098402030716], [744395722271551070], [-52168997437356058], [584929452554797854], [478764084368107300], [140532976832634090], [-432172135498346922], [-1207441533568463972], [-31468229833181982], [60777123608161142], [-173728410346777196], [-80100173165450998], [-906953636358956960], [-1046000472838835374], [166762667958770968], [-1033946260987641564], [-265615055999900410], [885926205657451802], [-1340944800260709588], [-1359221509248320928], [-724121338179408632], [1366640117231440296], [-554630006297373538], [1516929367824367084], [560785631554377072], [-627667342289012878], [-1519681136190507726], [-485004486669833480], [833656399631897310], [-753254560123714902], [-218008976866769844], [797299928451938838], [-96512411979860268], [1403886618827040182], [1509130927955617050], [-1576547535884713952], [-1191086518875594222], [2367686150854772580], [1057044478038759364], [-232614830125358758], [-956846140414627446], [1159913672832202000], [1402929054144294252], [1052878119158691388], [2275183008948284066], [127060804069605876], [2071731462351740630], [-1012023726160667160], [-2722920217955345698], [505912698732795312], [2021329164414412530], [3283050595335017118], [-2266007308066602332], [-1274343425156256264], [-3289642282104575110], [-158709304481046900], [337378582827563712], [1416137431218375362], [1465518247189968270], [1105489850967458068], [1108518137948219786], [2804391299529802458], [3463100174643824608], [-2374739016704889402], [-748574531821704238], [329304135430137220], [1504698519284375548], [-734375677248992544], [413454523613321538], [237367114094598422], [4050534454013085114], [-2459605637721727040], [4711450875401202492], [1092473614545936748], [1632809598977285316], [-4585901454785962330], [628080207184208478], [-2576891159506126918], [-5149296600220505936], [1763474583246042542], [-3803023559519536746], [-3293242646717484510], [-1935759074318741912], [4453349333033099418], [-2077478945181949860], [475419892965703742], [-1987684329979279796], [-4162506794825649648], [-4900064311361706606], [3211231815759983428], [3654889872475339226], [-1223273902173160182], [-1800367748864715632], [1654589186259370190], [-3203465535213333642], [1351404402506138400], [4542041100095889012], [3140640535918815534], [-5710507548408146328], [-720328274240714914], [-5364128248837234842], [-5222106100169329104], [7351248419578278660], [-3206250804831191516], [-2865419128908086278], [7121007272344093674], [-7120152451033953752], [-6355258870352588278], [1991669049075442332], [4696122362164123660], [-4434652445250764208], [-8521114247515109550], [438519160270695448], [1913928974652300806], [-3264960493988516820], [8994533473522096992], [1425395558872959842], [113176769876990190], [-10097549632653285334], [8569888075041317178], [-2619756690013041882], [-10759285429307033096], [12511791856728560094], [-1293318750144504860], [3015453546236553912], [9847468035602606128], [-3760740008891563474], [-2284498010918400932], [4682686209313854336], [9087382919634031490], [-6791255198037006942], [4924312409974943700], [-2355679442443926956], [4451292769759962312], [3525580318347621962], [4439132239175982880], [643463887435409670], [6739260155572267468], [3528635716645443858], [13974829490146631750], [-3686225267000680002], [16173458448420615184], [6946595043256816374], [-6438089460190558590], [-1698750468442331192], [15727785362604812246], [-5585169287182718802], [-1929034750587535052], [-10647813092968971780], [-5632029353354755918], [7113964905399254514], [-5711856392554102908], [-17303308971799733852], [-6547684690837717894], [18169082447429234538], [9760782655842540480], [4114158894745559464], [-3204127474514879346], [10843789086536614152], [-16293686169352771110], [186485610881843966], [11492925925933776], [4309562682404824740], [-6590558703175741798], [6510772456911838794], [-15340050266367016788], [2725836408128808630], [-9165605508054055172], [-9117808694571255000]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 