Newform data - 10.16.a.b

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• 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': 2560, 'analytic_conductor': 14.26935050999204, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, 1]], 'atkin_lehner_string': '++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [10, 1, [7], [1]], 'cm_discs': [], 'conrey_index': 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': [[3, [918, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599895805962, '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_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '10.16.a.b', 'level': 10, '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': True, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '10.16.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{7}q^{2}-918q^{3}+2^{14}q^{4}-5^{7}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '15.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '10.16.a', 'trace_display': [-128, -918, -78125, -953554], 'trace_hash': 306765945429738200, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.989', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.980', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.941', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -128, -918, 16384, -78125, 117504, -953554, -2097152, -13506183, 10000000, 17783232, -15040512, 140533322, 122054912, 71718750, 268435456, 2998870746, 1728791424, 3255852500, -1280000000, 875362572, -2276253696, 6774812202, 1925185536, 6103515625, -17988265216, 25570972620, -15623028736, -7340322690, -9180000000, -115428411388, -34359738368, -16325006976, -383855455488, 74496406250, -221285302272, 150300986906, -416749120000, -129009589596, 163840000000, 1841603525142, -112046409216, 1510018315682, 291360473088, 1055170546875, -867175961856, 6093750843366, -246423748608, -3838296279027, -781250000000, -2752963344828, 2302497947648, -8267412829038, -3273084495360, -1389315000000, 1999747678208, -2988872595000, 939561304320, -23516883061980, 1175040000000, -3135369104278, 14774836657664, 12878874824382, 4398046511104, -10979165781250, 2089600892928, 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-286261612877223801088, 156072830932617187500, -515051985661707436032, 2907038148375871585386, -57215356552748524032, -172829194555234765604, 491334983024640000000, 191743290985272940332, 262744348045343490048, 740733377501756084802, -720472304615546880000, 91886974949469843750, -1047946116877247920640, -67119792203989505700, 405342455138449620992, -1161846989210128204236, -62192776014360000000, 535532690697025872152, -1115028186115376381952, 229028018900944362624, -202287569065191015168, -1832065816222464062500, -14131483072360611840, 5522730937278819295932, 863426314679563823360, -428918162640031962396, -95355400000000000000, 3323942017062813889482, -459977437319634385920, 489357843970367365000, 78211481453753008128, 437036193297655312500, -1727705145092758907136, -1518930550379413199868, 353705961896306933760, -2002772347282128196090, 521697353841720000000, 1827625226400476497080, 936549531882230906880, -782005809928898156376, -336012698792207195136, -195245052254430000000, 1804535710972332933120, 810843098023421598960, 1869313186485700930560, -4229302238013751695720, 283245186908160000000, -1308637778398215846308, 586310595599174182272, -417703097320801995636, 30646797838045380608, -44801774230957031250, -453683511432670871808, -1047182521779252934594, 281031184380357246976, -1963609629452079654123, 699771436840820000000, 4528349752822942838772, 47157556637322510336, -61485593267697996238, -2286767071527530937088, -275277811261467656250, -232780774753053966336, -640747346856379214208, 3183748380673657982208, 