Newform data - 50.26.b.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': 33800, 'analytic_conductor': 197.99838997612162, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [50, 2, [27], [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': [[3, [26524682496, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503668783054898, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], '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': '50.26.b.b', 'level': 50, '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, 5], 'level_radical': 10, 'minimal_twist': '10.26.a.a', 'nf_label': '2.0.4.1', 'prim_orbit_index': 2, 'qexp_display': 'q-2048\\beta q^{2}+81432\\beta q^{3}-16777216 q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '25.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '50.26.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 469390534335793145, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.969', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.024', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.692', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1.509', 'prec': 17}, {'__RealLiteral__': 0, 'data': '158.400', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [2, 0, 0, -33554432, 0, 1334181888, 0, 0, 1641527853894, 0, -22480747671096, 0, 0, 144186519486464, 0, 562949953421312, 0, 0, -5979690773455240, 0, -5733103835362176, 0, 0, -22383857718263808, 0, 34752175596617728, 0, 0, 4240951159366415940, 0, 8451726183377942704, 0, 0, 9321315931684061184, 0, -27540267374796079104, 0, 0, -1381806232023327552, 0, -323128641530597510796, 0, 0, 377164359519474548736, 0, -1001926290180659576832, 0, 0, 2062554335894473893486, 0, -370631542455515854656, 0, 0, 2225485482283998904320, 0, -2419048381712615604224, 0, 0, -24286769256796795881720, 0, -40665614069527393964996, 0, 0, -9444732965739290427392, 0, -14996703185737232154624, 0, 0, 39838311358394272783488, 0, 268153252990894462797504, 0, 0, -197983247997076156235776, 0, 100322563719465627811840, 0, 0, -764699498524138082047360, 0, 1302358724859014860662162, 0, 0, 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0, -14638998935402927284885876662974134776, 0, 0, -1213592401536288578134372741762252800, 0, -680901586904508562850536453459410944, 0, 0, 17921678978022089919834717593576150880, 0, 1089873654874693858141792107872488344, 0, 0, -6300336438640348790241227402429595648, 0, 1100112490004221778491900795841150976, 0, 0, 10905359941882969871285319183147788388, 0, -16474378214468807143945363130682426096, 0, 0, 14815029991066656894137105139573899264, 0, -20685245272100185802404506286413578240, 0, 0, 16623541858623742087506508712484706160, 0, -1982502829043167564554912863858693376, 0, 0, -1081161218061509085808290608361504768, 0, 32841425617933107625587461675072585728, 0, 0, 29734432769752714975405308833251334940, 0, -6166718566049142739220109649974283320, 0, 0, 9170995460250467433681695070294441984, 0, -478542103893357839999706189168377856, 0, 0, -1000525069116992036404129803398857152, 0, 48116059470464269843866670910356933404, 0, 0, -6836117810933954250642219612839608320, 0, 28693614536920697440896800613651972096, 0, 0, -1898631461818589539539002712049278872, 0, -9141889254520001886624435939890225856, 0, 0, -3220083095560572423573922382205272064, 0, -20011447634206141042922358677459435520, 0, 0, -33734568692567580783321402671830833648, 0, -2749747240464573676032588821782325694, 0, 0, 16708025013301844875245368138201563136, 0, 2872073728492467959418743456809353216, 0, 0, 1108131007386366111214570663380798720, 0, 24811968568245314744339217152030540904, 