Newform data - 144.12.a.b

Formats: - HTML - YAML - JSON - 2024-04-28T18:28:51.762016

• 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, [5766, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599828697232, '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.b', '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': '6.12.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-5766q^{5}-72464q^{7}-408948q^{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, -5766, -72464], 'trace_hash': 1409842965466939190, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.979', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.912', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.734', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [1, 0, 0, 0, -5766, 0, -72464, 0, 0, 0, -408948, 0, 1367558, 0, 0, 0, -5422914, 0, -15166100, 0, 0, 0, -52194072, 0, -15581369, 0, 0, 0, -118581150, 0, 57652408, 0, 0, 0, 417827424, 0, -375985186, 0, 0, 0, -856316202, 0, 1245189172, 0, 0, 0, -1306762656, 0, 3273704553, 0, 0, 0, -409556358, 0, 2357994168, 0, 0, 0, -2882866260, 0, 5731767302, 0, 0, 0, -7885339428, 0, -3893272244, 0, 0, 0, -9075890088, 0, -15571822822, 0, 0, 0, 29634007872, 0, 30196762600, 0, 0, 0, 23135252628, 0, 31268522124, 0, 0, 0, 25614819990, 0, -99098722912, 0, 0, 0, 87447732600, 0, -61937553406, 0, 0, 0, 94964150058, 0, -54371908448, 0, 0, 0, 5713477884, 0, -49672374010, 0, 0, 0, -177802571058, 0, 300951019152, 0, 0, 0, 392966040096, 0, -118073203907, 0, 0, 0, 371385142404, 0, 473707536136, 0, 0, 0, 168573812532, 0, 1098996270400, 0, 0, 0, 801479261526, 0, -524839237820, 0, 0, 0, -559260108984, 0, 683738910900, 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], [-5766], [0], [-72464], [0], [0], [0], [-408948], [0], [1367558], [0], [0], [0], [-5422914], [0], [-15166100], [0], [0], [0], [-52194072], [0], [-15581369], [0], [0], [0], [-118581150], [0], [57652408], [0], [0], [0], [417827424], [0], [-375985186], [0], [0], [0], [-856316202], [0], [1245189172], [0], [0], [0], [-1306762656], [0], [3273704553], [0], [0], [0], [-409556358], [0], [2357994168], [0], [0], [0], [-2882866260], [0], [5731767302], [0], [0], [0], [-7885339428], [0], [-3893272244], [0], [0], [0], [-9075890088], [0], [-15571822822], [0], [0], [0], [29634007872], [0], [30196762600], [0], [0], [0], [23135252628], [0], [31268522124], [0], [0], [0], [25614819990], [0], [-99098722912], [0], [0], [0], [87447732600], [0], [-61937553406], [0], [0], [0]], 'ap': [[0], [0], [-5766], [-72464], [-408948], [1367558], [-5422914], [-15166100], [-52194072], [-118581150], [57652408], [-375985186], [-856316202], [1245189172], [-1306762656], [-409556358], [-2882866260], 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[-4597206126295892], [2587014691966818], [2520806909453870], [3037163189811840], [-6520856018525024], [-1482084159648202], [-5393426983129460], [8961919068060168], [7787200900914568], [-2419224924478786], [5025522575565318], [12105571636854530], [7456300773991722], [11257989560649676], [10466895892615986], [12817970979489270], [-9792950640539852], [-7084100698669542], [-19856913386391008], [-20553656994225396], [-14592049502444170], [6549633589083960], [19924415074625198], [-15914882431310394], [1190195095374820], [-1733431366649952], [11660223223786454], [16609123048628718], [12820490726271532], [-221358390467016], [24836086882256116], [8102951455624752], [33381374096334400], [-35671257106709970], [39624761192998394], [-5371931506709022], [22224103394043684], [-7668673573745178], [-28047373147337984], [-24342728765789268], [21914442147874206], [-7045855376252712], [-40487293131612392], [17960734932482174], [-11702091187813390], [-20255731606089078], [-17953019169671220], [-13325880316933018], [-16615423460382168], [-24898739350723942], [8688156920124040], [36801180581909430], [41225248580309428], [-10392717675269862], [-25876540988235488], [20542789971481910], [32571111393047416], [70719001461061572], [-7709542602506002], [3467432584492326], [-43713598626699312], [-23227844334941910], [56574365174603894], [14352699322266412], [24649781792845850], [-3963592283528448], [35143101344748098], [88582120297047228], [83223982371916348], [137966990526431538], [-134152095060825516], [3798867130950342], [-84050834285187118], [-168310223389326442], [40066904983228926], [124015727712314088], [-2131291789073790], [-44984833738573352], [15844807169430974], [162741821329134050], [8999311647631500], [202231843237520226], [-21705993438649400], [-148449678792021372], [-196382200948376250], [-157352925535162892], [141375782023592114], [-33830751560047062], [-61678022712370448], [100256533229719884], [108480794052093720], [-161002457425886278], [-192277681510144184], [99624957234174078], [-128786130232745256], [-181514757671739438], [-308612723936939218], [-91117323486571760], [337312640638704270], [-316411313659900328], [74651090584915284], [229791332488503470], [-97092978950700138], [219837678138606960], [258063384035888896], [118778880166104252], [-304382007240123322], [411431754219789580], [-210271058520051032], [130517470271183718], [210123859962675892], [63467017382750304], [-509623482831413230], [-312983174920463478], [201540458065605180], [114914735516093112], [261734398238477748], [-445474684490664332], [-465425911169227088], [609340521265687190], [-116730399068772018], [35615779412746440], [647055491047505656], [-414292261114696908], [-242960848146750140], [416052631215682128], [762616350786184694], [-307382736368212002], [-686455847754551976], [116268128190559130], [475166098538839122], [-582351703687607580], [545986087871836862], [151278318826737556], [-664456031680881654], [-605806952504896726], [142957828772881672], [-704131521310867596], [-540575250102259570], [744304489133340998], [-683108602342054674], [-456815868387114740], [197074108939689090], [486076389539161398], [-410692476746993948], [-666260695924218438], [516828561732819062], [-27003850416956324], [-550261614478750582], [355353872129372440], [-1448984185105737646], [-462450276029168048], [-1485231550797244836], [-889233721608771130], [1474490674340495642], [720652006132000932], [953175477964555248], [-1712780347249156832], [1161609992732962344], [-1516543280423300578], [-524982966143094764], [-1699374363573461328], [-675441855996783982], [-696897612011317974], [86984061871675360], [445633418223604350], [585195659798426178], [1460216178589822884], [-1180794104421709578], [-170857229953143108], [2159935697066332118], [1094877826772342610], [752082053291587048], [346053446017105722], [903910736492027100], [725740000885495516], [-1414650959108111782], [969546271744134306], [-1829796233650709240], [-2409174599808446652], [1224421008710763268], [-807967937676947326], [7816708904514924], [-1888987041042515290], [-424558721405158680], [556568780484739358], [116954162135604048], [-1542961933124293350], [3123230878284992718], [-218912053400294948], [1973431257311506824], [722815882527358010], [-250019222755824060], [-1949902172302828368], [2838361504990670978], [2196443375737298670], [-1491945548375084612], [1915155187039060874], [-3468363697973798622], [-328788443515463048], [3817563235271321622], [2887633181986219442], [-1684143866545985540], [-1320458545753748348], [-3534934728088471776], [-3820274549019263718], [3824911764772361222], [3146096510497479666], [3074360927157587560], [1043