4006848174133714965020, -192385263239680000000, -420036194810110590000, -1009078345315904134656, -4558456320008470783158, -222221108047635283968, -2362438944262066406250, -787244286702551439616, -5773301105538908879406, 873752399284323483648, -2118764689275101123004, -56030273437500000000, -3386812098132909394108, 1635778786389336784896, 881234180863394926464, 132039671318742551040, -2218006095697300937500, -399496040049729208320, 6565172382476953078466, -1608400838547159815680, -110598856458739921152, 533438873600000000000, -1481421771153237059718, 192850261496622918144, 3507626960120566257100, 3045511951346974261248, 3164320085064259218750, -1561826852390865935616, -3304905699785581297560, -66148871326817845248, -1985257081027514257150, -169572720065280000000, 879890916700437070212, -2098414173805614825472, -5636978337000651559878, 2610506714233966311168, -704519112475585937500, -380103372247297687552, 131567858472174482232, 1702475484733347137280, 5995989441342393555000, 165132274682880000000, 927746507715339803904, -2600548623644370264576, -187699190527954747800, -1030334811923715981312, 2412126316599926093750, 1146778614829921517568, 2512946146145474409086, 1875147921001846308864, 2408056714066738943124, -1353176709067600000000, 464307020206116949932, 503701487167117197312, -440623835920351751516, 351029076308523506432, -592928513832569062500, -3767812266884483645440, -3920096706074647888014, -364806581561936640000, 18274371137583125571036, -209715200000000000000, 6031613047678825891770, 435440086616517713664, 1244419780831364913024, 541924446543886614528, 504699162067649062500, 2076356877508898679808, -426069706323044847420, -3340585055056438493184, -3885045191339224736790, 1703248109268210000000, -4707144744955208595568, 114678072317382819840, -301044074436145920456, -342123176957230104576, 4622684256271893593750, -738992970820189421568, 4916396908159028905000, -6194834066938086557440, 1809911062692569057004, -2357252512181760000000, -4610856852236278214238, -138202714937120057856, 4540206789523299629642, -2878088009953683963904, -99639935156250000000, -2870351092644259445760, -8334056457735913652154, -1499166365955603922944, -6214409209187019424150, 4274561588228820000000, -2149500543761520770508, 618072086515955007488, -11510554425654723644142, 2755520789368376540160, -3274196277199547343750, 948626724704747520000, -2951616747172644196560, -10003616121679392007680, 599543342294410271280, 143419403796480000000, -8575308410404855604849, -1890149128583479142656, 1723757122497366431964, 3017122019141667258368, 2455959251698052578125, 10534824198003908093184, 3681676598759778735158, -2219266732703065571328, -2611829801460745452636, -2342867770312500000000, 1018260960063411027012, -784659531082463576064, -5354315115999952639318, -382687200110170113536, 3435479662969335937500, -4659800709391032778752, 9253658799215536237026, 293658555137338146816, -1831957403564194100620, -1932823444072960000000, 1612070798372567785224, 11480696965859551916544, 3512033724071238820602, -878611929038491484160, 5316868715836412343750, 14487275026968671907584, -5628076878328988703714, 1803341388065553645568, -2406385535434563448320, 67384162294200000000, -5063553870095898645668, 7714326503450004684800, -2447960712666093742158, -2823397023348762240000, 454689979553222656250, -1052492069306159529984, 11998942616664046049666, 6648065748533123916800, -491169628616579800956, -372941405552640000000, -7701341867150263195698, -6635613689952988664448, 17409631003035351116282, 6904893737926626705408, -1686601457101378125000, 4995182581669068850944, -9863547839813193017154, 289357286037956591616, -1564994708700561428444, -4465816172991900000000, 3028925628067792865472, 6843783109163025072128, 19840353917750299515000, 