Newform data - 150.12.c.f

Formats: - HTML - YAML - JSON - 2025-12-13T08:49:13.970096

• 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': 21600, 'analytic_conductor': 115.25147708393833, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [150, 2, [101, 127], [2, 1]], 'cm_discs': [], 'conrey_index': 49, 'dim': 2, 'field_disc': -4, 'field_disc_factorization': [[-1, 1], [2, 2]], 'field_poly': [1, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 4, 'has_non_self_twist': 1, 'hecke_cutters': [[7, [5251031296, 0, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22518135777132694, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 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': '150.12.c.f', 'level': 150, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'minimal_twist': '6.12.a.a', 'nf_label': '2.0.4.1', 'prim_orbit_index': 2, 'qexp_display': 'q-32 i q^{2}+243 i q^{3}-1024 q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '11.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '150.12.c', 'trace_display': [0, 0, 0, 0], 'trace_hash': 1249690880291304388, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.943', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '14.441', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '135.551', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [2, 0, 0, -2048, 0, 15552, 0, 0, -118098, 0, -817896, 0, 0, 4637696, 0, 2097152, 0, 0, -30332200, 0, -35217504, 0, 0, -15925248, 0, -87523712, 0, 0, -237162300, 0, -115304816, 0, 0, 347066496, 0, 120932352, 0, 0, 664633188, 0, 1712632404, 0, 0, 837525504, 0, 3340420608, 0, 0, -6547409106, 0, -2635536204, 0, 0, -918330048, 0, -4749000704, 0, 0, 5765732520, 0, 11463534604, 0, 0, -2147483648, 0, -6359959296, 0, 0, -25366318992, 0, -18151780176, 0, 0, -24063051904, 0, 31060172800, 0, 0, 60393525200, 0, 6973568802, 0, 0, 36062724096, 0, 79692107008, 0, 0, 51229639980, 0, 198197445824, 0, 0, -83632809984, 0, 16307453952, 0, 0, 48295940904, 0, -189928300116, 0, 0, 89624281088, 0, -26211606912, 0, 0, 99344748020, 0, 182728800396, 0, 0, -235863187200, 0, 242854195200, 0, 0, -785932080192, 0, -236146407814, 0, 0, 118072131584, 0, -273851311104, 0, 0, -605161937592, 0, 337147625064, 0, 0, 249169423616, 0, -355396091904, 0, 0, -1049678475640, 0, 635086650816, 0, 0, -123834728448, 0, 996596660608, 0, 0, -2514040453740, 0, -984234919616, 0, 0, -1896576503808, 0, -680584384512, 0, 0, 199044389988, 0, -7564382466816, 0, 0, -1753735581696, 0, -1480656168192, 0, 0, -156108978654, 0, 1791086077800, 0, 0, -1844174044800, 0, -857626116096, 0, 0, -3291954052680, 0, 5484346543804, 0, 0, -3420590702592, 0, -896610249216, 0, 0, 2079558393696, 0, 8168179617024, 0, 0, -3964003417984, 0, 6704546924544, 0, 0, -5386169128000, 0, -1892130310584, 0, 0, 2698789072896, 0, -3479802140672, 0, 0, 12404292525600, 0, 13269155417224, 0, 0, 365662584576, 0, 940369969152, 0, 0, -7567905891492, 0, 14832298848024, 0, 0, 4862976720896, 0, -11379364547712, 0, 0, -7516080667420, 0, 14402127825792, 0, 0, 5168187669888, 0, -5904110100480, 0, 0, 8045385951840, 0, -29999334675356, 0, 0, -11738659434496, 0, 13317429573504, 0, 0, 11243732777208, 0, -29363363273736, 0, 0, -30317282312704, 0, 2199023255552, 0, 0, 54490781036608, 0, 14004196652700, 0, 0, 6512598319104, 0, -70335761305600, 0, 0, 23234823051300, 0, 14935753013584, 0, 0, -51294672737664, 0, 25975110647808, 0, 0, 6808634079984, 0, 79222987836564, 0, 0, 18587422900224, 0, 35792646974976, 0, 0, 9727800112474, 0, 30101650955316, 0, 0, -50912653208256, 0, 24640565149696, 0, 0, 142756841432352, 0, -180462776319616, 0, 0, -31805616947200, 0, -20493929522304, 0, 0, 26424747505728, 0, -159981318445776, 0, 0, -63813863292544, 0, -61842969804800, 0, 0, 96987048260400, 0, -2776750251624, 0, 0, -7140934453248, 0, 30985086439168, 0, 0, 189386498208768, 0, 178041987168184, 0, 0, 148183924517376, 0, -36928229474304, 0, 0, 86412049534188, 0, 47153673893568, 0, 0, -81604717576192, 0, -215780234086272, 0, 0, 126094884237620, 0, -39245925118212, 0, 0, 44834336075520, 0, -52459151339520, 0, 0, -86621672847600, 0, 227040660623562, 0, 0, -202954184523776, 0, 89140445080704, 0, 0, -101129230823796, 0, 59356183852224, 0, 0, -141932149406208, 0, 85639997423616, 0, 0, 189076343730440, 0, 230221862562096, 0, 0, -16698832846848, 0, 286232959451008, 0, 0, 102275888324340, 0, -566087927531616, 0, 0, -471695934409344, 0, -49455043485696, 0, 0, 534112187414400, 0, 752814968258244, 0, 0, 194486579318784, 0, -549943325030400, 0, 0, -624934425099220, 0, 389518921101636, 0, 0, -197248496481792, 0, -91775263834112, 0, 