Embedded newform data - 15.18.a.c.1.1

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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': 4860, 'analytic_conductor': 27.48331310168395, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -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': [15, 1, [11, 7], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 6630499136089, 'field_disc_factorization': [[61, 1], [108696707149, 1]], 'field_poly': [3921120, -182396, -1, 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': [[2, [-18642624, -161060, 253, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199556730895, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 60, 'hecke_ring_index_factorization': [[2, 2], [3, 1], [5, 1]], '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': '15.18.a.c', 'level': 15, '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': [3, 5], 'level_radical': 15, 'minimal_twist': '15.18.a.c', 'prim_orbit_index': 1, 'qexp_display': 'q+(-84-\\beta _{1})q^{2}+3^{8}q^{3}+(-2408+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '15.18.a', 'trace_display': [-253, 19683, -1171875, -4332484], 'trace_hash': 1707324716338161400, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '2.922', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.037', 'prec': 7}, {'__RealLiteral__': 0, 'data': '22.968', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.446', 'prec': 14}, {'__RealLiteral__': 0, 'data': '265.648', 'prec': 20}], 'trace_zratio': 0, 'traces': [3, -253, 19683, -7087, -1171875, -1659933, -4332484, -16188513, 129140163, 98828125, 943563680, -46497807, 4257013150, 1847483988, -7688671875, -21943871359, 3063169514, -10890820413, -78122492996, 2768359375, -28425427524, 183716401088, 234308204088, -106212833793, 457763671875, 2665740430886, 847288609443, 3864204264572, 5775268588078, 648411328125, 5565463149104, 4307021228191, 6190721304480, 21993554360306, 1692376562500, -305072111727, 31751809399326, 29204227700564, 27930263277150, 6323637890625, 167461457288254, 12121342445268, 150679282040884, 108118677568192, -50445376171875, -194531605879776, -72221896199032, -143973739986399, 68970332513947, -38604736328125, 20097455181354, -1053111710992926, 76290818594558, -71454672729693, -368579562500000, -1101493182837180, -512561676546756, -962781990480722, 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542225775255264930441397029816, -292588047793332645282280510056, 4896337765238317097246483910, -196775393160368100541333593750, 94636050869066826353649115680, 187984128780686384545001164974, 409614063157465430534900960924, 596170237335520873197993246694, 69345881266003540697503125000, -38094076075162676838149847176, 99497665866208442064772850826, -57253841748445022216121362148, 104649095539834181055693864704, 278643370829522551738396875000, -97779618880634559744350426610, 199012124946724683805227395814, 124843001598767455413457426408, 50362942068134460484229676240, -99045686238805811157226562500, -354152868498398265959932207250, -41781294270768534084751113900, 354789046841164677855070405172, 522117471758579707622387651930, -181366981477880012926875000000, 115603677177401616433003109568, 123415087740114892214080153752, -18310550760585869378601385026, 655866437781936102316802134733, -176038161680990405793846093750, -116899162425145317331723737330, 246470704202567522442764177400, 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83936155238037001960648342920, -68237733097240582820458593750, 428018989445543134285790411972, -433180386891544407129721933668, -145797717503739708317167885650, 497191190743026756968010168576, 29237203665679993286132812500, 160930258962043824630088976060, -156327495349379534967868128768, 25068846747727620066557956518, -519205819048355302170525069980, -37243894770893620877507812500, 20788937346323525471533508760, -439513114248381297509034620682, 196752436265824084195752435730, -254900064776339721214419488550, -22294934997414422443750000000, -450197467576892911222258916722, -190027947792154090090556317266, -215116498435156374149478166760, -481240694216445501535810593320, 