3553229129044094092800, -8604696802961029687500, 536803179884705742848, -874015741769993050392, -2983191085904219554560, 847281787181990793720, -1350618300000000000000, -24792902478107157522348, -4191956830671106424832, 1321813516582503454104, 1021150764444696969216, -146135319891192343750, 3335994729840840311808, 2234954765669549310326, -3422137341506222063616, -21514202633217493828386, -1340061113263880000000, 29336613622916159868852, -802319377964728320000, 7601552042176157514624, -17876817187140492813568, -224864752947437812500, 1197920125784492441600, -9306196685096090199168, -9815557342321276738560, -3752996486728766314480, 1109985231175680000000, 4680053271032056172892, -9333223761726852262656, 7331586221398637379384, 255046053101448462336, 917364422033691406250, 1058655789605014640384, -18535606075544489450766, 252211567165093969920, -9108834335472180497130, 1059632816541840000000, -12496926535810755517500, 7655114571562400514048, 7183367436824533187784, -1290129641457082829568, -4166376110478990000000, 3980538705671463370752, 5959601477671582633946, -4397758575875793648128, 2626725915687961736964, -7800001079508480000000, 28433649192900483677862, -3627961481033698761216, 12476518033378235382684, -6312765228441277562880, 1904945564507146875000, -3437184772098847260672, -23798410433602504382874, 2035247053085174661120, 9834120465995361980404, -2543634765625000000000, 6842050839760822833492, 5996984811559392903168, 28267040539452633069642, -14292632397508472570112, -14522132641539450937500, -14471517775616273940480, 119830819120341085440, 3515690354241029207040, 1121525664140374622556, 315422398218240000000, -10141543836287317843407, -2703654014691671261696, -30010281145365289339458, 7454953754361677447168, 10006018513706277968750, -759093380346842053632, 27653879023009753066886, 8097113999251502792704, -8963242588666605870000, 1812474118458260000000, -26528693513909536013448, -8573316046106591526912, -22361263197724102357160, 25442780380560894309632, -787412045874023437500, -841644235235176480768, 27773696628407410929906, -6952753802866849085952, -7941664507366709182080, 4913019237154560000000, 49682190645859668075450, -1863865008171136475136, 35225865009029602481922, 3545428469649990746112, -8941402058610183281250, 2817622909598851422720, 5334241411376030897352, 7496593699094609920000, 10230090510325901551764, -2401835857234560000000, -3751408230002681917948, 3966090015525551734784, -5403012317604852498576, 6367572461378399652864, 17966328939840715625000, -6429159486249462595584, 27744957994822441709906, 13743631693497718330880, 3843342420932304513720, 1000000000000000000000], 'weight': 16, '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], [-128], [-918], [16384], [-78125], [117504], [-953554], [-2097152], [-13506183], [10000000], [17783232], [-15040512], [140533322], [122054912], [71718750], [268435456], [2998870746], [1728791424], [3255852500], [-1280000000], [875362572], [-2276253696], [6774812202], [1925185536], [6103515625], [-17988265216], [25570972620], [-15623028736], [-7340322690], [-9180000000], [-115428411388], [-34359738368], [-16325006976], [-383855455488], [74496406250], [-221285302272], [150300986906], [-416749120000], [-129009589596], [163840000000], [1841603525142], [-112046409216], [1510018315682], [291360473088], [1055170546875], [-867175961856], [6093750843366], [-246423748608], [-3838296279027], [-781250000000], [-2752963344828], [2302497947648], [-8267412829038], [-3273084495360], [-1389315000000], [1999747678208], [-2988872595000], [939561304320], [-23516883061980], [1175040000000], [-3135369104278], [14774836657664], [12878874824382], [4398046511104], [-10979165781250], [2089600892928], [-36030983954794], [49133498302464], [-6219277601436], [-9535540000000], [52169735384172], [28324518690816], [69977143684082], [-19238526323968], [-5603027343750], [53343887360000], [-16957272006528], [16513227468288], [-135317670906760], [-20971520000000], [170324810926821], [-235725251218176], [427456158822882], [14341940379648], [-234286777031250], [-193282344407296], [6738416229420], [-37294140555264], [-446581617299190], [-135061830000000], [-134006111326388], [110998523117568], [105963281654184], [-780000107950848], [-254363476562500], [31542239821824], [181247411845826], [491301923715456], [-240183585723456], [100000000000000]], 