856971846783508], [4843393060882229188], [-405411094614422916], [1234733784699398150], [-1774632809611932738], [4890241339815743162], [-1758549236607793064], [258122103627654158], [-3008809560594903834], [-373936655270348790], [1241674262332516768], [349691909009575362], [4283912663853865380], [-4986631895357370418], [1002235388995789636], [480398658022484832], [6757705809471782106], [5590007299270324828], [-102574883987692486], [-4401733416400065102], [-3217834503723390728], [947179372841759150], [-7316222315124719178], [-2056217698603200000], [-7501167586020432708], [-3865378124832479394], [-2706412624754532072], [-4900487271833353666], [1128641367126598278], [-6777810296717820336], [3254021198034541500], [-7970892224851495604], [-3112579213416359302], [-62748428347749774], [-3220791829103839088], [-3943960525834823158], [3031935763824096132], [543329071284646420], [903299859205708848], [3359446848990512250], [-5383280789614316672], [446905004045592854], [-1239967050742857900], [4751578074687943392], [4591987389432664418], [3072301297424469630], [5432419431004609994], [-2096615537220283662], [-2824627523652547818], [4602339699152000416], [8402243779399192926], [5739830186416149340], [-2994169485176660952], [7285396657311662728], [1986334812778411934], [6037276435562893012], [-12765138150408196656], [4967533717401603650], [-10648918291590061158], [8742477802174965180], [588580654445318956], [-9793433203540936008], [-9384925383157116502], [-14307401610479114840], [-5505684519959490090], [-6626536477982477612], [4463254599962277738], [9700274686151140550], [1025610767721816462], [7034632395355929016], [10850271213634638726], [1245618175429363050], [9213042523036976368], [12696347761702258694], [13325804933030518398], [-1032001375537107188], [12938785174065067140], [-12345235460607425422], [-508136083391917974], [-6431745152806050852], [16571838082416077308], [-2848427163485392006], [-6607910601811835982], [10222045903152800640], [11518428124968809296], [12546283762866351006], [1522886092073707848], [-7806583354261934190], [-12815825551443467746], [-13287618358368538416], [1596973749288565020], [-22285563625386365542], [7914425535182500626], [-19491558272647821132], [6362335448985826710], [-3224420266210609052], [17879340898072239240]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599828697232, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '144.12.a.b', '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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15484089759061200048, 0, 33057917823892709088, 0, 0, 0, 39855564361993172256, 0, -16413553848086273876, 0, 0, 0, -11696726765195382312, 0, 4902550249699774950, 0, 0, 0, -47330905459270517760, 0, 16275922110660656648, 0, 0, 0, 8491969247238823056, 0, -25668431863165729910, 0, 0, 0, -39939541278311983368, 0, 29907634748842651856, 0, 0, 0, -17494430420728775736, 0, -12279464261389422500, 0, 0, 0, 39791780991396062448, 0, 54882760389996938608, 0, 0, 0, 5869042222888724016, 0, 24082120633614705298, 0, 0, 0, 52950227899558354944, 0, -18477929614116276764, 0, 0, 0, -25049466945781505328, 0, 17140769542537358922, 0, 0, 0, -43654617505188362640, 0, -13340354790050754912, 0, 0, 0, 29732839197748195152, 0, -26205462783799971456, 0, 0, 0, -47080006999633114152, 0, -41980434793888778352, 0, 0, 0, -19042960721918549712, 0, -31805751036595029486, 0, 0, 0, 42829286996911139568, 0, 23880965712103916640, 0, 0, 0, 31315325627565206352, 0, 29492056559939884288, 0, 0, 0, 56162482882766151168, 0, 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-51114074773254661008, 0, -20332811415836840448, 0, 0, 0, 27480521278318521024, 0, -7195077819279310912, 0, 0, 