187756696925784432652640625000, 92542615088253557705533217778, -339259541536161197002511990992, 184394338058120271099151550616, -225866718341413355567467415232, -175855488601562632117303125000, 405578237487310619610550848, -15272803028971701347448446568, -456508516723120185306731308794, 106523483348447555166122475960, -13965857272624969482421875000, 74469317245453049318481888768, 271013397066054056250838288008, 165883281195505181019786019264, 195799238118313542803503669984, 11156694105634661083749609375, -167356816281002200264732883408, -341740892259554328096744511488, -116557378954887395702353744125, -377947600801755238116769383152, -210028649358430499904864843750, -183737005865384938785778621428, -205203951202097486741405146532, 144636326343066588568358578659, 149935947953933420099115889068, -319811708090461834358972265625, -382920063020707186192973101472, 16301886917538613090077841122, -487374633429797496735532793600, -128627747253698392215799658980, 91250931364561490939669531250, 91096184336037666092847922894, 348300147208179070859311003506, -12836644103546064622611600768, -532408160540987180942544100984, -25416828235326470642089843750, 176228415714173346586541709324, 55054754487476216160709754256, -401757657319356497018380928360, -214757212217512299455802731445, 309620729367341645778318750000, -209709054804383997164891771226, 99306099426969489926529233352, -448700167192927492354155755804, 169489416660915538647637715542, -9797412751757170075877343750, 443317755353902186093545045248, 272782520272256951678096166792, 181558262555065777795304076504, -341395956741624944233080466944, 267552663058434968514775000000, -565304782085795477401639407, -376604368443277107086119336490, -566099915708751827816433854116, -9616839397928078159337480720, -174574867248887257632574218750, 496561000299968548397898395424, 158124957684507040774208714316, -374817185415534448939423808000, -715159616779962697328551366040, 27961800744839653015136718750, 172734156899187550741137423360, -432788052271692668466274036920, 265858505572536814957403481846, 42594297024085152631682806908, 105704123397552314053657031250, -87689222971400920137193434726, 76714399940680186561924242250, 268522167681689859128471142720, -137578613125505773116657333132, 261649297854354591356770312500, -1766377914055958934066637092, 369259113061871043611117131584, 250695274148380714678050669332, -345720376385319376145211774424, 149565157933636307027302734375, -1138111040288135259522574129932, -122578726490668614987012953552, -109690172602266911548363668126, 111262651790630197717822057920, 157575169275407234306375000000, 58576575531406710860140229640, -544183110712496538574105309208, -293000957047273707738496690944, 528175873087584502516237500048, -58257156086770029296875000000, 2011009253541903320867758816024, -64260083317881092847401270970, -366635003057860517655003000810, -418130292691055615085419295984, 121772380718431088475925781250, 207114180336683485352450121804, 91041139241118796266632568998, 189799942168977319565512362324, -306976161471134560349693734336, -176254710182683046375525781250, 53072810827637233489510614048, -910535076258791082918268776970, 310589828260889611544574656068, 289926724419393491154378763512, -178000675798154989362669531250, 802087862340600673135372657132, -575307054372542123539902836448, 323071102063395465266377636200, 1145756034796275707439742709070, -20268335157516142223175000000, 687845365883528756500062349860, 750119283128317373428359110440, 299201936781630817794771425016, -871281555166436335847591014824, 240368545317445264892578125000, 172076016512861474130258594552, 665863610257987242101678034292, -292972968874554799636108150122, -87556342261603422137552112924, 451293928321928574721414843750, 617420754755266831816220920064, 88717560498227577977697724416, -523596601666725386832927082216, -518886194718428661599853578778, 24455857515299757083081250000, 