'ap': [[-128], [-918], [-78125], [-953554], [17783232], [140533322], [2998870746], [3255852500], [6774812202], [-7340322690], [-115428411388], [150300986906], [1841603525142], [1510018315682], [6093750843366], [-8267412829038], [-23516883061980], [-3135369104278], [-36030983954794], [52169735384172], [69977143684082], [-135317670906760], [427456158822882], [-446581617299190], [181247411845826], [1592915084388942], [1372379307724802], [2221966128058926], [-3678477527356150], [-486922628614758], [1641222949828286], [9759485760739392], [-1176153279353214], [23450442447647540], [30239218486554450], [28390478024925452], [-30875216852479054], [-59170358480280238], [41909712348154206], [-68055919562706078], [110140119077901180], [1870532094607262], [185883297811704972], [-128077036975440358], [114449946350210346], [-229969010429961160], [184150513863627152], [417711371408876042], [-208870687347791874], [73115242052276150], [467231113986962922], [-883271348609391720], [455014267233989102], [-959950088086486848], [-958486837364310534], [-2623155461946338718], [464128220395473690], [327934721608002092], [2341503860306667506], [-1877731070258569098], [2845130502680550602], [535043168427646842], [-5098097245132958794], [-7825018994362236588], [-2861357206631766598], [-7453214422397410494], [5885634332902889432], [2236418850603310946], [1580371633321804806], [-6745518083434092370], [13497696446037178962], [-14604009269419538520], [17865367746308835446], [6150345989863683122], [12565631551149686060], [12201772284303640122], [-13300589724479274510], [-2742414658660339894], [-3401875676691544638], [48397141147953801230], [78153250950620250060], [14766790067058430802], [-89692945045777749348], [-113181836148192749278], [-51938013660415030600], [-39024863919289600398], [23306180358626715270], [139662634274535100106], [72915810638491033302], [-8270748356289176878], [10079137823883459606], [-27466330892508040680], [-198771721723131986794], [14561445376337003712], [-107372122605450924460], [-63037096982376647358], [-312583922055607895490], [-118550476595470352598], [327493371317252846762], [-1747479561758716378], [508895513472254872286], [-186799992605193051414], [650191494366188287002], [-225473703691560216690], [-296425479499775399848], [314894907859894136426], [90266099511295507566], [-779095921040063161998], [567360465178398380160], [-1166084425519476190618], [-1256512995353504781034], [-682643036820469161958], [818291797309653015786], [1565831374950933302780], [-1351696885186763073988], [1682094274199973016302], [-444180352294663666918], [-1615721742383984101434], [-608831027994638144238], [1576525577594598981900], [-1067774019552568851838], [1366374828975768360722], [2907038148375871585386], [740733377501756084802], [535532690697025872152], [3323942017062813889482], [-2002772347282128196090], [-4229302238013751695720], [-1047182521779252934594], [-61485593267697996238], [4006848174133714965020], [-4558456320008470783158], [-3386812098132909394108], [6565172382476953078466], [-1481421771153237059718], [-1985257081027514257150], [-5636978337000651559878], [2512946146145474409086], [-3920096706074647888014], [-3885045191339224736790], [-4707144744955208595568