0, -70118017942982025936, 0, -73976613313916157300, 0, 0, 0, -42988352173155553176, 0, -16808628060456490624, 0, 0, 0, 63242172435296090160, 0, 45677436578741624136, 0, 0, 0, 45994456510891931328, 0, 38607861184203450048, 0, 0, 0, 75787391744049356088, 0, 11318108922583369344, 0, 0, 0, -58517652276237781152, 0, 18040954726247025978, 0, 0, 0, -70853966384061475776, 0, 47935248907501464200, 0, 0, 0, 45340190547784285440, 0, -36526649514880111200, 0, 0, 0, -72595899142250836512, 0, -46368282017816179472, 0, 0, 0, -72229511140965069672, 0, -26336685173681384208, 0, 0, 0, 61640501431218254400, 0, -14447471361865206664, 0, 0, 0, 77418998941383530736, 0, 35691255293710852942, 0, 0, 0, 47331812483326984584, 0, -67694468516115428272, 0, 0, 0, -70590224069152369944, 0, 14818048785568254224, 0, 0, 0, -74633747866307182656, 0, 70285232054545662064, 0, 0, 0, 77424312779915256144, 0, -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: 122571
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '144.12.a.b', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '6.12.a.a', 'target_level': 6, 'twist_class_label': '6.12.a.a', 'twist_class_level': 6, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 122572
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '144.12.a.b', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '18.12.a.c', 'target_level': 18, 'twist_class_label': '6.12.a.a', 'twist_class_level': 6, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 122573
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '144.12.a.b', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '48.12.a.h', 'target_level': 48, 'twist_class_label': '6.12.a.a', 'twist_class_level': 6, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 122574
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '144.12.a.b', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '144.12.a.b', 'target_level': 144, 'twist_class_label': '6.12.a.a', 'twist_class_level': 6, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
  • id: 122575
    {'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '144.12.a.b', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '150.12.a.g', 'target_level': 150, 'twist_class_label': '6.12.a.a', 'twist_class_level': 6, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 12}
  • id: 122576
    {'conductor': 60, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '144.12.a.b', 'source_level': 144, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '150.12.c.f', 'target_level': 150, 'twist_class_label': '6.12.a.a', 'twist_class_level': 6, 'twisting_char_label': '60.l', 'twisting_char_orbit': 12, 'weight': 12}
  • id: 122577
    {'conductor': 36, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '144.12.a.b', 'source_level': 144, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '162.12.c.d', 'target_level': 162, 'twist_class_label': '6.12.a.a', 'twist_class_level': 6, 'twisting_char_label': '36.f', 'twisting_char_orbit': 6, 'weight': 12}
  • id: 122578
    {'conductor': 36, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '144.12.a.b', 'source_level': 144, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '162.12.c.g', 'target_level': 162, 'twist_class_label': '6.12.a.a', 'twist_class_level': 6, 'twisting_char_label': '36.h', 'twisting_char_orbit': 8, 'weight': 12}
  • id: 122579
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '144.12.a.b', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '192.12.a.b', 'target_level': 192, 'twist_class_label': '6.12.a.a', 'twist_class_level': 6, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 12}
  • id: 122580