0, 0, -14425537403752679770243452304720101376, 0, -11446352773144748179833853625684197376, 0, 0, -18896882223246830922019556807491214160, 0, -79819602058671867111083090174927854740, 0, 0, 3616432768358382172923768395828035584, 0, 19765622803648081419628351658876436480, 0, 0, -76223763033915126021194341426455577152, 0, -31199870716142538915316919199722519696, 0, 0, 19332042118865157675054793799450492928, 0, -4217839557765336911927560715787829248, 0, 0, 13131166820315289189099303482132837760, 0], 'weight': 26, '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, -2048], [0, 81432], [-16777216, 0], [0, 0], [667090944, 0], [0, 8800446746], [0, 34359738368], [820763926947, 0], [0, 0], [-11240373835548, 0], [0, -1366202253312], [0, 2121104467567], [72093259743232, 0], [0, 0], [281474976710656, 0], [0, 568927974345951], [0, -1680924522387456], [-2989845386727620, 0], [0, 0], [-2866551917681088, 0], [0, 23020285615202304], [0, -61152727672159398], [-11191928859131904, 0], [0, 0], [17376087798308864, 0], [0, 135832854143310480], [0, -147646995954139136], [2120475579683207970, 0], [0, 0], [4225863091688971352, 0], [0, -576460752303423488], [0, -915326122176344736], [4660657965842030592, 0], [0, 0], [-13770133687398039552, 0], [0, -12083938476384042739], [0, 6123203352018165760], [-690903116011663776, 0], [0, 0], [-161564320765298755398, 0], [0, 5870698327410868224], [0, -155806138858089358028], [188582179759737274368, 0], [0, 0], [-500963145090329788416, 0], [0, 612928649464510593366], [0, 22921070303502139392], [1031277167947236946743, 0], [0, 0], [-185315771227757927328, 0], [0, -35586227810936553472], [0, -239457739823663667693], [1112742741141999452160, 0], [0, 0], [-1209524190856307802112, 0], [0, -243469089532003551840], [0, -4342733987191209922560], [-12143384628398397940860, 0], [0, 0], [-20332807034763696982498, 0], [0, -8654567611779013328896], [0, 7223089230134907864462], [-4722366482869645213696, 0], [0, 0], [-7498351592868616077312, 0], [0, -30782626448566676972524], [0, -9545027514044478652416], [19919155679197136391744, 0], [0, 0], [134076626495447231398752, 0], [0, 28201233791791185002496], [0, 111889318209560137151677], [-98991623998538078117888, 0], [0, 0], [50161281859732813905920, 0], [0, -98920311344871935726808], [0, 1414969581591887413248], [-382349749262069041023680, 0], [0, 0], [651179362429507430331081, 0], [0, 330883728927331851055104], [0, -385909145913451703600688], [48092760698149832491008, 0], [0, 0], [-1276363889525468020965376, 0], [0, 172674567404762991413040], [0, -386216304147941937905664], [840580682623068403216710, 0], [0, 0], [-74666667638104270747928, 0], [0, 1025972521144995406675968], [0, 344120483282416315136064], [5021111496413270780854272, 0], [0, 0], [187769407926289525899264, 0], [0, 3095820598857832579281191], [0, -2112055639955941266929664], [-9225693369616688863711956, 0], [0, 0]], 'ap': [[0, -2048], [0, 81432], [0, 0], [0, 8800446746], [-11240373835548, 0], [0, 2121104467567], [0, 568927974345951], [-2989845386727620, 0], [0, -61152727672159398], [2120475579683207970, 0], [4225863091688971352, 0], [0, -12083938476384042739], [-161564320765298755398, 0], [0, -155806138858089358028], [0, 612928649464510593366], [0, -239457739823663667693], [-12143384628398397940860, 0], [-20332807034763696982498, 0], [0, -30782626448566676972524], [134076626495447231398752, 0], [0, 111889318209560137151677], [-382349749262069041023680, 0], [0, -385909145913451703600688], [840580682623068403216710, 0], [0, 3095820598857832579281191], [6643420588943093532004902, 0], [0, 