], [-4610856852236278214238], [4540206789523299629642], [-8334056457735913652154], [-6214409209187019424150], [599543342294410271280], [-5354315115999952639318], [9253658799215536237026], [-1831957403564194100620], [3512033724071238820602], [11998942616664046049666], [-7701341867150263195698], [17409631003035351116282], [-9863547839813193017154], [2234954765669549310326], [29336613622916159868852], [-3752996486728766314480], [-9108834335472180497130], [5959601477671582633946], [28433649192900483677862], [-23798410433602504382874], [28267040539452633069642], [27653879023009753066886], [-26528693513909536013448], [27773696628407410929906], [35225865009029602481922], [-3751408230002681917948], [27744957994822441709906]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599895805962, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '10.16.a.b', 'level': 10, 'maxp': 997, 'weight': 16}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [1, 1, 1, 2], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1], 'ALdims_old': [5, 4, 4, 3], 'Nk2': 2560, 'analytic_conductor': 14.26935050999204, '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': [10, 1, [7], [1]], 'conrey_index': 1, 'cusp_dim': 21, 'dim': 5, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 268435466, 'hecke_orbit_dims': [1, 1, 1, 2], 'label': '10.16.a', 'level': 10, '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': True, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 25, 'mf_new_dim': 5, 'num_forms': 4, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 5, 'sturm_bound': 24, 'trace_bound': 3, 'trace_display': [128, -9632, 78125, 535804], 'traces': [5, 128, -9632, 81920, 78125, 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• 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: 6823
    {'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': True, 'source_label': '10.16.a.b', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '10.16.a.b', 'target_level': 10, 'twist_class_label': '10.16.a.b', 'twist_class_level': 10, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 16}
  • id: 6824
    {'conductor': 5, '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': True, 'source_label': '10.16.a.b', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '50.16.a.c', 'target_level': 50, 'twist_class_label': '10.16.a.b', 'twist_class_level': 10, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 16}
  • id: 6825
    {'conductor': 5, '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': True, 'source_label': '10.16.a.b', 'source_level': 10, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '50.16.b.c', 'target_level': 50, 'twist_class_label': '10.16.a.b', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 16}
  • id: 6826
    {'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': True, 'source_label': '10.16.a.b', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '80.16.a.a', 'target_level': 80, 'twist_class_label': '10.16.a.b', 'twist_class_level': 10, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 16}
  • id: 6827
    {'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': True, 'source_label': '10.16.a.b', 'source_level': 10, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '90.16.a.h', 'target_level': 90, 'twist_class_label': '10.16.a.b', 'twist_class_level': 10, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 16}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 44475
    {'charpoly_factorization': [[[128, 1], 1]], 'hecke_orbit_code': 4503599895805962, 'p': 2}
  • id: 44476
    {'charpoly_factorization': [[[918, 1], 1]], 'hecke_orbit_code': 4503599895805962, 'p': 3}
  • id: 44477
    {'charpoly_factorization': [[[78125, 1], 1]], 'hecke_orbit_code': 4503599895805962, 'p': 5}