205075894284682463745297964318, -450012601906883981366384455912, -88043981448595362480566641332, 315822296334662283896683145602, 182296422991487483902275000000, 75333425237241633965336341302, -489797083541756523574530939776, -373835771566624252034840041124, -241382823728444904071249244396, 478417339995142194756190625000, 386033232449612113068164379696, 58836743849526724663819259166, 596293821257614013991676999824, 653824486992582032400013633496, 6330778228819370269775390625], 'weight': 18, 'weight_parity': 1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [-1.3821957427683225, 0.0], [0.5773502691896257, 0.0], [0.9104650713268744, 0.0], [-0.4472135954999579, 0.0], [-0.7980110841600456, 0.0], [0.5838571516194504, 0.0], [0.12375479724105966, 0.0], [0.3333333333333333, 0.0], [0.6181367278081564, 0.0], [0.6311073103177922, 0.0], [0.5256572540183228, 0.0], [-1.325117605444908, 0.0], [-0.8070048693532433, 0.0], [-0.25819888974716115, 0.0], [-1.081518425220624, 0.0], [-0.02074024117083686, 0.0], [-0.46073191425610743, 0.0], [-0.590222398404485, 0.0], [-0.4071723581252171, 0.0], [0.33709008365577786, 0.0], [-0.8723138375512189, 0.0], [0.1926006531541838, 0.0], [0.07144986550063334, 0.0], [0.2, 0.0], [1.8315719129133055, 0.0], [0.19245008972987526, 0.0], [0.5315815431939086, 0.0], [0.6757995227532726, 0.0], [0.35688140619603353, 0.0], [1.1100473181990318, 0.0], [1.3711153658243869, 0.0], [0.364369975499518, 0.0], [0.028667073050318993, 0.0], [-0.2611088560340985, 0.0], [0.3034883571089581, 0.0], [-0.7613129766653516, 0.0], [0.8158028863611878, 0.0], [-0.76505700621153, 0.0], [-0.055344827834542566, 0.0], [0.19145707516029217, 0.0], [-0.46592447855843383, 0.0], [1.9069107157817446, 0.0], [0.5746011623034005, 0.0], [-0.14907119849998599, 0.0], [-0.26621180284411106, 0.0], [1.4899741745243518, 0.0], [-0.6244149539346674, 0.0], [-0.659110826502822, 0.0], [-0.27643914855366447, 0.0], [-0.01197438382304042, 0.0], [-1.2064732951578954, 0.0], [1.510667561014233, 0.0], [-0.2660036947200152, 0.0], [-0.2822397693935276, 0.0], [0.07225512341640772, 0.0], [-0.340765060600576, 0.0], [-0.9340872233144374, 0.0], [0.8721513202936217, 0.0], [-0.23508107057016883, 0.0], [-1.229032468900237, 0.0], [-1.5343026774860948, 0.0], [0.19461905053981682, 0.0], [-0.8136313962660746, 0.0], [0.592610608791312, 0.0], [-0.5036306289280317, 0.0], [-0.7417285393085515, 0.0], [-0.01888326515694256, 0.0], [0.11119803894466575, 0.0], [0.3609035492094378, 0.0], [0.17333523117492544, 0.0], [0.04125159908035322, 0.0], [1.676572020659307, 0.0], [1.0522835552611283, 0.0], [0.11547005383792515, 0.0], [-0.5373768780620582, 0.0], [0.3684765165683588, 0.0], [1.0574585369606548, 0.0], [1.1780693398838258, 0.0], [0.48366974354236764, 0.0], [0.1111111111111111, 0.0], [-0.26463115420943056, 0.0], [0.790442001937325, 0.0], [0.3069087470592398, 0.0], [0.00927531782554621, 0.0], [-2.6357238731928216, 0.0], [0.3901730363798226, 0.0], [0.07810255722572888, 0.0], [-1.0869895353068613, 0.0], [0.20604557593605213, 0.0], [-0.7736793906758509, 0.0], [0.17535616741162652, 0.0], [0.6408861179754332, 0.0], [-2.0594359608623045, 0.0], [0.26395548093507837, 0.0], [0.791613825548742, 0.0], [-1.0179125172346992, 0.0], [0.911020178404711, 0.0], [0.21036910343926407, 0.0], [0.1820930142653749, 0.0]], 'angles': [-0.37143632736254073, None, None, -0.20285152117815508, -0.19890488700572712, -0.36526476342972336, -0.25165048553456737, -0.2976783485563994, -0.23464953829844754, -0.19514175628264308, -0.15635459895355477, -0.3121509805018458, -0.2347409637358313, -0.048749374238664274, -0.11622780601574759, -0.11373737965337595, -0.1781840011886218, -0.35532438174776015, -0.31046924695259065, -0.23618909404812302, -0.0917789814478576, -0.14975406850418235, -0.18533400545335954, -0.3414496145122202, -0.3349842545364539, -0.25590251071375325, -0.1561448329861319, -0.20306298921254384, -0.2859617429396574, -0.19765791983914557, -0.2575468385904691, -0.18806229183127474, -0.12077156982031981, -0.1919707806616915, -0.4152720405515848, -0.12942946297999994, -0.09770029033609591, -