13510799083438224, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '144.12.a.d', 'level': 144, 'maxp': 2999, 'weight': 12}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  ALdims	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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[2, -1], [3, -1]], 8, 8], [[[2, 1], [3, -1]], 8, 6], [[[2, -1], [3, 1]], 5, 4], [[[2, 1], [3, 1]], 6, 2]], 'ALdims': [6, 8, 5, 8], 'Nk2': 20736, 'analytic_conductor': 110.6414180005808, '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': [144, 1, [127, 37, 65], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 252, 'dim': 27, 'eis_dim': 24, 'eis_new_dim': 1, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 201326736, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 3, 3], 'label': '144.12.a', 'level': 144, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 276, 'mf_new_dim': 28, 'num_forms': 20, 'plus_dim': 14, 'prim_orbit_index': 1, 'relative_dim': 27, 'sturm_bound': 288, 'trace_bound': 5, 'trace_display': [0, 0, -1320, 34540], 'traces': [27, 0, 0, 0, -1320, 0, 34540, 0, 0, 0, -753576, 0, 123022, 0, 0, 0, -5026032, 0, 904464, 0, 0, 0, 23508384, 0, 228744977, 0, 0, 0, 9913992, 0, -297288612, 0, 0, 0, -229622064, 0, 278490074, 0, 0, 0, -255403536, 0, -1029453088, 0, 0, 0, -3603047280, 0, 5325196291, 0, 0, 0, -1021104216, 0, 6010522192, 0, 0, 0, -2054033112, 0, 36009682, 0, 0, 0, -5273223888, 0, 12198246840, 0, 0, 0, 11212433280, 0, -25696031678, 0, 0, 0, -41238780000, 0, 37173709532, 0, 0, 0, 35144598792, 0, -8657557328, 0, 0, 0, 85477639680, 0, -43220744872, 0, 0, 0, -56089889520, 0, 22720269402, 0, 0, 0, 228110718696, 0, -149412116764, 0, 0, 0, 3191502312, 0, 267955296814, 0, 0, 0, -221330863104, 0, 76139046400, 0, 0, 0, 352431665712, 0, 441002980415, 0, 0, 0, -80298411600, 0, 393176891060, 0, 0, 0, -584067446184, 0, 195382610368, 0, 0, 0, -360700920048, 0, 1011009798664, 0, 0, 0, -458128347312, 0, 410120977536, 0, 0, 0, -825027302184, 0, 2527430081484, 0, 0, 0, 554510345520, 0, -933325739534, 0, 0, 0, 386338032960, 0, 3416574864400, 0, 0, 0, 485851421040, 0, 4708431777909, 0, 0, 0, 2572925525880, 0, 221784114916, 0, 0, 0, -2073169448136, 0, 3314235776006, 0, 0, 0, -2896755766896, 0, -5421892189936, 0, 0, 0, 1632419920704, 0, 2854228031862, 0, 0, 0, 5010810712200, 0, -12395703534988, 0, 0, 0, 5400126076560, 0, -2896843986000, 0, 0, 0, -1825261904256, 0, 203651666264, 0, 0, 0, 2830248835824, 0, 498421039408, 0, 0, 0, 9059551062336, 0, 29422190278340, 0, 0, 0, -13991669025144, 0, -8086756200458, 0, 0, 0, -8238810222720, 0, 34158764274720, 0, 0, 0, 12831467367552, 0, -9920635233286, 0, 0, 0, -18697386923496, 0, -25277073762176, 0, 0, 0, -27295475874696, 0, -4538296750528, 0, 0, 0, -2268641467680, 0, -13346651145880, 0, 0, 0, 27257778046704, 0, 8217639468032, 0, 0, 0, -11975211954936, 0, -80266597760220, 0, 0, 0, -42310755765528, 0, -14227113389882, 0, 0, 0, 7996245052128, 0, 6163408498488, 0, 0, 0, 65994877612272, 0, 25951192274645, 0, 0, 0, 42849211526184, 0, -50460480966416, 0, 0, 0, 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-41772582209623995108, 0, 0, 0, -65971797364965400224, 0, 14420032887566034016, 0, 0, 0, -61031565885485765712, 0, -28225491593376950078, 0, 0, 0, 72838612607556772320, 0, 89734738857928196544, 0, 0, 0, 77880615654486958176, 0], '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: 122587