  • id: 44478
    {'charpoly_factorization': [[[953554, 1], 1]], 'hecke_orbit_code': 4503599895805962, 'p': 7}
  • id: 44479
    {'charpoly_factorization': [[[-17783232, 1], 1]], 'hecke_orbit_code': 4503599895805962, 'p': 11}
  • id: 44480
    {'charpoly_factorization': [[[-140533322, 1], 1]], 'hecke_orbit_code': 4503599895805962, 'p': 13}
  • id: 44481
    {'charpoly_factorization': [[[-2998870746, 1], 1]], 'hecke_orbit_code': 4503599895805962, 'p': 17}
  • id: 44482
    {'charpoly_factorization': [[[-3255852500, 1], 1]], 'hecke_orbit_code': 4503599895805962, 'p': 19}
  • id: 44483
    {'charpoly_factorization': [[[-6774812202, 1], 1]], 'hecke_orbit_code': 4503599895805962, 'p': 23}
  • id: 44484
    {'charpoly_factorization': [[[7340322690, 1], 1]], 'hecke_orbit_code': 4503599895805962, 'p': 29}
  • id: 44485
    {'charpoly_factorization': [[[115428411388, 1], 1]], 'hecke_orbit_code': 4503599895805962, 'p': 31}
  • id: 44486
    {'charpoly_factorization': [[[-150300986906, 1], 1]], 'hecke_orbit_code': 4503599895805962, 'p': 37}
  • id: 44487
    {'charpoly_factorization': [[[-1841603525142, 1], 1]], 'hecke_orbit_code': 4503599895805962, 'p': 41}
  • id: 44488
    {'charpoly_factorization': [[[-1510018315682, 1], 1]], 'hecke_orbit_code': 4503599895805962, 'p': 43}
  • id: 44489
    {'charpoly_factorization': [[[-6093750843366, 1], 1]], 'hecke_orbit_code': 4503599895805962, 'p': 47}
  • id: 44490
    {'charpoly_factorization': [[[8267412829038, 1], 1]], 'hecke_orbit_code': 4503599895805962, 'p': 53}
  • id: 44491
    {'charpoly_factorization': [[[23516883061980, 1], 1]], 'hecke_orbit_code': 4503599895805962, 'p': 59}
  • id: 44492
    {'charpoly_factorization': [[[3135369104278, 1], 1]], 'hecke_orbit_code': 4503599895805962, 'p': 61}
  • id: 44493
    {'charpoly_factorization': [[[36030983954794, 1], 1]], 'hecke_orbit_code': 4503599895805962, 'p': 67}
  • id: 44494
    {'charpoly_factorization': [[[-52169735384172, 1], 1]], 'hecke_orbit_code': 4503599895805962, 'p': 71}
  • id: 44495
    {'charpoly_factorization': [[[-69977143684082, 1], 1]], 'hecke_orbit_code': 4503599895805962, 'p': 73}
  • id: 44496
    {'charpoly_factorization': [[[135317670906760, 1], 1]], 'hecke_orbit_code': 4503599895805962, 'p': 79}
  • id: 44497
    {'charpoly_factorization': [[[-427456158822882, 1], 1]], 'hecke_orbit_code': 4503599895805962, 'p': 83}
  • id: 44498
    {'charpoly_factorization': [[[446581617299190, 1], 1]], 'hecke_orbit_code': 4503599895805962, 'p': 89}
  • id: 44499
    {'charpoly_factorization': [[[-181247411845826, 1], 1]], 'hecke_orbit_code': 4503599895805962, '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': '10.16.a.b', 'level': 10, 'portrait': 'data:image/png;base64,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', 'weight': 16}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19908636
    {'hecke_orbit_code': 4503599895805962, 'n': 1, 'trace_an': 1}
  • id: 19908637
    {'hecke_orbit_code': 4503599895805962, 'n': 2, 'trace_an': -128}
  • id: 19908638
    {'hecke_orbit_code': 4503599895805962, 'n': 3, 'trace_an': -918}
  • id: 19908639
    {'hecke_orbit_code': 4503599895805962, 'n': 4, 'trace_an': 16384}
  • id: 19908640
    {'hecke_orbit_code': 4503599895805962, 'n': 5, 'trace_an': -78125}
  • id: 19908641
    {'hecke_orbit_code': 4503599895805962, 'n': 6, 'trace_an': 117504}
  • id: 19908642
    {'hecke_orbit_code': 4503599895805962, 'n': 7, 'trace_an': -953554}
  • id: 19908643
    {'hecke_orbit_code': 4503599895805962, 'n': 8, 'trace_an': -2097152}
  • id: 19908644
    {'hecke_orbit_code': 4503599895805962, 'n': 9, 'trace_an': -13506183}
  • id: 19908645
    {'hecke_orbit_code': 4503599895805962, 'n': 10, 'trace_an': 10000000}
  • id: 19908646