0, -563458184413320, 0, -602127677467556, 0, 0, 26840685477888, 0, -141148242648576, 0, 0, -271800412966224, 0, 693388340561664, 0, 0, -267374341971968, 0, -101729021972480, 0, 0, -237868176498400, 0, 386617960300194, 0, 0, -187114291605504, 0, 383717696885248, 0, 0, 1013403828208860, 0, -700377596350992, 0, 0, -495955321753344, 0, 241523903692800, 0, 0, 155625777309996, 0, 131293171001724, 0, 0, -248682695884800, 0, -577712534931072, 0, 0, -564244159778432, 0, 484586524377756, 0, 0, 469620051955200, 0, 804794450116608, 0, 0, -735878741278560, 0, -1028363097991576, 0, 0, 241813921601536, 0, 54226471004352, 0, 0, -235293000147432, 0, 556366301276664, 0, 0, 1327393368563200, 0, -120905862742016, 0, 0, -918100187485000, 0, -1125271676803824, 0, 0, 280423742570496, 0, -1366058326800384, 0, 0, -2171245651895100, 0, -2256793137946816, 0, 0, -1052648573960064, 0, 619685824094208, 0, 0, 1638581152592628, 0, -327849966200556, 0, 0, -345239168065536, 0, 1259636399697408, 0, 0, -3542822788054514, 0, -340460739573480, 0, 0, 398361680484480, 0, -255149489782784, 0, 0, 2677549859080488, 0, -2563917017365076, 0, 0, 363925598109696, 0, 1541183338727424, 0, 0, -676910254831596, 0, 3596827158030000, 0, 0, 1021212396519296, 0, 1074870759055360, 0, 0, 3405736827363952, 0, 1077797259553392, 0, 0, -650328730435584, 0, -960004058354432, 0, 0, 1476189521391180, 0, -42020537517416, 0, 0, 3971334224750592, 0, 126806761930752, 0, 0, -2173581535831092, 0, 3352945892870784, 0, 0, -1020514980462592, 0, -2484831560906112, 0, 0, 1748724369937600, 0, 3581941001920956, 0, 0, 375549236469504, 0, 2574377424629760, 0, 0, -5430333248202000, 0, -5182076685845996, 0, 0, 1007856557686784, 0, -1476882461702016, 0, 0, 4176132124449600, 0, -3574147448628096, 0, 0, 4852439450552576, 0, 1942094339899392, 0, 0, -1628974911883960, 0, 1497855770158608, 0, 0, 696918409740288, 0, 4387930435585408, 0, 0, 4077870657904008, 0, -2917368712622336, 0, 0, 408250343450496, 0, -203821455347712, 0, 0, 1071844467612624, 0, -2325942871525596, 0, 0, 7745927646019584, 0, -5263645184985600, 0, 0, -2357884782588960, 0, 2030373909349632, 0, 0, 772504760603520, 0, 1795825235656704, 0, 0, -6289086136000200, 0, 2659644785184604, 0, 0, 1516191916228608, 0, 1420899151879296, 0, 0, -2913856260722352, 0, -4687989549236592, 0, 0, 9126451631459456, 0, 159855594141696, 0, 0, 8976485740024768, 0, 3766160724564456, 0, 0, -1834072143667200, 0, -6012206183925760, 0, 0, -1120184147667528, 0, 9194412252591784, 0, 0, -8558462296660224, 0, 1888434221875200, 0, 0, 4387004562132828, 0, -5174029383933636, 0, 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0, 19585901281079704, 0, 0, 9840536950036992, 0, -2763560010645504, 0, 0, -11703360978461376, 0, 14168201397339084, 0, 0, 3563317392048128, 0, 13369857322536960, 0, 0, 29184099004888340, 0, -7754831636068404, 0, 0, -8162299826576640, 0, -12701995546214400, 0, 0, -13099267178167920, 0, 3721958739233342, 0, 0, -13587615147237376, 0, 4938433796745216, 0, 0, 7290030818128968, 0, 39248395738034784, 0, 0, 26582194289416192, 0, -374438486605824, 0, 0, 2380390190749640, 0, -30157319269199808, 0, 0, -962938848411648, 0, -30870109917656192, 0, 0, -24697811343489600, 0, 10648551206920304, 0, 0, -50661152982988800, 0, 7749535632887808, 0, 0, 18869189665630788, 0, -33218246097257436, 0, 0, -15188274020376576, 0, 12794512959414528, 0, 0, 68653485797118208, 0, -2851827014440296, 0, 0, -19549178568282240, 0, -4979688162197504, 0, 0, 13672977681818400, 0, 4441977815174424, 0, 0, 11652469296857088, 0, -7653410734934016, 0, 0, 11215076193549684, 0, 16205902911249504, 0, 0, -23217179873505664, 0, 7696466603438080, 0, 0, 66762748192668800, 0, -36848212077633624, 0, 0, -14747778893611008, 0, 13231893985228288, 0, 0, -71342514213419940, 0, 99298661242506600, 0, 0, -24281656502010624, 0, -5292224173965312, 0, 0, -33320846745226692, 0, 10743863013418044, 0, 0, 6045808742891520, 0, -32589927776707584, 0, 0, 42590741749617352, 0, -3100151045577204, 0, 0, 1547769176546688, 0, -8238475214684160, 0, 0, 116156786414440128, 0, -44169353496412734, 0, 0, 30719318707564544, 0, -58820638061961216, 0, 0, 39970805623484400, 0, -48685457531578536, 0, 0, 40425274022030336, 0, 12020387260923904, 0, 0, -20950258810541040, 0, -5866208025832980, 0, 0, -13637047883268096, 0, -41155544222150400, 0, 0, -129982986593976768, 0, 80974586263224784, 0, 0, -42091219157557248, 0, -11513582363860992, 0, 0, -10789952934583404, 0], '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, -32], [0, 243], [-1024, 0], [0, 0], [7776, 0], [0, 72464], [0, 32768], [-59049, 0], [0, 0], [-408948, 