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '144.12.a.d', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '1.12.a.a', 'target_level': 1, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 122588
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '144.12.a.d', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '9.12.a.b', 'target_level': 9, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 122589
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '144.12.a.d', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '16.12.a.a', 'target_level': 16, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 122590
    {'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '144.12.a.d', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '25.12.a.b', 'target_level': 25, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 12}
  • id: 122591
    {'conductor': 60, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '144.12.a.d', 'source_level': 144, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '25.12.b.b', 'target_level': 25, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '60.l', 'twisting_char_orbit': 12, 'weight': 12}
  • id: 122592
    {'conductor': 84, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '144.12.a.d', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '49.12.a.a', 'target_level': 49, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '84.h', 'twisting_char_orbit': 8, 'weight': 12}
  • id: 122593
    {'conductor': 84, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '144.12.a.d', 'source_level': 144, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '49.12.c.b', 'target_level': 49, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '84.n', 'twisting_char_orbit': 14, 'weight': 12}
  • id: 122594
    {'conductor': 84, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '144.12.a.d', 'source_level': 144, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '49.12.c.c', 'target_level': 49, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '84.j', 'twisting_char_orbit': 10, 'weight': 12}
  • id: 122595
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '144.12.a.d', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '64.12.a.b', 'target_level': 64, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 12}
  • id: 122596
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '144.12.a.d', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '64.12.a.f', 'target_level': 64, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 12}
  • id: 122597
    {'conductor': 36, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '144.12.a.d', 'source_level': 144, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '81.12.c.b', 'target_level': 81, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '36.f', 'twisting_char_orbit': 6, 'weight': 12}
  • id: 122598
    {'conductor': 36, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '144.12.a.d', 'source_level': 144, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '81.12.c.d', 'target_level': 81, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '36.h', 'twisting_char_orbit': 8, 'weight': 12}
  • id: 122599
    {'conductor': 132, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '144.12.a.d', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '121.12.a.b', 'target_level': 121, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '132.d', 'twisting_char_orbit': 4, 'weight': 12}
  • id: 122600
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '144.12.a.d', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '144.12.a.d', 'target_level': 144, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
  • id: 122601
    {'conductor': 156, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '144.12.a.d', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '169.12.a.a', 'target_level': 169, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '156.h', 'twisting_char_orbit': 8, 'weight': 12}