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  • id: 19908823
    {'hecke_orbit_code': 4503599895805962, 'n': 557, 'trace_an': -186799992605193051414}
  • id: 19908824
    {'hecke_orbit_code': 4503599895805962, 'n': 563, 'trace_an': 650191494366188287002}
  • id: 19908825
    {'hecke_orbit_code': 4503599895805962, 'n': 569, 'trace_an': -225473703691560216690}
  • id: 19908826
    {'hecke_orbit_code': 4503599895805962, 'n': 571, 'trace_an': -296425479499775399848}
  • id: 19908827
    {'hecke_orbit_code': 4503599895805962, 'n': 577, 'trace_an': 314894907859894136426}
  • id: 19908828
    {'hecke_orbit_code': 4503599895805962, 'n': 587, 'trace_an': 90266099511295507566}
  • id: 19908829
    {'hecke_orbit_code': 4503599895805962, 'n': 593, 'trace_an': -779095921040063161998}
  • id: 19908830
    {'hecke_orbit_code': 4503599895805962, 'n': 599, 'trace_an': 567360465178398380160}
  • id: 19908831
    {'hecke_orbit_code': 4503599895805962, 'n': 601, 'trace_an': -1166084425519476190618}
  • id: 19908832
    {'hecke_orbit_code': 4503599895805962, 'n': 607, 'trace_an': -1256512995353504781034}
  • id: 19908833
    {'hecke_orbit_code': 4503599895805962, 'n': 613, 'trace_an': -682643036820469161958}
  • id: 19908834
    {'hecke_orbit_code': 4503599895805962, 'n': 617, 'trace_an': 818291797309653015786}
  • id: 19908835
    {'hecke_orbit_code': 4503599895805962, 'n': 619, 'trace_an': 1565831374950933302780}
  • id: 19908836
    {'hecke_orbit_code': 4503599895805962, 'n': 625, 'trace_an': 37252902984619140625}
  • id: 19908837
    {'hecke_orbit_code': 4503599895805962, 'n': 631, 'trace_an': -1351696885186763073988}
  • id: 19908838
    {'hecke_orbit_code': 4503599895805962, 'n': 641, 'trace_an': 1682094274199973016302}
  • id: 19908839
    {'hecke_orbit_code': 4503599895805962, 'n': 643, 'trace_an': -444180352294663666918}
  • id: 19908840
    {'hecke_orbit_code': 4503599895805962, 'n': 647, 'trace_an': -1615721742383984101434}
  • id: 19908841
    {'hecke_orbit_code': 4503599895805962, 'n': 653, 'trace_an': -608831027994638144238}
  • id: 19908842
    {'hecke_orbit_code': 4503599895805962, 'n': 659, 'trace_an': 1576525577594598981900}
  • id: 19908843
    {'hecke_orbit_code': 4503599895805962, 'n': 661, 'trace_an': -1067774019552568851838}
  • id: 19908844
    {'hecke_orbit_code': 4503599895805962, 'n': 673, 'trace_an': 1366374828975768360722}
  • id: 19908845
    {'hecke_orbit_code': 4503599895805962, 'n': 677, 'trace_an': 2907038148375871585386}
  • id: 19908846
    {'hecke_orbit_code': 4503599895805962, 'n': 683, 'trace_an': 740733377501756084802}
  • id: 19908847
    {'hecke_orbit_code': 4503599895805962, 'n': 691, 'trace_an': 535532690697025872152}
  • id: 19908848
    {'hecke_orbit_code': 4503599895805962, 'n': 701, 'trace_an': 3323942017062813889482}
  • id: 19908849
    {'hecke_orbit_code': 4503599895805962, 'n': 709, 'trace_an': -2002772347282128196090}
  • id: 19908850
    {'hecke_orbit_code': 4503599895805962, 'n': 719, 'trace_an': -4229302238013751695720}
  • id: 19908851
    {'hecke_orbit_code': 4503599895805962, 'n': 727, 'trace_an': -1047182521779252934594}
  • id: 19908852
    {'hecke_orbit_code': 4503599895805962, 'n': 729, 'trace_an': -1963609629452079654123}
  • id: 19908853
    {'hecke_orbit_code': 4503599895805962, 'n': 733, 'trace_an': -61485593267697996238}
  • id: 19908854
    {'hecke_orbit_code': 4503599895805962, 'n': 739, 'trace_an': 4006848174133714965020}
  • id: 19908855
    {'hecke_orbit_code': 4503599895805962, 'n': 743, 'trace_an': -4558456320008470783158}
  • id: 19908856
    {'hecke_orbit_code': 4503599895805962, 'n': 751, 'trace_an': -3386812098132909394108}
  • id: 19908857
    {'hecke_orbit_code': 4503599895805962, 'n': 757, 'trace_an': 6565172382476953078466}
  • id: 19908858