6837050115785953043025082], [0, -986959280519455668724104], [-48625188947799686339985710, 0], [0, 22920490441321267245225417], [0, 65860659403039438418898206], [-73628115685032041370334548, 0], [0, 479159889068993816045890011], [490566336521811291652319860, 0], [-909615407353130383774459350, 0], [824559604577859310957683152, 0], [0, -486453435652848368481758479], [0, -1274865927102024281151483008], [0, -4045332681181104141235092174], [0, 2257774802365040600123360727], [19469413699531969917214931820, 0], [-12195246571345682295158539498, 0], [61111937219352318900938554152, 0], [0, 32446727537502991061940190297], [0, 15876249100387000671211507941], [73923571857175361273316302200, 0], [11801616502328111578524442652, 0], [0, 7799610771795470786736283702], [0, 178874151905509730930054680356], [616468348267679983449116536570, 0], [0, 284171838194002023022736072637], [596387613839094073859523495360, 0], [-497937947908098842955987695998, 0], [1756101068845023964322211063252, 0], [0, -610325821307963776591045244529], [0, 1139135417685920328727256149842], [3128149536606215517063035963730, 0], [1318181228899839801779795191352, 0], [0, -1059309693026940341538470323819], [-6371407450269828711284907769398, 0], [0, 1503625634266844932107319586812], [0, -3596671829714893867513186412253], [0, 3043187612122948540737843943196], [3601684520048091818111909516352, 0], [0, 1535829079963945433619660887917], [0, 14033011062174578001621653557401], [-17989260152201072149911270883948, 0], [0, 16883975624734023391806032667911], [0, 1535348823087589442424305097216], [-47355280895409688406085762765950, 0], [0, -56867495004602789107546957313343], [-75831650308149281893812554016360, 0], [0, -33294422085616371196869471547474], [0, 20194582895236887769628561711227], [-300035571487255848027992315963180, 0], [0, -29175744777105184926137162811738], [465525578401662557162514975395610, 0], [0, 178544249436025850524061205546641], [-585409584468299022828275642322798, 0], [585777768503114354768533626507190, 0], [215945168078849026113017496009180, 0], [-257301268296616496909533042623898, 0], [-487419771663466996067299010823048, 0], [0, 670632913197254001753892543813537], [-320032687776815059124705625758840, 0], [0, 754494330074110284837741958825572], [732432134043317377911538634832750, 0], [0, 904237670353189507698797921116571], [-2023477255867418751207687692002098, 0], [0, 2004481544063300025975797221378942], [0, 559753140884427943950298771380276], [5669684469960946793076346492476720, 0], [0, -880464929428264146133023211958014], [-5583537514302454174156124170845948, 0], [4373683408382125278773854738155100, 0], [0, -2161896736213408086948440168888718], [-1817363963641454565163301005250910, 0], [-7481313189089904057839538023257398, 0], [0, 6720259138375028525454423619876852], [-9166204759454074810215097079067298, 0], [0, 12370162080593254086699937582668116], [0, 10154168883276151073861976074150121], [0, -16314843505207713492072676744427808], [-34144277054160629986056427420028970, 0], [1364498469846601979630951587990052, 0], [0, -19649370815520701243414639713051969], [0, -18635891135191839725825563677539664], [0, 38758425902150664047419042385959497], [-61882042447460318892103531568812200, 0], [-29585223248975435313223374052562998, 0], [0, 50308327421511299631000818551918046], [0, -22372322751039550174631904237400133], [0, -12939965937335201495612471702895549], [137687466609877319894874322427942980, 0], [-28348353869903846460987138160472848, 0], [-13636775703148329155621820302351598, 0], [0, 423969558823367165968505481491872], [0, -125239221671756112613205505301093134], [0, -77887289833137077515699466466773793], [185484979021281434607545246428576140, 