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '144.12.a.b', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '192.12.a.l', 'target_level': 192, 'twist_class_label': '6.12.a.a', 'twist_class_level': 6, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 386125
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599828697232, 'p': 2}
  • id: 386126
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599828697232, 'p': 3}
  • id: 386127
    {'charpoly_factorization': [[[5766, 1], 1]], 'hecke_orbit_code': 4503599828697232, 'p': 5}
  • id: 386128
    {'charpoly_factorization': [[[72464, 1], 1]], 'hecke_orbit_code': 4503599828697232, 'p': 7}
  • id: 386129
    {'charpoly_factorization': [[[408948, 1], 1]], 'hecke_orbit_code': 4503599828697232, 'p': 11}
  • id: 386130
    {'charpoly_factorization': [[[-1367558, 1], 1]], 'hecke_orbit_code': 4503599828697232, 'p': 13}
  • id: 386131
    {'charpoly_factorization': [[[5422914, 1], 1]], 'hecke_orbit_code': 4503599828697232, 'p': 17}
  • id: 386132
    {'charpoly_factorization': [[[15166100, 1], 1]], 'hecke_orbit_code': 4503599828697232, 'p': 19}
  • id: 386133
    {'charpoly_factorization': [[[52194072, 1], 1]], 'hecke_orbit_code': 4503599828697232, 'p': 23}
  • id: 386134
    {'charpoly_factorization': [[[118581150, 1], 1]], 'hecke_orbit_code': 4503599828697232, 'p': 29}
  • id: 386135
    {'charpoly_factorization': [[[-57652408, 1], 1]], 'hecke_orbit_code': 4503599828697232, 'p': 31}
  • id: 386136
    {'charpoly_factorization': [[[375985186, 1], 1]], 'hecke_orbit_code': 4503599828697232, 'p': 37}
  • id: 386137
    {'charpoly_factorization': [[[856316202, 1], 1]], 'hecke_orbit_code': 4503599828697232, 'p': 41}
  • id: 386138
    {'charpoly_factorization': [[[-1245189172, 1], 1]], 'hecke_orbit_code': 4503599828697232, 'p': 43}
  • id: 386139
    {'charpoly_factorization': [[[1306762656, 1], 1]], 'hecke_orbit_code': 4503599828697232, 'p': 47}
  • id: 386140
    {'charpoly_factorization': [[[409556358, 1], 1]], 'hecke_orbit_code': 4503599828697232, 'p': 53}
  • id: 386141
    {'charpoly_factorization': [[[2882866260, 1], 1]], 'hecke_orbit_code': 4503599828697232, 'p': 59}
  • id: 386142
    {'charpoly_factorization': [[[-5731767302, 1], 1]], 'hecke_orbit_code': 4503599828697232, 'p': 61}
  • id: 386143
    {'charpoly_factorization': [[[3893272244, 1], 1]], 'hecke_orbit_code': 4503599828697232, 'p': 67}
  • id: 386144
    {'charpoly_factorization': [[[9075890088, 1], 1]], 'hecke_orbit_code': 4503599828697232, 'p': 71}
  • id: 386145
    {'charpoly_factorization': [[[15571822822, 1], 1]], 'hecke_orbit_code': 4503599828697232, 'p': 73}
  • id: 386146
    {'charpoly_factorization': [[[-30196762600, 1], 1]], 'hecke_orbit_code': 4503599828697232, 'p': 79}
  • id: 386147
    {'charpoly_factorization': [[[-23135252628, 1], 1]], 'hecke_orbit_code': 4503599828697232, 'p': 83}
  • id: 386148
    {'charpoly_factorization': [[[-25614819990, 1], 1]], 'hecke_orbit_code': 4503599828697232, 'p': 89}
  • id: 386149
    {'charpoly_factorization': [[[61937553406, 1], 1]], 'hecke_orbit_code': 4503599828697232, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '144.12.a.b', 'level': 144, '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: 76822000
    {'hecke_orbit_code': 4503599828697232, 'n': 1, 'trace_an': 1}
  • id: 76822001
    {'hecke_orbit_code': 4503599828697232, 'n': 2, 'trace_an': 0}
  • id: 76822002
    {'hecke_orbit_code': 4503599828697232, 'n': 3, 'trace_an': 0}
  • id: 76822003
    {'hecke_orbit_code': 4503599828697232, 'n': 4, 'trace_an': 0}
  • id: 76822004
    {'hecke_orbit_code': 4503599828697232, 'n': 5, 'trace_an': -5766}
  • id: 76822005
    {'hecke_orbit_code': 4503599828697232, 'n': 6, 'trace_an': 0}
  • id: 76822006