    {'hecke_orbit_code': 4503599895805962, 'n': 761, 'trace_an': -1481421771153237059718}
  • id: 19908859
    {'hecke_orbit_code': 4503599895805962, 'n': 769, 'trace_an': -1985257081027514257150}
  • id: 19908860
    {'hecke_orbit_code': 4503599895805962, 'n': 773, 'trace_an': -5636978337000651559878}
  • id: 19908861
    {'hecke_orbit_code': 4503599895805962, 'n': 787, 'trace_an': 2512946146145474409086}
  • id: 19908862
    {'hecke_orbit_code': 4503599895805962, 'n': 797, 'trace_an': -3920096706074647888014}
  • id: 19908863
    {'hecke_orbit_code': 4503599895805962, 'n': 809, 'trace_an': -3885045191339224736790}
  • id: 19908864
    {'hecke_orbit_code': 4503599895805962, 'n': 811, 'trace_an': -4707144744955208595568}
  • id: 19908865
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  • id: 19908866
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  • id: 19908867
    {'hecke_orbit_code': 4503599895805962, 'n': 827, 'trace_an': -8334056457735913652154}
  • id: 19908868
    {'hecke_orbit_code': 4503599895805962, 'n': 829, 'trace_an': -6214409209187019424150}
  • id: 19908869
    {'hecke_orbit_code': 4503599895805962, 'n': 839, 'trace_an': 599543342294410271280}
  • id: 19908870
    {'hecke_orbit_code': 4503599895805962, 'n': 841, 'trace_an': -8575308410404855604849}
  • id: 19908871
    {'hecke_orbit_code': 4503599895805962, 'n': 853, 'trace_an': -5354315115999952639318}
  • id: 19908872
    {'hecke_orbit_code': 4503599895805962, 'n': 857, 'trace_an': 9253658799215536237026}
  • id: 19908873
    {'hecke_orbit_code': 4503599895805962, 'n': 859, 'trace_an': -1831957403564194100620}
  • id: 19908874
    {'hecke_orbit_code': 4503599895805962, 'n': 863, 'trace_an': 3512033724071238820602}
  • id: 19908875
    {'hecke_orbit_code': 4503599895805962, 'n': 877, 'trace_an': 11998942616664046049666}
  • id: 19908876
    {'hecke_orbit_code': 4503599895805962, 'n': 881, 'trace_an': -7701341867150263195698}
  • id: 19908877
    {'hecke_orbit_code': 4503599895805962, 'n': 883, 'trace_an': 17409631003035351116282}
  • id: 19908878
    {'hecke_orbit_code': 4503599895805962, 'n': 887, 'trace_an': -9863547839813193017154}
  • id: 19908879
    {'hecke_orbit_code': 4503599895805962, 'n': 907, 'trace_an': 2234954765669549310326}
  • id: 19908880
    {'hecke_orbit_code': 4503599895805962, 'n': 911, 'trace_an': 29336613622916159868852}
  • id: 19908881
    {'hecke_orbit_code': 4503599895805962, 'n': 919, 'trace_an': -3752996486728766314480}
  • id: 19908882
    {'hecke_orbit_code': 4503599895805962, 'n': 929, 'trace_an': -9108834335472180497130}
  • id: 19908883
    {'hecke_orbit_code': 4503599895805962, 'n': 937, 'trace_an': 5959601477671582633946}
  • id: 19908884
    {'hecke_orbit_code': 4503599895805962, 'n': 941, 'trace_an': 28433649192900483677862}
  • id: 19908885
    {'hecke_orbit_code': 4503599895805962, 'n': 947, 'trace_an': -23798410433602504382874}
  • id: 19908886
    {'hecke_orbit_code': 4503599895805962, 'n': 953, 'trace_an': 28267040539452633069642}
  • id: 19908887
    {'hecke_orbit_code': 4503599895805962, 'n': 961, 'trace_an': -10141543836287317843407}
  • id: 19908888
    {'hecke_orbit_code': 4503599895805962, 'n': 967, 'trace_an': 27653879023009753066886}
  • id: 19908889
    {'hecke_orbit_code': 4503599895805962, 'n': 971, 'trace_an': -26528693513909536013448}
  • id: 19908890
    {'hecke_orbit_code': 4503599895805962, 'n': 977, 'trace_an': 27773696628407410929906}
  • id: 19908891
    {'hecke_orbit_code': 4503599895805962, 'n': 983, 'trace_an': 35225865009029602481922}
  • id: 19908892
    {'hecke_orbit_code': 4503599895805962, 'n': 991, 'trace_an': -3751408230002681917948}
  • id: 19908893
    {'hecke_orbit_code': 4503599895805962, 'n': 997, 'trace_an': 27744957994822441709906}