0], [292622526062374975984056139771394102, 0], [0, 106914378014648687238328740126340777], [0, -79604045386938326328402351114749019], [0, 211501725886535488547933569321371012], [302758809116182232246909685593536652, 0], [266144742798309664687310069843679102, 0], [-28174474940189336110792075206202310, 0], [-287440508832739867532203083804633120, 0], [0, 249023154403778569203386900475971906], [0, -423669718944681567077173795049079713], [-712136135206926054013729798625026340, 0], [0, -309433668092136180617060475607199478], [1340816210907553907682600882392113352, 0], [0, -440522718466653706178678066066977579], [-908045207776058822480125352555078598, 0], [-1574266827076497109254290758639620770, 0], [0, -986535640163294170410340261636125573], [0, -476276653207966896498529846744226764], [0, -185431251991597556081513699813445159], [2081519042905223883738341082244755990, 0], [-92004630270080280896220413643109948, 0], [964905181563334821326496153190726902, 0], [0, 216988481617969366087311988187135002], [0, -711115671979639290956304916306117344], [-4072340367121399763354716667180825630, 0], [-1542590226449401535748062786073215640, 0], [0, 3973260651209076846123850873429470307], [0, 368605948298313909841282005959935971], [6085369943280485208001051676668302340, 0], [0, 1651624200168349551214047752306747742], [0, 126982061804760654910525017689976281], [701270141559522825383304280468453602, 0], [0, 3837688709873412261767640677475376912], [0, 5954378817366290471727228978134231586], [0, -3493843717804594664752210547802915904], [-8237189107234403571972681565341213048, 0], [8311770929311871043753254356242353080, 0], [14867216384876357487702654416625667470, 0], [0, -11277948290003949627133031400669598189], [24058029735232134921933335455178466702, 0], [0, 102934224353927049722505699580786716], [0, 3980547123950398854529320871246716957], [0, -2419282433583040676684126232571882774], [12405984284122657372169608576015270452, 0], [0, -2762417888077887290412718318937823969], [0, -18116349231129286230722219580495828438], [-15599935358071269457658459599861259848, 0], [0, 29470219198850171804083197695850462341]], 'char_orbit_index': 2, 'field_poly': [1, 0, 1], 'hecke_orbit_code': 4503668783054898, 'hecke_ring_character_values': [[27, [-1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 2], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '50.26.b.b', 'level': 50, 'maxp': 997, 'weight': 26}
• mf_newspaces •

  Column	Type
  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_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': 33800, 'analytic_conductor': 197.99838997612162, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [50, 2, [27], [1]], 'conrey_index': 49, 'cusp_dim': 182, 'dim': 38, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 69155684402, 'hecke_orbit_dims': [2, 2, 4, 4, 4, 4, 8, 10], 'label': '50.26.b', 'level': 50, '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, 5], 'level_radical': 10, 'mf_dim': 194, 'mf_new_dim': 38, 'num_forms': 8, 'prim_orbit_index': 2, 'relative_dim': 38, 'sturm_bound': 195, 'trace_bound': 6, 'trace_display': [0, 0, 0, 0], 'traces': [38, 0, 0, -637534208, 0, 8776835072, 0, 0, -12991242549664, 0, -30472316016774, 0, 0, -330406594985984, 0, 10696049115004928, 0, 0, 35852589007060790, 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118343182293655751178153144716080973140, 0], 'weight': 26, '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: 43501