0], [0, -248832], [0, -1367558], [2318848, 0], [0, 0], [1048576, 0], [0, 5422914], [0, 1889568], [-15166100, 0], [0, 0], [-17608752, 0], [0, 13086336], [0, 52194072], [-7962624, 0], [0, 0], [-43761856, 0], [0, -14348907], [0, -74203136], [-118581150, 0], [0, 0], [-57652408, 0], [0, -33554432], [0, -99374364], [173533248, 0], [0, 0], [60466176, 0], [0, -375985186], [0, 485315200], [332316594, 0], [0, 0], [856316202, 0], [0, 563480064], [0, 1245189172], [418762752, 0], [0, 0], [1670210304, 0], [0, -1306762656], [0, 254803968], [-3273704553, 0], [0, 0], [-1317768102, 0], [0, 1400379392], [0, -409556358], [-459165024, 0], [0, 0], [-2374500352, 0], [0, -3685362300], [0, 3794596800], [2882866260, 0], [0, 0], [5731767302, 0], [0, 1844877056], [0, -4278926736], [-1073741824, 0], [0, 0], [-3179979648, 0], [0, 3893272244], [0, -5553063936], [-12683159496, 0], [0, 0], [-9075890088, 0], [0, -1934917632], [0, 15571822822], [-12031525952, 0], [0, 0], [15530086400, 0], [0, -29634007872], [0, -10634131008], [30196762600, 0], [0, 0], [3486784401, 0], [0, -27402118464], [0, -23135252628], [18031362048, 0], [0, 0], [39846053504, 0], [0, -28815219450], [0, -13400408064], [25614819990, 0], [0, 0], [99098722912, 0], [0, -53446729728], [0, -14009535144], [-41816404992, 0], [0, 0], [8153726976, 0], [0, -61937553406], [0, 104758545696], [24147970452, 0], [0, 0]], 'ap': [[0, -32], [0, 243], [0, 0], [0, 72464], [-408948, 0], [0, -1367558], [0, 5422914], [-15166100, 0], [0, 52194072], [-118581150, 0], [-57652408, 0], [0, -375985186], [856316202, 0], [0, 1245189172], [0, -1306762656], [0, -409556358], [2882866260, 0], [5731767302, 0], [0, 3893272244], [-9075890088, 0], [0, 15571822822], [30196762600, 0], [0, -23135252628], [25614819990, 0], [0, -61937553406], [-94964150058, 0], [0, -54371908448], [0, 5713477884], [49672374010, 0], [0, -177802571058], [0, -473707536136], [168573812532, 0], [0, -801479261526], [-524839237820, 0], [-1257020226870, 0], [-492117459808, 0], [0, -997091613946], [0, 484141975612], [0, 2315373820584], [0, -3371566157598], [-1645977026340, 0], [2742173271902, 0], [4084089808512, 0], [0, 4472389991422], [0, -7370248975146], [-2693084564000, 0], [6634577708612, 0], [0, 5995589013832], [0, -7749301902396], [-3758040333710, 0], [0, -9026758358298], [4022692975920, 0], [-14999667337678, 0], [-14681681636868, 0], [0, -16447633968126], [0, 19681818745272], [11617411525650, 0], [7467876506792, 0], [0, 15956443695614], [39611493918282, 0], [0, -15000063411788], [0, -38825493139158], [0, 75819366414884], [-79990659222888, 0], [0, 68561413056022], [0, 6378911616414], [89020993584092, 0], [0, 142600806741554], [0, -133725973385316], [63047442118810, 0], [0, 28974898162302], [-43310836423800, 0], [0, -112470912775336], [0, -129947513379758], [94538171865220, 0], [0, -54511744524288], [51137944162170, 0], [0, -48723411062986], [376407484129122, 0], [-312467212549610, 0], [-281729092206660, 0], [-301063838733778, 0], [346694170280832, 0], [0, -482345467463378], [-118934088249200, 0], [0, 199914264990852], [506701914104430, 0], [0, -362768435523526], [65646585500862, 0], [0, 206748343519192], [0, -379400882843916], [-367939370639280, 0], [0, 631644906594224], [278183150638332, 0], [-459050093742500, 0], [0, 915702867160632], [-1085622825947550, 0], [-163924983100278, 0], [0, -46912694264588], [-1281958508682538, 0], [0, 1105639461244004], [0, 2121608950717374], [0, 2448882915166092], [738094760695590, 0], [-21010268758708, 0], [0, 1132487353279874], [0, -2912545182972516], [0, -1529013546440658], [-2715166624101000, 0], [-2591038342922998, 0], [0, 1687610876689304], [0, 535763782489282], [0, -2843668860910086], [-814487455941980, 0], [-1458684356311168, 0], [-1162971435762798, 0], [0, -4734612318417668], [0, 5475272623688664], [0, 887970661792482], [-3144543068000100, 0], [1329822392592302, 0], [0, 6844380693513502], [0, 888819607540614], [0, -2224018428599628], [4597206126295892, 0], [-2587014691966818, 0], [-2520806909453870, 0], [-3037163189811840, 0], [0, 6520856018525024], [0, 1482084159648202], [-5393426983129460, 0], [0, -8961919068060168], [-7787200900914568, 0], [0, -2419224924478786], [-5025522575565318, 0], [-12105571636854530, 0], [0, 7456300773991722], [0, -11257989560649676], [0, -10466895892615986], [12817970979489270, 0], [9792950640539852, 0], [7084100698669542, 0], [0, -19856913386391008], [0, -20553656994225396], [14592049502444170, 0], [-6549633589083960, 0], [0, -19924415074625198], [0, 15914882431310394], [1190195095374820, 0], [0, 1733431366649952], [0, 11660223223786454], [-16609123048628718, 0], [0, 