  • id: 122602
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '144.12.a.d', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '225.12.a.b', 'target_level': 225, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 12}
  • id: 122603
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '144.12.a.d', 'source_level': 144, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '225.12.b.d', 'target_level': 225, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 12}
  • id: 122604
    {'conductor': 48, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '144.12.a.d', 'source_level': 144, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '256.12.b.c', 'target_level': 256, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '48.i', 'twisting_char_orbit': 9, 'weight': 12}
  • id: 122605
    {'conductor': 48, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '144.12.a.d', 'source_level': 144, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '256.12.b.e', 'target_level': 256, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '48.k', 'twisting_char_orbit': 11, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 386175
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510799083438224, 'p': 2}
  • id: 386176
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510799083438224, 'p': 3}
  • id: 386177
    {'charpoly_factorization': [[[4830, 1], 1]], 'hecke_orbit_code': 13510799083438224, 'p': 5}
  • id: 386178
    {'charpoly_factorization': [[[-16744, 1], 1]], 'hecke_orbit_code': 13510799083438224, 'p': 7}
  • id: 386179
    {'charpoly_factorization': [[[-534612, 1], 1]], 'hecke_orbit_code': 13510799083438224, 'p': 11}
  • id: 386180
    {'charpoly_factorization': [[[577738, 1], 1]], 'hecke_orbit_code': 13510799083438224, 'p': 13}
  • id: 386181
    {'charpoly_factorization': [[[-6905934, 1], 1]], 'hecke_orbit_code': 13510799083438224, 'p': 17}
  • id: 386182
    {'charpoly_factorization': [[[10661420, 1], 1]], 'hecke_orbit_code': 13510799083438224, 'p': 19}
  • id: 386183
    {'charpoly_factorization': [[[-18643272, 1], 1]], 'hecke_orbit_code': 13510799083438224, 'p': 23}
  • id: 386184
    {'charpoly_factorization': [[[128406630, 1], 1]], 'hecke_orbit_code': 13510799083438224, 'p': 29}
  • id: 386185
    {'charpoly_factorization': [[[-52843168, 1], 1]], 'hecke_orbit_code': 13510799083438224, 'p': 31}
  • id: 386186
    {'charpoly_factorization': [[[182213314, 1], 1]], 'hecke_orbit_code': 13510799083438224, 'p': 37}
  • id: 386187
    {'charpoly_factorization': [[[308120442, 1], 1]], 'hecke_orbit_code': 13510799083438224, 'p': 41}
  • id: 386188
    {'charpoly_factorization': [[[-17125708, 1], 1]], 'hecke_orbit_code': 13510799083438224, 'p': 43}
  • id: 386189
    {'charpoly_factorization': [[[-2687348496, 1], 1]], 'hecke_orbit_code': 13510799083438224, 'p': 47}
  • id: 386190
    {'charpoly_factorization': [[[-1596055698, 1], 1]], 'hecke_orbit_code': 13510799083438224, 'p': 53}
  • id: 386191
    {'charpoly_factorization': [[[5189203740, 1], 1]], 'hecke_orbit_code': 13510799083438224, 'p': 59}
  • id: 386192
    {'charpoly_factorization': [[[-6956478662, 1], 1]], 'hecke_orbit_code': 13510799083438224, 'p': 61}
  • id: 386193
    {'charpoly_factorization': [[[-15481826884, 1], 1]], 'hecke_orbit_code': 13510799083438224, 'p': 67}
  • id: 386194
    {'charpoly_factorization': [[[-9791485272, 1], 1]], 'hecke_orbit_code': 13510799083438224, 'p': 71}
  • id: 386195
    {'charpoly_factorization': [[[-1463791322, 1], 1]], 'hecke_orbit_code': 13510799083438224, 'p': 73}
  • id: 386196