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '50.26.b.b', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '10.26.a.a', 'target_level': 10, 'twist_class_label': '10.26.a.a', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 26}
  • id: 43502
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '50.26.b.b', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '50.26.a.a', 'target_level': 50, 'twist_class_label': '10.26.a.a', 'twist_class_level': 10, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 26}
  • id: 43503
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '50.26.b.b', 'source_level': 50, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '50.26.b.b', 'target_level': 50, 'twist_class_label': '10.26.a.a', 'twist_class_level': 10, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 26}
  • id: 43504
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '50.26.b.b', 'source_level': 50, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '50.26.b.b', 'target_level': 50, 'twist_class_label': '10.26.a.a', 'twist_class_level': 10, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 26}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 174450
    {'charpoly_factorization': [[[16777216, 0, 1], 1]], 'hecke_orbit_code': 4503668783054898, 'p': 2}
  • id: 174451
    {'charpoly_factorization': [[[26524682496, 0, 1], 1]], 'hecke_orbit_code': 4503668783054898, 'p': 3}
  • id: 174452
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503668783054898, 'p': 5}
  • id: 174453
    {'charpoly_factorization': [[[309791451716727954064, 0, 1], 1]], 'hecke_orbit_code': 4503668783054898, 'p': 7}
  • id: 174454
    {'charpoly_factorization': [[[11240373835548, 1], 2]], 'hecke_orbit_code': 4503668783054898, 'p': 11}
  • id: 174455
    {'charpoly_factorization': [[[17996336649330746219597956, 0, 1], 1]], 'hecke_orbit_code': 4503668783054898, 'p': 13}
  • id: 174456
    {'charpoly_factorization': [[[1294716159973548316744920377604, 0, 1], 1]], 'hecke_orbit_code': 4503668783054898, 'p': 17}
  • id: 174457
    {'charpoly_factorization': [[[2989845386727620, 1], 2]], 'hecke_orbit_code': 4503668783054898, 'p': 19}
  • id: 174458
    {'charpoly_factorization': [[[14958624406981159138219793278889616, 0, 1], 1]], 'hecke_orbit_code': 4503668783054898, 'p': 23}
  • id: 174459
    {'charpoly_factorization': [[[-2120475579683207970, 1], 2]], 'hecke_orbit_code': 4503668783054898, 'p': 29}
  • id: 174460
    {'charpoly_factorization': [[[-4225863091688971352, 1], 2]], 'hecke_orbit_code': 4503668783054898, 'p': 31}
  • id: 174461
    {'charpoly_factorization': [[[584086276404138800946434161413514488484, 0, 1], 1]], 'hecke_orbit_code': 4503668783054898, 'p': 37}
  • id: 174462
    {'charpoly_factorization': [[[161564320765298755398, 1], 2]], 'hecke_orbit_code': 4503668783054898, 'p': 41}
  • id: 174463
    {'charpoly_factorization': [[[97102211623464890411205192355620672195136, 0, 1], 1]], 'hecke_orbit_code': 4503668783054898, 'p': 43}
  • id: 174464
    {'charpoly_factorization': [[[1502726117337555608367166305668933612839824, 0, 1], 1]], 'hecke_orbit_code': 4503668783054898, 'p': 47}
  • id: 174465
    {'charpoly_factorization': [[[229360036645829603211392358925938927768996, 0, 1], 1]], 'hecke_orbit_code': 4503668783054898, 'p': 53}
  • id: 174466
    {'charpoly_factorization': [[[12143384628398397940860, 1], 2]], 'hecke_orbit_code': 4503668783054898, 'p': 59}
  • id: 174467
    {'charpoly_factorization': [[[20332807034763696982498, 1], 2]], 'hecke_orbit_code': 4503668783054898, 'p': 61}
  • id: 174468
    {'charpoly_factorization': [[[3790280364287986831312403304882771865003722304, 0, 1], 1]], 'hecke_orbit_code': 4503668783054898, 'p': 67}
  • id: 174469