12820490726271532], [0, -221358390467016], [0, -24836086882256116], [8102951455624752, 0], [33381374096334400, 0], [-35671257106709970, 0], [0, 39624761192998394], [5371931506709022, 0], [0, 22224103394043684], [0, -7668673573745178], [0, 28047373147337984], [-24342728765789268, 0], [0, -21914442147874206], [0, 7045855376252712], [40487293131612392, 0], [0, 17960734932482174]], 'char_orbit_index': 3, 'field_poly': [1, 0, 1], 'hecke_orbit_code': 22518135777132694, 'hecke_ring_character_values': [[101, [1, 0]], [127, [-1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '150.12.c.f', 'level': 150, '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': 21600, 'analytic_conductor': 115.25147708393833, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [150, 2, [101, 127], [2, 1]], 'conrey_index': 49, 'cusp_dim': 318, 'dim': 34, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 137640280214, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4], 'label': '150.12.c', 'level': 150, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 342, 'mf_new_dim': 34, 'num_forms': 13, 'prim_orbit_index': 2, 'relative_dim': 34, 'sturm_bound': 360, 'trace_bound': 11, 'trace_display': [0, 0, 0, 0], 'traces': [34, 0, 0, -34816, 0, 15552, 0, 0, -2007666, 0, -643104, 0, 0, 5074688, 0, 35651584, 0, 0, -47820344, 0, 1389960, 0, 0, -15925248, 0, -33595520, 0, 0, -21334116, 0, 867859424, 0, 0, -1215491712, 0, 2055849984, 0, 0, 1027284444, 0, -2671972620, 0, 0, 658538496, 0, -5164651008, 0, 0, -2847569250, 0, 5257708380, 0, 0, -918330048, 0, -5196480512, 0, 0, 24457690080, 0, -15648801364, 0, 0, -36507222016, 0, 24280528896, 0, 0, -11404732608, 0, 3993566976, 0, 0, -12802092928, 0, 48968032256, 0, 0, 48922710208, 0, 118550669634, 0, 0, -1423319040, 0, 89763064576, 0, 0, 222038758908, 0, -162658386512, 0, 0, -436740028416, 0, 16307453952, 0, 0, 37974648096, 0, -59090853996, 0, 0, 34401812480, 0, -34777921152, 0, 0, 678964438420, 0, -283601447964, 0, 0, -475018857216, 0, 21846134784, 0, 0, 405206215728, 0, 2036576388538, 0, 0, -888688050176, 0, -299655251712, 0, 0, -1144636109352, 0, -2329872580224, 0, 0, -1016712024832, 0, 1244663513088, 0, 0, 1425773409736, 0, -74895057216, 0, 0, -2105190383616, 0, 699138136960, 0, 0, 524257483164, 0, -579250039456, 0, 0, -1963074780672, 0, -1051939270656, 0, 0, -2057234527044, 0, -4196141218944, 0, 0, 2736099962880, 0, -4631579063040, 0, 0, -15126285821070, 0, 2823743492856, 0, 0, -977240433024, 0, -674343419904, 0, 0, 2123206681584, 0, -3226933083460, 0, 0, 5288602632192, 0, 4478667821568, 0, 0, -82075748040, 0, 11016359316912, 0, 0, 22857445146752, 0, 2915910912000, 0, 0, -35506820060672, 0, 13731815955240, 0, 0, -5383893381120, 0, -3245858802944, 0, 0, 48783596480640, 0, -2246160967864, 0, 0, -17418947023104, 0, 940369969152, 0, 0, -40758261485076, 0, 21461458883448, 0, 0, 5321196044288, 0, -13503512457600, 0, 0, -12901860493100, 0, -5186537544672, 0, 0, 1983781860480, 0, -25044674641920, 0, 0, 89977053364464, 0, 35331013501748, 0, 0, 16024372596736, 0, 3828211673472, 0, 0, -91617436484856, 0, -82803223107888, 0, 0, 32430542945024, 0, 37383395344384, 0, 0, -59558329573456, 0, 1259758215684, 0, 0, -24863261589504, 0, -52289984106496, 0, 0, 236175731122524, 0, 99140824029680, 0, 0, -160333115290752, 0, 11678446190592, 0, 0, -51246231127776, 0, -25318952386236, 0, 0, -4089412583424, 0, 6393365988864, 0, 0, 15596258765690, 0, 47185243408116, 0, 0, -65646761335488, 0, 13109343158272, 0, 0, 534660697261728, 0, -80651253243728, 0, 0, -50143265030144, 0, 71773570101888, 0, 0, -134394499342872, 0, -421112345534784, 0, 0, -152000910514048, 0, -50096855252992, 0, 0, 95983786690560, 0, 196409020235112, 0, 0, -121395885705216, 0, 75727151193856, 0, 0, 318574751932512, 0, -284848189992952, 0, 0, -178521900366336, 0, 1457478696960, 0, 0, 340191871131924, 0, 626790658931712, 0, 0, -91917378125824, 0, -225495015912576, 0, 0, -69107289205340, 0, -60660119133756, 0, 0, 103955347745280, 0, -227367689121792, 0, 0, -521158000126224, 0, -354357737760390, 0, 0, 166562187788288, 0, -116307571676544, 0, 0, 157777311238380, 0, 922720586345520, 0, 0, 371642702542848, 0, 447221789097984, 0, 0, 452357012435656, 0, 23523562766664, 0, 0, -16698832846848, 0, -37902998635136, 0, 0, -1266641159810916, 0, -663764875994304, 0, 0, 85584000827520, 0, -38886039650304, 0, 0, 587536090374816, 0, 1549428190680180, 0, 0, 60509034491904, 0, -601931159660544, 0, 0, -271252633704644, 0, -660211201871460, 0, 0, 304967477371392, 0, -35227455979520, 0, 0, -2538224916746400, 0, 1267444182402236, 0, 0, 35612591259648, 0, 305676483595776, 