0.13268421168688468, -0.1309206039935361, -0.26949222977931375, -0.14869923565092444, -0.33683441964027705, -0.42350491587874467, -0.2503110101807808, -0.44538161721695624, -0.28114374967696454, -0.26069306838855183, -0.23091005334619685, -0.4155495679023126, -0.4125041601632268, -0.37484689994156545, -0.15262121912977308, -0.14432246537767146, -0.19132263899733992, -0.24401508231124125, -0.39551986331447586, -0.1892067401419216, -0.1958025504822995, -0.37371067438847827, -0.28909874466636337, -0.1518386518655719, -0.18732006664893713, -0.33853593093170903, -0.2029861945962631, -0.09152190313488463, -0.32213900108019744, -0.3505071828071427, -0.27843233808170126, -0.24326981315422275, -0.17548090886186124, -0.0761177156855412, -0.09962934249549753, -0.29060019191160474, -0.2586700561122979, -0.3411919597077644, -0.1887372566035178, -0.24390623489760974, -0.33914983035277224, -0.2948729007437581, -0.15567536717718433, -0.29970999429644635, -0.38614398014119455, -0.39174219461480947, -0.28870484482322134, -0.21120902404154449, -0.14795180417452497, -0.28200341154201697, -0.17486699876060677, -0.19458829935455213, -0.2347593611959154, -0.2186025459897029, -0.3412095718246428, -0.36236698101436937, -0.2895685417980103, -0.1803096691366815, -0.3732419471800299, -0.16955027476515197, -0.20890358132363238, -0.4225065594749486, -0.23001827663281035], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 416.4083111109927, 'hecke_orbit': 3, 'hecke_orbit_code': 9007199556730895, 'label': '15.18.a.c.1.1', 'level': 15, 'weight': 18}
• 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': [3, 4, 3, 2], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1], 'ALdims_old': [4, 5, 5, 6], 'Nk2': 4860, 'analytic_conductor': 27.48331310168395, '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': [15, 1, [11, 7], [1, 1]], 'conrey_index': 1, 'cusp_dim': 32, 'dim': 12, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 301989903, 'hecke_orbit_dims': [2, 3, 3, 4], 'label': '15.18.a', 'level': 15, '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': [3, 5], 'level_radical': 15, 'mf_dim': 36, 'mf_new_dim': 12, 'num_forms': 4, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 12, 'sturm_bound': 36, 'trace_bound': 2, 'trace_display': [-1084, -13122, 0, -2541288], 'traces': [12, -1084, -13122, 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12042302875569096946861536, 112937885559107268294677856, 45024936303698196511874696, -8718838931906330028751404, -1374802708625793457031250], 'weight': 18, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 40537468
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199556730895, 'source_is_minimal': True, 'source_label': '15.18.a.c.1.1', 'source_level': 15, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199556730895, 'target_is_minimal': True, 'target_label': '15.18.a.c.1.1', 'target_level': 15, 'twist_class_label': '15.18.a.c.1.1', 'twist_class_level': 15, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 18}
  • id: 40537469
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199556730895, 'source_is_minimal': True, 'source_label': '15.18.a.c.1.1', 'source_level': 15, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 13510799184101421, 'target_is_minimal': False, 'target_label': '45.18.a.d.1.3', 'target_level': 45, 'twist_class_label': '15.18.a.c.1.1', 'twist_class_level': 15, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 18}
  • id: 40537470
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199556730895, 'source_is_minimal': True, 'source_label': '15.18.a.c.1.1', 'source_level': 15, 'target_conrey_index': 49, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014467530948683, 'target_is_minimal': False, 'target_label': '75.18.b.e.49.1', 'target_level': 75, 'twist_class_label': '15.18.a.c.1.1', 'twist_class_level': 15, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 18}
  • id: 40537471