    {'charpoly_factorization': [[[-134076626495447231398752, 1], 2]], 'hecke_orbit_code': 4503668783054898, 'p': 71}
  • id: 174470
    {'charpoly_factorization': [[[50076878117600822782762621022406699290015649316, 0, 1], 1]], 'hecke_orbit_code': 4503668783054898, 'p': 73}
  • id: 174471
    {'charpoly_factorization': [[[382349749262069041023680, 1], 2]], 'hecke_orbit_code': 4503668783054898, 'p': 79}
  • id: 174472
    {'charpoly_factorization': [[[595703475598599030820255479178076650016616293376, 0, 1], 1]], 'hecke_orbit_code': 4503668783054898, 'p': 83}
  • id: 174473
    {'charpoly_factorization': [[[-840580682623068403216710, 1], 2]], 'hecke_orbit_code': 4503668783054898, 'p': 89}
  • id: 174474
    {'charpoly_factorization': [[[38336420721249876567536939990482627370088985513924, 0, 1], 1]], 'hecke_orbit_code': 4503668783054898, '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': 2, 'hecke_orbit': 2, 'label': '50.26.b.b', 'level': 50, 'portrait': 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', 'weight': 26}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 20802516
    {'hecke_orbit_code': 4503668783054898, 'n': 1, 'trace_an': 2}
  • id: 20802517
    {'hecke_orbit_code': 4503668783054898, 'n': 2, 'trace_an': 0}
  • id: 20802518
    {'hecke_orbit_code': 4503668783054898, 'n': 3, 'trace_an': 0}
  • id: 20802519
    {'hecke_orbit_code': 4503668783054898, 'n': 4, 'trace_an': -33554432}
  • id: 20802520
    {'hecke_orbit_code': 4503668783054898, 'n': 5, 'trace_an': 0}
  • id: 20802521
    {'hecke_orbit_code': 4503668783054898, 'n': 6, 'trace_an': 1334181888}
  • id: 20802522
    {'hecke_orbit_code': 4503668783054898, 'n': 7, 'trace_an': 0}
  • id: 20802523
    {'hecke_orbit_code': 4503668783054898, 'n': 8, 'trace_an': 0}
  • id: 20802524
    {'hecke_orbit_code': 4503668783054898, 'n': 9, 'trace_an': 1641527853894}
  • id: 20802525
    {'hecke_orbit_code': 4503668783054898, 'n': 10, 'trace_an': 0}
  • id: 20802526
    {'hecke_orbit_code': 4503668783054898, 'n': 11, 'trace_an': -22480747671096}
  • id: 20802527
    {'hecke_orbit_code': 4503668783054898, 'n': 12, 'trace_an': 0}
  • id: 20802528
    {'hecke_orbit_code': 4503668783054898, 'n': 13, 'trace_an': 0}
  • id: 20802529
    {'hecke_orbit_code': 4503668783054898, 'n': 14, 'trace_an': 144186519486464}
  • id: 20802530
    {'hecke_orbit_code': 4503668783054898, 'n': 15, 'trace_an': 0}
  • id: 20802531
    {'hecke_orbit_code': 4503668783054898, 'n': 16, 'trace_an': 562949953421312}
  • id: 20802532
    {'hecke_orbit_code': 4503668783054898, 'n': 17, 'trace_an': 0}
  • id: 20802533
    {'hecke_orbit_code': 4503668783054898, 'n': 18, 'trace_an': 0}
  • id: 20802534
    {'hecke_orbit_code': 4503668783054898, 'n': 19, 'trace_an': -5979690773455240}
  • id: 20802535
    {'hecke_orbit_code': 4503668783054898, 'n': 20, 'trace_an': 0}
  • id: 20802536
    {'hecke_orbit_code': 4503668783054898, 'n': 21, 'trace_an': -5733103835362176}
  • id: 20802537
    {'hecke_orbit_code': 4503668783054898, 'n': 22, 'trace_an': 0}
  • id: 20802538
    {'hecke_orbit_code': 4503668783054898, 'n': 23, 'trace_an': 0}
  • id: 20802539
    {'hecke_orbit_code': 4503668783054898, 'n': 24, 'trace_an': -22383857718263808}
  • id: 20802540
    {'hecke_orbit_code': 4503668783054898, 'n': 25, 'trace_an': 0}
  • id: 20802541
    {'hecke_orbit_code': 4503668783054898, 'n': 26, 'trace_an': 34752175596617728}
  • id: 20802542
    {'hecke_orbit_code': 4503668783054898, 'n': 27, 'trace_an': 0}
  • id: 20802543
    {'hecke_orbit_code': 4503668783054898, 'n': 28, 'trace_an': 0}
  • id: 20802544