0, 0, 557261535284064, 0, -2956759381583424, 0, 0, -170194374901760, 0, -695259584942080, 0, 0, 1858930894619968, 0, 168146116643250, 0, 0, 290407882715136, 0, 417960367443712, 0, 0, -1652896960834836, 0, 634394509673472, 0, 0, 699769985584896, 0, 486419309789184, 0, 0, -310462422130620, 0, 2516642304241236, 0, 0, -22370442018816, 0, -137192517229440, 0, 0, -1369146967157872, 0, 535694518075716, 0, 0, 641599610314752, 0, -414931164905472, 0, 0, -2229219741278064, 0, -1021428495589400, 0, 0, -2085454221862912, 0, 54226471004352, 0, 0, 3095023243312728, 0, 362979074443920, 0, 0, -5851393224891392, 0, 910016563380224, 0, 0, 3024933851109736, 0, 2118265501054464, 0, 0, 306846977753088, 0, -2412641511806976, 0, 0, 4342423867173564, 0, -12799383083681072, 0, 0, 543189947194752, 0, 1172107375976448, 0, 0, 3563081164471500, 0, 7934362486213284, 0, 0, 2385789522149376, 0, 3573282435589632, 0, 0, -6021733418329234, 0, -1444202141533920, 0, 0, -682102670813568, 0, 1041113113427968, 0, 0, -1878015037963968, 0, -8836481589345364, 0, 0, -1274535437402112, 0, 2073029840953344, 0, 0, 924046071742836, 0, 3677737036410384, 0, 0, -497840083285888, 0, -1459991971569664, 0, 0, 2610846875824880, 0, -7792500288075552, 0, 0, 76692538589184, 0, -5469073011741440, 0, 0, -9548227535991012, 0, 5554610343046856, 0, 0, 5334642232694784, 0, 2155714952822784, 0, 0, -3193030206383940, 0, 16155383921717568, 0, 0, -715917452247040, 0, -440496193168512, 0, 0, 9511281230101328, 0, -137440130001372, 0, 0, -1433740950779904, 0, -536839662759936, 0, 0, 21517142766977616, 0, 17598196606502084, 0, 0, 593152040402944, 0, 5168226013561728, 0, 0, -7654740440051376, 0, -20741061956166144, 0, 0, 17164239165449984, 0, 2010188575408128, 0, 0, -20776388857615736, 0, 673438055769792, 0, 0, 1077185813151744, 0, -9128411939945600, 0, 0, -20098156719404856, 0, -1143082356811312, 0, 0, -2675542812165504, 0, 2106608155693056, 0, 0, -235816136365824, 0, -14827775361543804, 0, 0, 4296848608198656, 0, 6623423954079744, 0, 0, 22170083128493760, 0, 11223345609599616, 0, 0, -5312559393336960, 0, -2801766361989120, 0, 0, 23435506280538528, 0, -28528114822204180, 0, 0, 4742736960552960, 0, 755950785305472, 0, 0, -13113649220274648, 0, 38611665275255712, 0, 0, 38740365398085248, 0, 15489316680775680, 0, 0, -38737604180133616, 0, -15564792081382488, 0, 0, -2891513336684544, 0, -35843887423378432, 0, 0, 41897692690239576, 0, -18667143861021640, 0, 0, -19578287517320448, 0, 1000694203416576, 0, 0, 4172204113670484, 0, 10667298480334500, 0, 0, 690527661981696, 0, 7500177819693696, 0, 0, -29067610956258572, 0, -2888837115072192, 0, 0, -9695880875234304, 0, -2174163641942016, 0, 0, -67780800503660160, 0, -14410850155673888, 0, 0, 3304379477463040, 0, 40194445572642240, 0, 0, -7000298491218066, 0, 63493688755252272, 0, 0, 19068361020799232, 0, -5415529095364608, 0, 0, 29292792240166888, 0, -13641081511239648, 0, 0, -4586155849285632, 0, -32887600714262144, 0, 0, 51931991149146240, 0, 36231491162663456, 0, 0, -20739577270649088, 0, 84045565992960, 0, 0, -7292549313979776, 0, -30267001880044956, 0, 0, -11280751940517888, 0, 4907725012979712, 0, 0, -56218932354665108, 0, -11191855606275924, 0, 0, -5300419200148224, 0, -23406023830274048, 0, 0, -257769782768976, 0, -59676235610358528, 0, 0, -2985892773888000, 0, 27126137239013376, 0, 0, 19977018057868032, 0, -13810838155668432, 0, 0, -49175152242611584, 0, 36358983742128128, 0, 0, 85835647932000192, 0, -13111166674758492, 0, 0, -14061379538165760, 0, -64103927544059392, 0, 0, 17872783845654636, 0, -1565912328997768, 0, 0, -17591989726989312, 0, 5513106822266880, 0, 0, 9604815065147088, 0, 77155819249309524, 0, 0, 3323759414214656, 0, 97689264405642240, 0, 0, 44425202396891428, 0, -86432041535628924, 0, 0, -4144933681710336, 0, -49954402796175360, 0, 0, -66609913025998896, 0, 10893680996997790, 0, 0, 2300068831092736, 0, 25789061937936384, 0, 0, 46175513962826664, 0, 178427631740832576, 0, 0, -21459848276621312, 0, 17837001751658496, 0, 0, 26878896496192936, 0, -85967737114862448, 0, 0, -962938848411648, 0, -146901061778228864, 0, 0, -163799167155978240, 0, 29234970430022608, 0, 0, -10230718777643520, 0, 41736459760717824, 0, 0, 34243048591621596, 0, 94757042075094612, 0, 0, -21976533896650752, 0, 32161802345283840, 0, 0, 156079318965737312, 0, -2242364995420704, 0, 0, 22368575544368256, 0, -5448904749350912, 0, 0, -70528962705170208, 0, -54588987730830600, 0, 0, 13827596756582400, 0, 42918304555058688, 0, 0, 3489255837609804, 0, 122506309340658528, 0, 0, 25099363672619648, 0, 13211505144934400, 0, 0, 44033303683827664, 