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199556730895, 'source_is_minimal': True, 'source_label': '15.18.a.c.1.1', 'source_level': 15, 'target_conrey_index': 49, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 18014467530948683, 'target_is_minimal': False, 'target_label': '75.18.b.e.49.6', 'target_level': 75, 'twist_class_label': '15.18.a.c.1.1', 'twist_class_level': 15, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 18}
  • id: 40537472
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199556730895, 'source_is_minimal': True, 'source_label': '15.18.a.c.1.1', 'source_level': 15, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 13510799184101451, 'target_is_minimal': False, 'target_label': '75.18.a.d.1.3', 'target_level': 75, 'twist_class_label': '15.18.a.c.1.1', 'twist_class_level': 15, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 62200
    {'charpoly_factorization': [[[-18642624, -161060, 253, 1], 1]], 'hecke_orbit_code': 9007199556730895, 'p': 2}
  • id: 62201
    {'charpoly_factorization': [[[-6561, 1], 3]], 'hecke_orbit_code': 9007199556730895, 'p': 3}
  • id: 62202
    {'charpoly_factorization': [[[390625, 1], 3]], 'hecke_orbit_code': 9007199556730895, 'p': 5}
  • id: 62203
    {'charpoly_factorization': [[[2281164918471321140160, -374045728432656, 4332484, 1], 1]], 'hecke_orbit_code': 9007199556730895, 'p': 7}
  • id: 62204
    {'charpoly_factorization': [[[229546402713308722720014336, -289554112775155712, -943563680, 1], 1]], 'hecke_orbit_code': 9007199556730895, 'p': 11}
  • id: 62205
    {'charpoly_factorization': [[[63193765847608691698163384728, -15566370522901382548, -4257013150, 1], 1]], 'hecke_orbit_code': 9007199556730895, 'p': 13}
  • id: 62206
    {'charpoly_factorization': [[[-1278382414787578872129959478072, -2145227431775746206068, -3063169514, 1], 1]], 'hecke_orbit_code': 9007199556730895, 'p': 17}
  • id: 62207
    {'charpoly_factorization': [[[-15011010500079569709119180225600, 1160770091324800958960, 78122492996, 1], 1]], 'hecke_orbit_code': 9007199556730895, 'p': 19}
  • id: 62208
    {'charpoly_factorization': [[[10472728418890889997225474882109440, -133066032591174285441024, -234308204088, 1], 1]], 'hecke_orbit_code': 9007199556730895, 'p': 23}
  • id: 62209
    {'charpoly_factorization': [[[-4583865935517129706370682234433065000, 9717604190152797397841260, -5775268588078, 1], 1]], 'hecke_orbit_code': 9007199556730895, 'p': 29}
  • id: 62210
    {'charpoly_factorization': [[[58016346799311129605698307313903974400, -9455392616280047663080896, -5565463149104, 1], 1]], 'hecke_orbit_code': 9007199556730895, 'p': 31}
  • id: 62211
    {'charpoly_factorization': [[[8369851236371297589322015530074719985560, -266486214351513087258614676, -31751809399326, 1], 1]], 'hecke_orbit_code': 9007199556730895, 'p': 37}
  • id: 62212
    {'charpoly_factorization': [[[-60777569628229679539281756085288142035560, 7752262759292862779366464684, -167461457288254, 1], 1]], 'hecke_orbit_code': 9007199556730895, 'p': 41}
  • id: 62213
    {'charpoly_factorization': [[[2347603316067164639218175960591876778163264, -15401160318007723582867423696, -150679282040884, 1], 1]], 'hecke_orbit_code': 9007199556730895, 'p': 43}
  • id: 62214
    {'charpoly_factorization': [[[-4200790456214342157032664037924760260804608, -59454178282490901350275794944, 72221896199032, 1], 1]], 'hecke_orbit_code': 9007199556730895, 'p': 47}
  • id: 62215
    {'charpoly_factorization': [[[148297774162125776905755705853152154985149080, -633186463874476262022338309204, -76290818594558, 1], 1]], 'hecke_orbit_code': 9007199556730895, 'p': 53}
  • id: 62216
    {'charpoly_factorization': [[[76493242295979955309495870103524158652416000, -587321219714583214398786744320, -465601947196256, 1], 1]], 'hecke_orbit_code': 9007199556730895, 'p': 59}
  • id: 62217
    {'charpoly_factorization': [[[39075879080316939383436853521587249014432168, 900120686082932314939455486956, 2317809676510478, 1], 1]], 'hecke_orbit_code': 9007199556730895, 'p': 61}
  • id: 62218
    {'charpoly_factorization': [[[7942349301465040541314986283111467226606459968, 12903292727871534120891833101872, 6392459657973196, 1], 1]], 'hecke_orbit_code': 9007199556730895, 'p': 67}