    {'hecke_orbit_code': 4503668783054898, 'n': 29, 'trace_an': 4240951159366415940}
  • id: 20802545
    {'hecke_orbit_code': 4503668783054898, 'n': 30, 'trace_an': 0}
  • id: 20802546
    {'hecke_orbit_code': 4503668783054898, 'n': 31, 'trace_an': 8451726183377942704}
  • id: 20802547
    {'hecke_orbit_code': 4503668783054898, 'n': 32, 'trace_an': 0}
  • id: 20802548
    {'hecke_orbit_code': 4503668783054898, 'n': 33, 'trace_an': 0}
  • id: 20802549
    {'hecke_orbit_code': 4503668783054898, 'n': 34, 'trace_an': 9321315931684061184}
  • id: 20802550
    {'hecke_orbit_code': 4503668783054898, 'n': 35, 'trace_an': 0}
  • id: 20802551
    {'hecke_orbit_code': 4503668783054898, 'n': 36, 'trace_an': -27540267374796079104}
  • id: 20802552
    {'hecke_orbit_code': 4503668783054898, 'n': 37, 'trace_an': 0}
  • id: 20802553
    {'hecke_orbit_code': 4503668783054898, 'n': 38, 'trace_an': 0}
  • id: 20802554
    {'hecke_orbit_code': 4503668783054898, 'n': 39, 'trace_an': -1381806232023327552}
  • id: 20802555
    {'hecke_orbit_code': 4503668783054898, 'n': 40, 'trace_an': 0}
  • id: 20802556
    {'hecke_orbit_code': 4503668783054898, 'n': 41, 'trace_an': -323128641530597510796}
  • id: 20802557
    {'hecke_orbit_code': 4503668783054898, 'n': 42, 'trace_an': 0}
  • id: 20802558
    {'hecke_orbit_code': 4503668783054898, 'n': 43, 'trace_an': 0}
  • id: 20802559
    {'hecke_orbit_code': 4503668783054898, 'n': 44, 'trace_an': 377164359519474548736}
  • id: 20802560
    {'hecke_orbit_code': 4503668783054898, 'n': 45, 'trace_an': 0}
  • id: 20802561
    {'hecke_orbit_code': 4503668783054898, 'n': 46, 'trace_an': -1001926290180659576832}
  • id: 20802562
    {'hecke_orbit_code': 4503668783054898, 'n': 47, 'trace_an': 0}
  • id: 20802563
    {'hecke_orbit_code': 4503668783054898, 'n': 48, 'trace_an': 0}
  • id: 20802564
    {'hecke_orbit_code': 4503668783054898, 'n': 49, 'trace_an': 2062554335894473893486}
  • id: 20802565
    {'hecke_orbit_code': 4503668783054898, 'n': 50, 'trace_an': 0}
  • id: 20802566
    {'hecke_orbit_code': 4503668783054898, 'n': 51, 'trace_an': -370631542455515854656}
  • id: 20802567
    {'hecke_orbit_code': 4503668783054898, 'n': 52, 'trace_an': 0}
  • id: 20802568
    {'hecke_orbit_code': 4503668783054898, 'n': 53, 'trace_an': 0}
  • id: 20802569
    {'hecke_orbit_code': 4503668783054898, 'n': 54, 'trace_an': 2225485482283998904320}
  • id: 20802570
    {'hecke_orbit_code': 4503668783054898, 'n': 55, 'trace_an': 0}
  • id: 20802571
    {'hecke_orbit_code': 4503668783054898, 'n': 56, 'trace_an': -2419048381712615604224}
  • id: 20802572
    {'hecke_orbit_code': 4503668783054898, 'n': 57, 'trace_an': 0}
  • id: 20802573
    {'hecke_orbit_code': 4503668783054898, 'n': 58, 'trace_an': 0}
  • id: 20802574
    {'hecke_orbit_code': 4503668783054898, 'n': 59, 'trace_an': -24286769256796795881720}
  • id: 20802575
    {'hecke_orbit_code': 4503668783054898, 'n': 60, 'trace_an': 0}
  • id: 20802576
    {'hecke_orbit_code': 4503668783054898, 'n': 61, 'trace_an': -40665614069527393964996}
  • id: 20802577
    {'hecke_orbit_code': 4503668783054898, 'n': 62, 'trace_an': 0}
  • id: 20802578
    {'hecke_orbit_code': 4503668783054898, 'n': 63, 'trace_an': 0}
  • id: 20802579
    {'hecke_orbit_code': 4503668783054898, 'n': 64, 'trace_an': -9444732965739290427392}
  • id: 20802580
    {'hecke_orbit_code': 4503668783054898, 'n': 65, 'trace_an': 0}
  • id: 20802581
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  • id: 20802772
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  • id: 20802773
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