    {'hecke_orbit_code': 4503599828697232, 'n': 7, 'trace_an': -72464}
  • id: 76822007
    {'hecke_orbit_code': 4503599828697232, 'n': 8, 'trace_an': 0}
  • id: 76822008
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  • id: 76822010
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  • id: 76822011
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  • id: 76822012
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  • id: 76822013
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  • id: 76822014
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  • id: 76822015
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  • id: 76822016
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  • id: 76822017
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  • id: 76822018
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  • id: 76822019
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  • id: 76822020
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  • id: 76822022
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  • id: 76822971
    {'hecke_orbit_code': 4503599828697232, 'n': 972, 'trace_an': 0}
  • id: 76822972
    {'hecke_orbit_code': 4503599828697232, 'n': 973, 'trace_an': 38031950529388480}
  • id: 76822973
    {'hecke_orbit_code': 4503599828697232, 'n': 974, 'trace_an': 0}
  • id: 76822974
    {'hecke_orbit_code': 4503599828697232, 'n': 975, 'trace_an': 0}
  • id: 76822975
    {'hecke_orbit_code': 4503599828697232, 'n': 976, 'trace_an': 0}
  • id: 76822976
    {'hecke_orbit_code': 4503599828697232, 'n': 977, 'trace_an': 21914442147874206}
  • id: 76822977
    {'hecke_orbit_code': 4503599828697232, 'n': 978, 'trace_an': 0}
  • id: 76822978
    {'hecke_orbit_code': 4503599828697232, 'n': 979, 'trace_an': -10475129405270520}
  • id: 76822979
    {'hecke_orbit_code': 4503599828697232, 'n': 980, 'trace_an': 0}
  • id: 76822980
    {'hecke_orbit_code': 4503599828697232, 'n': 981, 'trace_an': 0}
  • id: 76822981
    {'hecke_orbit_code': 4503599828697232, 'n': 982, 'trace_an': 0}
  • id: 76822982
    {'hecke_orbit_code': 4503599828697232, 'n': 983, 'trace_an': -7045855376252712}
  • id: 76822983
    {'hecke_orbit_code': 4503599828697232, 'n': 984, 'trace_an': 0}
  • id: 76822984
    {'hecke_orbit_code': 4503599828697232, 'n': 985, 'trace_an': -42496855590691836}
  • id: 76822985
    {'hecke_orbit_code': 4503599828697232, 'n': 986, 'trace_an': 0}
  • id: 76822986
    {'hecke_orbit_code': 4503599828697232, 'n': 987, 'trace_an': 0}
  • id: 76822987
    {'hecke_orbit_code': 4503599828697232, 'n': 988, 'trace_an': 0}
  • id: 76822988
    {'hecke_orbit_code': 4503599828697232, 'n': 989, 'trace_an': -64991493296988384}
  • id: 76822989
    {'hecke_orbit_code': 4503599828697232, 'n': 990, 'trace_an': 0}
  • id: 76822990
    {'hecke_orbit_code': 4503599828697232, 'n': 991, 'trace_an': -40487293131612392}
  • id: 76822991
    {'hecke_orbit_code': 4503599828697232, 'n': 992, 'trace_an': 0}
  • id: 76822992
    {'hecke_orbit_code': 4503599828697232, 'n': 993, 'trace_an': 0}
  • id: 76822993
    {'hecke_orbit_code': 4503599828697232, 'n': 994, 'trace_an': 0}
  • id: 76822994
    {'hecke_orbit_code': 4503599828697232, 'n': 995, 'trace_an': 15528325596024000}
  • id: 76822995
    {'hecke_orbit_code': 4503599828697232, 'n': 996, 'trace_an': 0}
  • id: 76822996
    {'hecke_orbit_code': 4503599828697232, 'n': 997, 'trace_an': 17960734932482174}
  • id: 76822997
    {'hecke_orbit_code': 4503599828697232, 'n': 998, 'trace_an': 0}
  • id: 76822998
    {'hecke_orbit_code': 4503599828697232, 'n': 999, 'trace_an': 0}
  • id: 76822999
    {'hecke_orbit_code': 4503599828697232, 'n': 1000, 'trace_an': 0}