0, -74458832320607976, 0, 0, 5311014445744128, 0, -95595272755207424, 0, 0, -163349001824614356, 0, -72593043895906536, 0, 0, 39785389541341440, 0, -2031392625131520, 0, 0, 50995879273717164, 0, -1517080635317196, 0, 0, 25645746833326080, 0, 57980620685336064, 0, 0, -9192227151375208, 0, -110515825562822028, 0, 0, 2053601466104448, 0, -92136502645211136, 0, 0, -37023784627546992, 0, -283437700933074318, 0, 0, -36178957825789952, 0, 133291130401414656, 0, 0, 122548853069089776, 0, 152667615149142000, 0, 0, 105912260895732992, 0, -16408957539057664, 0, 0, 76906819093184640, 0, -40092171124262580, 0, 0, -3920088753635328, 0, -299899446354595584, 0, 0, -83562579560043072, 0, 159353725057386800, 0, 0, 46514678106183168, 0, 93816254960492544, 0, 0, 16746381900826236, 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: 129080
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '150.12.c.f', 'source_level': 150, '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': '5.c', 'twisting_char_orbit': 3, 'weight': 12}
  • id: 129081
    {'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '150.12.c.f', 'source_level': 150, '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': '15.e', 'twisting_char_orbit': 5, 'weight': 12}
  • id: 129082
    {'conductor': 20, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '150.12.c.f', 'source_level': 150, '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': '20.e', 'twisting_char_orbit': 5, 'weight': 12}
  • id: 129083
    {'conductor': 60, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '150.12.c.f', 'source_level': 150, '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': '60.l', 'twisting_char_orbit': 12, 'weight': 12}
  • id: 129084
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '150.12.c.f', 'source_level': 150, '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': '5.c', 'twisting_char_orbit': 3, 'weight': 12}
  • id: 129085
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '150.12.c.f', 'source_level': 150, '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': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
  • id: 129086
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '150.12.c.f', 'source_level': 150, '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': '5.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 129087
    {'conductor': 45, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '150.12.c.f', 'source_level': 150, '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': '45.l', 'twisting_char_orbit': 12, 'weight': 12}
  • id: 129088
    {'conductor': 45, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '150.12.c.f', 'source_level': 150, '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': '45.k', 'twisting_char_orbit': 11, 'weight': 12}
  • id: 129089
    {'conductor': 40, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '150.12.c.f', 'source_level': 150, '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': '40.k', 'twisting_char_orbit': 11, 'weight': 12}
  • id: 129090
    {'conductor': 40, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '150.12.c.f', 'source_level': 150, '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': '40.i', 'twisting_char_orbit': 9, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 402475
    {'charpoly_factorization': [[[1024, 0, 1], 1]], 'hecke_orbit_code': 22518135777132694, 'p': 2}
  • id: 402476
    {'charpoly_factorization': [[[59049, 0, 1], 1]], 'hecke_orbit_code': 22518135777132694, 'p': 3}
  • id: 402477
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 22518135777132694, 'p': 5}
  • id: 402478
    {'charpoly_factorization': [[[5251031296, 0, 1], 1]], 'hecke_orbit_code': 22518135777132694, 'p': 7}
  • id: 402479
    {'charpoly_factorization': [[[408948, 1], 2]], 'hecke_orbit_code': 22518135777132694, 'p': 11}
  • id: 402480
    {'charpoly_factorization': [[[1870214883364, 0, 1], 1]], 'hecke_orbit_code': 22518135777132694, 'p': 13}
  • id: 402481
    {'charpoly_factorization': [[[29407996251396, 0, 1], 1]], 'hecke_orbit_code': 22518135777132694, 'p': 17}
  • id: 402482
    {'charpoly_factorization': [[[15166100, 1], 2]], 'hecke_orbit_code': 22518135777132694, 'p': 19}
  • id: 402483
    {'charpoly_factorization': [[[2724221151941184, 0, 1], 1]], 'hecke_orbit_code': 22518135777132694, 'p': 23}
  • id: 402484
    {'charpoly_factorization': [[[118581150, 1], 2]], 'hecke_orbit_code': 22518135777132694, 'p': 29}
  • id: 402485
    {'charpoly_factorization': [[[57652408, 1], 2]], 'hecke_orbit_code': 22518135777132694, 'p': 31}
  • id: 402486