    {'charpoly_factorization': [[[38116845680, 1], 1]], 'hecke_orbit_code': 13510799083438224, 'p': 79}
  • id: 386197
    {'charpoly_factorization': [[[29335099668, 1], 1]], 'hecke_orbit_code': 13510799083438224, 'p': 83}
  • id: 386198
    {'charpoly_factorization': [[[-24992917110, 1], 1]], 'hecke_orbit_code': 13510799083438224, 'p': 89}
  • id: 386199
    {'charpoly_factorization': [[[-75013568546, 1], 1]], 'hecke_orbit_code': 13510799083438224, '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': 4, 'label': '144.12.a.d', 'level': 144, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 137773000
    {'hecke_orbit_code': 13510799083438224, 'n': 1, 'trace_an': 1}
  • id: 137773001
    {'hecke_orbit_code': 13510799083438224, 'n': 2, 'trace_an': 0}
  • id: 137773002
    {'hecke_orbit_code': 13510799083438224, 'n': 3, 'trace_an': 0}
  • id: 137773003
    {'hecke_orbit_code': 13510799083438224, 'n': 4, 'trace_an': 0}
  • id: 137773004
    {'hecke_orbit_code': 13510799083438224, 'n': 5, 'trace_an': -4830}
  • id: 137773005
    {'hecke_orbit_code': 13510799083438224, 'n': 6, 'trace_an': 0}
  • id: 137773006
    {'hecke_orbit_code': 13510799083438224, 'n': 7, 'trace_an': 16744}
  • id: 137773007
    {'hecke_orbit_code': 13510799083438224, 'n': 8, 'trace_an': 0}
  • id: 137773008
    {'hecke_orbit_code': 13510799083438224, 'n': 9, 'trace_an': 0}
  • id: 137773009
    {'hecke_orbit_code': 13510799083438224, 'n': 10, 'trace_an': 0}
  • id: 137773010
    {'hecke_orbit_code': 13510799083438224, 'n': 11, 'trace_an': 534612}
  • id: 137773011
    {'hecke_orbit_code': 13510799083438224, 'n': 12, 'trace_an': 0}
  • id: 137773012
    {'hecke_orbit_code': 13510799083438224, 'n': 13, 'trace_an': -577738}
  • id: 137773013
    {'hecke_orbit_code': 13510799083438224, 'n': 14, 'trace_an': 0}
  • id: 137773014
    {'hecke_orbit_code': 13510799083438224, 'n': 15, 'trace_an': 0}
  • id: 137773015
    {'hecke_orbit_code': 13510799083438224, 'n': 16, 'trace_an': 0}
  • id: 137773016
    {'hecke_orbit_code': 13510799083438224, 'n': 17, 'trace_an': 6905934}
  • id: 137773017
    {'hecke_orbit_code': 13510799083438224, 'n': 18, 'trace_an': 0}
  • id: 137773018
    {'hecke_orbit_code': 13510799083438224, 'n': 19, 'trace_an': -10661420}
  • id: 137773019
    {'hecke_orbit_code': 13510799083438224, 'n': 20, 'trace_an': 0}
  • id: 137773020
    {'hecke_orbit_code': 13510799083438224, 'n': 21, 'trace_an': 0}
  • id: 137773021
    {'hecke_orbit_code': 13510799083438224, 'n': 22, 'trace_an': 0}
  • id: 137773022
    {'hecke_orbit_code': 13510799083438224, 'n': 23, 'trace_an': 18643272}
  • id: 137773023
    {'hecke_orbit_code': 13510799083438224, 'n': 24, 'trace_an': 0}
  • id: 137773024
    {'hecke_orbit_code': 13510799083438224, 'n': 25, 'trace_an': -25499225}
  • id: 137773025
    {'hecke_orbit_code': 13510799083438224, 'n': 26, 'trace_an': 0}
  • id: 137773026
    {'hecke_orbit_code': 13510799083438224, 'n': 27, 'trace_an': 0}
  • id: 137773027
    {'hecke_orbit_code': 13510799083438224, 'n': 28, 'trace_an': 0}
  • id: 137773028
    {'hecke_orbit_code': 13510799083438224, 'n': 29, 'trace_an': -128406630}
  • id: 137773029
    {'hecke_orbit_code': 13510799083438224, 'n': 30, 'trace_an': 0}
  • id: 137773030
    {'hecke_orbit_code': 13510799083438224, 'n': 31, 'trace_an': 52843168}
  • id: 137773031
    {'hecke_orbit_code': 13510799083438224, 'n': 32, 'trace_an': 0}
  • id: 137773032
    {'hecke_orbit_code': 13510799083438224, 'n': 33, 'trace_an': 0}
  • id: 137773033
    {'hecke_orbit_code': 13510799083438224, 'n': 34, 'trace_an': 0}
  • id: 137773034
    {'hecke_orbit_code': 13510799083438224, 'n': 35, 'trace_an': -80873520}
  • id: 137773035
    {'hecke_orbit_code': 13510799083438224, 'n': 36, 'trace_an': 0}