    {'charpoly_factorization': [[[141364860091454596, 0, 1], 1]], 'hecke_orbit_code': 22518135777132694, 'p': 37}
  • id: 402487
    {'charpoly_factorization': [[[-856316202, 1], 2]], 'hecke_orbit_code': 22518135777132694, 'p': 41}
  • id: 402488
    {'charpoly_factorization': [[[1550496074066045584, 0, 1], 1]], 'hecke_orbit_code': 22518135777132694, 'p': 43}
  • id: 402489
    {'charpoly_factorization': [[[1707628639116174336, 0, 1], 1]], 'hecke_orbit_code': 22518135777132694, 'p': 47}
  • id: 402490
    {'charpoly_factorization': [[[167736410378224164, 0, 1], 1]], 'hecke_orbit_code': 22518135777132694, 'p': 53}
  • id: 402491
    {'charpoly_factorization': [[[-2882866260, 1], 2]], 'hecke_orbit_code': 22518135777132694, 'p': 59}
  • id: 402492
    {'charpoly_factorization': [[[-5731767302, 1], 2]], 'hecke_orbit_code': 22518135777132694, 'p': 61}
  • id: 402493
    {'charpoly_factorization': [[[15157568765900795536, 0, 1], 1]], 'hecke_orbit_code': 22518135777132694, 'p': 67}
  • id: 402494
    {'charpoly_factorization': [[[9075890088, 1], 2]], 'hecke_orbit_code': 22518135777132694, 'p': 71}
  • id: 402495
    {'charpoly_factorization': [[[242481665999760043684, 0, 1], 1]], 'hecke_orbit_code': 22518135777132694, 'p': 73}
  • id: 402496
    {'charpoly_factorization': [[[-30196762600, 1], 2]], 'hecke_orbit_code': 22518135777132694, 'p': 79}
  • id: 402497
    {'charpoly_factorization': [[[535239914161380906384, 0, 1], 1]], 'hecke_orbit_code': 22518135777132694, 'p': 83}
  • id: 402498
    {'charpoly_factorization': [[[-25614819990, 1], 2]], 'hecke_orbit_code': 22518135777132694, 'p': 89}
  • id: 402499
    {'charpoly_factorization': [[[3836260521921102200836, 0, 1], 1]], 'hecke_orbit_code': 22518135777132694, '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': 6, 'label': '150.12.c.f', 'level': 150, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 44200021
    {'hecke_orbit_code': 22518135777132694, 'n': 1, 'trace_an': 2}
  • id: 44200022
    {'hecke_orbit_code': 22518135777132694, 'n': 2, 'trace_an': 0}
  • id: 44200023
    {'hecke_orbit_code': 22518135777132694, 'n': 3, 'trace_an': 0}
  • id: 44200024
    {'hecke_orbit_code': 22518135777132694, 'n': 4, 'trace_an': -2048}
  • id: 44200025
    {'hecke_orbit_code': 22518135777132694, 'n': 5, 'trace_an': 0}
  • id: 44200026
    {'hecke_orbit_code': 22518135777132694, 'n': 6, 'trace_an': 15552}
  • id: 44200027
    {'hecke_orbit_code': 22518135777132694, 'n': 7, 'trace_an': 0}
  • id: 44200028
    {'hecke_orbit_code': 22518135777132694, 'n': 8, 'trace_an': 0}
  • id: 44200029
    {'hecke_orbit_code': 22518135777132694, 'n': 9, 'trace_an': -118098}
  • id: 44200030
    {'hecke_orbit_code': 22518135777132694, 'n': 10, 'trace_an': 0}
  • id: 44200031
    {'hecke_orbit_code': 22518135777132694, 'n': 11, 'trace_an': -817896}
  • id: 44200032
    {'hecke_orbit_code': 22518135777132694, 'n': 12, 'trace_an': 0}
  • id: 44200033
    {'hecke_orbit_code': 22518135777132694, 'n': 13, 'trace_an': 0}
  • id: 44200034
    {'hecke_orbit_code': 22518135777132694, 'n': 14, 'trace_an': 4637696}
  • id: 44200035
    {'hecke_orbit_code': 22518135777132694, 'n': 15, 'trace_an': 0}
  • id: 44200036
    {'hecke_orbit_code': 22518135777132694, 'n': 16, 'trace_an': 2097152}
  • id: 44200037
    {'hecke_orbit_code': 22518135777132694, 'n': 17, 'trace_an': 0}
  • id: 44200038
    {'hecke_orbit_code': 22518135777132694, 'n': 18, 'trace_an': 0}
  • id: 44200039
    {'hecke_orbit_code': 22518135777132694, 'n': 19, 'trace_an': -30332200}
  • id: 44200040
    {'hecke_orbit_code': 22518135777132694, 'n': 20, 'trace_an': 0}
  • id: 44200041
    {'hecke_orbit_code': 22518135777132694, 'n': 21, 'trace_an': -35217504}
  • id: 44200042
    {'hecke_orbit_code': 22518135777132694, 'n': 22, 'trace_an': 0}
  • id: 44200043
    {'hecke_orbit_code': 22518135777132694, 'n': 23, 'trace_an': 0}
  • id: 44200044
    {'hecke_orbit_code': 22518135777132694, 'n': 24, 'trace_an': -15925248}
  • id: 44200045
    {'hecke_orbit_code': 22518135777132694, 'n': 25, 'trace_an': 0}
  • id: 44200046
    {'hecke_orbit_code': 22518135777132694, 'n': 26, 'trace_an': -87523712}
  • id: 44200047
    {'hecke_orbit_code': 22518135777132694, 'n': 27, 'trace_an': 0}
  • id: 44200048
    {'hecke_orbit_code': 22518135777132694, 'n': 28, 'trace_an': 0}
  • id: 44200049
    {'hecke_orbit_code': 22518135777132694, 'n': 29, 'trace_an': -237162300}
  • id: 44200050
    {'hecke_orbit_code': 22518135777132694, 'n': 30, 'trace_an': 0}
  • id: 44200051
    {'hecke_orbit_code': 22518135777132694, 'n': 31, 'trace_an': -115304816}
  • id: 44200052