  • id: 137773036
    {'hecke_orbit_code': 13510799083438224, 'n': 37, 'trace_an': -182213314}
  • id: 137773037
    {'hecke_orbit_code': 13510799083438224, 'n': 38, 'trace_an': 0}
  • id: 137773038
    {'hecke_orbit_code': 13510799083438224, 'n': 39, 'trace_an': 0}
  • id: 137773039
    {'hecke_orbit_code': 13510799083438224, 'n': 40, 'trace_an': 0}
  • id: 137773040
    {'hecke_orbit_code': 13510799083438224, 'n': 41, 'trace_an': -308120442}
  • id: 137773041
    {'hecke_orbit_code': 13510799083438224, 'n': 42, 'trace_an': 0}
  • id: 137773042
    {'hecke_orbit_code': 13510799083438224, 'n': 43, 'trace_an': 17125708}
  • id: 137773043
    {'hecke_orbit_code': 13510799083438224, 'n': 44, 'trace_an': 0}
  • id: 137773044
    {'hecke_orbit_code': 13510799083438224, 'n': 45, 'trace_an': 0}
  • id: 137773045
    {'hecke_orbit_code': 13510799083438224, 'n': 46, 'trace_an': 0}
  • id: 137773046
    {'hecke_orbit_code': 13510799083438224, 'n': 47, 'trace_an': 2687348496}
  • id: 137773047
    {'hecke_orbit_code': 13510799083438224, 'n': 48, 'trace_an': 0}
  • id: 137773048
    {'hecke_orbit_code': 13510799083438224, 'n': 49, 'trace_an': -1696965207}
  • id: 137773049
    {'hecke_orbit_code': 13510799083438224, 'n': 50, 'trace_an': 0}
  • id: 137773050
    {'hecke_orbit_code': 13510799083438224, 'n': 51, 'trace_an': 0}
  • id: 137773051
    {'hecke_orbit_code': 13510799083438224, 'n': 52, 'trace_an': 0}
  • id: 137773052
    {'hecke_orbit_code': 13510799083438224, 'n': 53, 'trace_an': 1596055698}
  • id: 137773053
    {'hecke_orbit_code': 13510799083438224, 'n': 54, 'trace_an': 0}
  • id: 137773054
    {'hecke_orbit_code': 13510799083438224, 'n': 55, 'trace_an': -2582175960}
  • id: 137773055
    {'hecke_orbit_code': 13510799083438224, 'n': 56, 'trace_an': 0}
  • id: 137773056
    {'hecke_orbit_code': 13510799083438224, 'n': 57, 'trace_an': 0}
  • id: 137773057
    {'hecke_orbit_code': 13510799083438224, 'n': 58, 'trace_an': 0}
  • id: 137773058
    {'hecke_orbit_code': 13510799083438224, 'n': 59, 'trace_an': -5189203740}
  • id: 137773059
    {'hecke_orbit_code': 13510799083438224, 'n': 60, 'trace_an': 0}
  • id: 137773060
    {'hecke_orbit_code': 13510799083438224, 'n': 61, 'trace_an': 6956478662}
  • id: 137773061
    {'hecke_orbit_code': 13510799083438224, 'n': 62, 'trace_an': 0}
  • id: 137773062
    {'hecke_orbit_code': 13510799083438224, 'n': 63, 'trace_an': 0}
  • id: 137773063
    {'hecke_orbit_code': 13510799083438224, 'n': 64, 'trace_an': 0}
  • id: 137773064
    {'hecke_orbit_code': 13510799083438224, 'n': 65, 'trace_an': 2790474540}
  • id: 137773065
    {'hecke_orbit_code': 13510799083438224, 'n': 66, 'trace_an': 0}
  • id: 137773066
    {'hecke_orbit_code': 13510799083438224, 'n': 67, 'trace_an': 15481826884}
  • id: 137773067
    {'hecke_orbit_code': 13510799083438224, 'n': 68, 'trace_an': 0}
  • id: 137773068
    {'hecke_orbit_code': 13510799083438224, 'n': 69, 'trace_an': 0}
  • id: 137773069
    {'hecke_orbit_code': 13510799083438224, 'n': 70, 'trace_an': 0}
  • id: 137773070
    {'hecke_orbit_code': 13510799083438224, 'n': 71, 'trace_an': 9791485272}
  • id: 137773071
    {'hecke_orbit_code': 13510799083438224, 'n': 72, 'trace_an': 0}
  • id: 137773072
    {'hecke_orbit_code': 13510799083438224, 'n': 73, 'trace_an': 1463791322}
  • id: 137773073
    {'hecke_orbit_code': 13510799083438224, 'n': 74, 'trace_an': 0}
  • id: 137773074
    {'hecke_orbit_code': 13510799083438224, 'n': 75, 'trace_an': 0}
  • id: 137773075
    {'hecke_orbit_code': 13510799083438224, 'n': 76, 'trace_an': 0}
  • id: 137773076
    {'hecke_orbit_code': 13510799083438224, 'n': 77, 'trace_an': 8951543328}
  • id: 137773077
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