    {'hecke_orbit_code': 22518135777132694, 'n': 32, 'trace_an': 0}
  • id: 44200053
    {'hecke_orbit_code': 22518135777132694, 'n': 33, 'trace_an': 0}
  • id: 44200054
    {'hecke_orbit_code': 22518135777132694, 'n': 34, 'trace_an': 347066496}
  • id: 44200055
    {'hecke_orbit_code': 22518135777132694, 'n': 35, 'trace_an': 0}
  • id: 44200056
    {'hecke_orbit_code': 22518135777132694, 'n': 36, 'trace_an': 120932352}
  • id: 44200057
    {'hecke_orbit_code': 22518135777132694, 'n': 37, 'trace_an': 0}
  • id: 44200058
    {'hecke_orbit_code': 22518135777132694, 'n': 38, 'trace_an': 0}
  • id: 44200059
    {'hecke_orbit_code': 22518135777132694, 'n': 39, 'trace_an': 664633188}
  • id: 44200060
    {'hecke_orbit_code': 22518135777132694, 'n': 40, 'trace_an': 0}
  • id: 44200061
    {'hecke_orbit_code': 22518135777132694, 'n': 41, 'trace_an': 1712632404}
  • id: 44200062
    {'hecke_orbit_code': 22518135777132694, 'n': 42, 'trace_an': 0}
  • id: 44200063
    {'hecke_orbit_code': 22518135777132694, 'n': 43, 'trace_an': 0}
  • id: 44200064
    {'hecke_orbit_code': 22518135777132694, 'n': 44, 'trace_an': 837525504}
  • id: 44200065
    {'hecke_orbit_code': 22518135777132694, 'n': 45, 'trace_an': 0}
  • id: 44200066
    {'hecke_orbit_code': 22518135777132694, 'n': 46, 'trace_an': 3340420608}
  • id: 44200067
    {'hecke_orbit_code': 22518135777132694, 'n': 47, 'trace_an': 0}
  • id: 44200068
    {'hecke_orbit_code': 22518135777132694, 'n': 48, 'trace_an': 0}
  • id: 44200069
    {'hecke_orbit_code': 22518135777132694, 'n': 49, 'trace_an': -6547409106}
  • id: 44200070
    {'hecke_orbit_code': 22518135777132694, 'n': 50, 'trace_an': 0}
  • id: 44200071
    {'hecke_orbit_code': 22518135777132694, 'n': 51, 'trace_an': -2635536204}
  • id: 44200072
    {'hecke_orbit_code': 22518135777132694, 'n': 52, 'trace_an': 0}
  • id: 44200073
    {'hecke_orbit_code': 22518135777132694, 'n': 53, 'trace_an': 0}
  • id: 44200074
    {'hecke_orbit_code': 22518135777132694, 'n': 54, 'trace_an': -918330048}
  • id: 44200075
    {'hecke_orbit_code': 22518135777132694, 'n': 55, 'trace_an': 0}
  • id: 44200076
    {'hecke_orbit_code': 22518135777132694, 'n': 56, 'trace_an': -4749000704}
  • id: 44200077
    {'hecke_orbit_code': 22518135777132694, 'n': 57, 'trace_an': 0}
  • id: 44200078
    {'hecke_orbit_code': 22518135777132694, 'n': 58, 'trace_an': 0}
  • id: 44200079
    {'hecke_orbit_code': 22518135777132694, 'n': 59, 'trace_an': 5765732520}
  • id: 44200080
    {'hecke_orbit_code': 22518135777132694, 'n': 60, 'trace_an': 0}
  • id: 44200081
    {'hecke_orbit_code': 22518135777132694, 'n': 61, 'trace_an': 11463534604}
  • id: 44200082
    {'hecke_orbit_code': 22518135777132694, 'n': 62, 'trace_an': 0}
  • id: 44200083
    {'hecke_orbit_code': 22518135777132694, 'n': 63, 'trace_an': 0}
  • id: 44200084
    {'hecke_orbit_code': 22518135777132694, 'n': 64, 'trace_an': -2147483648}
  • id: 44200085
    {'hecke_orbit_code': 22518135777132694, 'n': 65, 'trace_an': 0}
  • id: 44200086
    {'hecke_orbit_code': 22518135777132694, 'n': 66, 'trace_an': -6359959296}
  • id: 44200087
    {'hecke_orbit_code': 22518135777132694, 'n': 67, 'trace_an': 0}
  • id: 44200088
    {'hecke_orbit_code': 22518135777132694, 'n': 68, 'trace_an': 0}
  • id: 44200089
    {'hecke_orbit_code': 22518135777132694, 'n': 69, 'trace_an': -25366318992}
  • id: 44200090
    {'hecke_orbit_code': 22518135777132694, 'n': 70, 'trace_an': 0}
  • id: 44200091
    {'hecke_orbit_code': 22518135777132694, 'n': 71, 'trace_an': -18151780176}
  • id: 44200092
    {'hecke_orbit_code': 22518135777132694, 'n': 72, 'trace_an': 0}
  • id: 44200093
    {'hecke_orbit_code': 22518135777132694, 'n': 73, 'trace_an': 0}
  • id: 44200094
    {'hecke_orbit_code': 22518135777132694, 'n': 74, 'trace_an': -24063051904}
  • id: 44200095
    {'hecke_orbit_code': 22518135777132694, 'n': 75, 'trace_an': 0}
  • id: 44200096
    {'hecke_orbit_code': 22518135777132694, 'n': 76, 'trace_an': 31060172800}
  • id: 44200097
    {'hecke_orbit_code': 22518135777132694, 'n': 77, 'trace_an': 0}
  • id: 44200098
    {'hecke_orbit_code': 22518135777132694, 'n': 78, 'trace_an': 0}
  • id: 44200099
    {'hecke_orbit_code': 22518135777132694, 'n': 79, 'trace_an': 60393525200}
  • id: 44200100
    {'hecke_orbit_code': 22518135777132694, 'n': 80, 'trace_an': 0}
  • id: 44200101
    {'hecke_orbit_code': 22518135777132694, 'n': 81, 'trace_an': 6973568802}
  • id: 44200102
    {'hecke_orbit_code': 22518135777132694, 'n': 82, 'trace_an': 0}
  • id: 44200103
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