  • id: 62219
    {'charpoly_factorization': [[[-7129585014242705755665252236799693597922295808, 12767824606574840477513588211712, -6465608483990656, 1], 1]], 'hecke_orbit_code': 9007199556730895, 'p': 71}
  • id: 62220
    {'charpoly_factorization': [[[74918420415121097250200492818607987407979450680, -80864183011728251972514805170484, -5113761577485238, 1], 1]], 'hecke_orbit_code': 9007199556730895, 'p': 73}
  • id: 62221
    {'charpoly_factorization': [[[-7706404351100559083815235585863650191928192000, -113016836305262759887024882449600, -8740508940658880, 1], 1]], 'hecke_orbit_code': 9007199556730895, 'p': 79}
  • id: 62222
    {'charpoly_factorization': [[[6517535231959721395721791751989605104016048505152, -45662204211239946099237999086160, -38179195227158436, 1], 1]], 'hecke_orbit_code': 9007199556730895, 'p': 83}
  • id: 62223
    {'charpoly_factorization': [[[-77658766253822934708675444370784220215635747499400, -2858304241977114844679081509206900, 17217755358726426, 1], 1]], 'hecke_orbit_code': 9007199556730895, 'p': 89}
  • id: 62224
    {'charpoly_factorization': [[[-413526228679056185471612627326451380337895259236872, -3978746278053006245289703204001268, 94917192725726586, 1], 1]], 'hecke_orbit_code': 9007199556730895, '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': 3, 'label': '15.18.a.c', 'level': 15, 'portrait': 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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 29371471
    {'hecke_orbit_code': 9007199556730895, 'n': 1, 'trace_an': 3}
  • id: 29371472
    {'hecke_orbit_code': 9007199556730895, 'n': 2, 'trace_an': -253}
  • id: 29371473
    {'hecke_orbit_code': 9007199556730895, 'n': 3, 'trace_an': 19683}
  • id: 29371474
    {'hecke_orbit_code': 9007199556730895, 'n': 4, 'trace_an': -7087}
  • id: 29371475
    {'hecke_orbit_code': 9007199556730895, 'n': 5, 'trace_an': -1171875}
  • id: 29371476
    {'hecke_orbit_code': 9007199556730895, 'n': 6, 'trace_an': -1659933}
  • id: 29371477
    {'hecke_orbit_code': 9007199556730895, 'n': 7, 'trace_an': -4332484}
  • id: 29371478
    {'hecke_orbit_code': 9007199556730895, 'n': 8, 'trace_an': -16188513}
  • id: 29371479
    {'hecke_orbit_code': 9007199556730895, 'n': 9, 'trace_an': 129140163}
  • id: 29371480
    {'hecke_orbit_code': 9007199556730895, 'n': 10, 'trace_an': 98828125}
  • id: 29371481
    {'hecke_orbit_code': 9007199556730895, 'n': 11, 'trace_an': 943563680}
  • id: 29371482
    {'hecke_orbit_code': 9007199556730895, 'n': 12, 'trace_an': -46497807}
  • id: 29371483
    {'hecke_orbit_code': 9007199556730895, 'n': 13, 'trace_an': 4257013150}
  • id: 29371484
    {'hecke_orbit_code': 9007199556730895, 'n': 14, 'trace_an': 1847483988}
  • id: 29371485
    {'hecke_orbit_code': 9007199556730895, 'n': 15, 'trace_an': -7688671875}
  • id: 29371486
    {'hecke_orbit_code': 9007199556730895, 'n': 16, 'trace_an': -21943871359}
  • id: 29371487
    {'hecke_orbit_code': 9007199556730895, 'n': 17, 'trace_an': 3063169514}
  • id: 29371488
    {'hecke_orbit_code': 9007199556730895, 'n': 18, 'trace_an': -10890820413}
  • id: 29371489
    {'hecke_orbit_code': 9007199556730895, 'n': 19, 'trace_an': -78122492996}
  • id: 29371490
    {'hecke_orbit_code': 9007199556730895, 'n': 20, 'trace_an': 2768359375}
  • id: 29371491
    {'hecke_orbit_code': 9007199556730895, 'n': 21, 'trace_an': -28425427524}
  • id: 29371492
    {'hecke_orbit_code': 9007199556730895, 'n': 22, 'trace_an': 183716401088}
  • id: 29371493
    {'hecke_orbit_code': 9007199556730895, 'n': 23, 'trace_an': 234308204088}
  • id: 29371494
    {'hecke_orbit_code': 9007199556730895, 'n': 24, 'trace_an': -106212833793}
  • id: 29371495
    {'hecke_orbit_code': 9007199556730895, 'n': 25, 'trace_an': 457763671875}
  • id: 29371496
    {'hecke_orbit_code': 9007199556730895, 'n': 26, 'trace_an': 2665740430886}
  • id: 29371497
    {'hecke_orbit_code': 9007199556730895, 'n': 27, 'trace_an': 847288609443}
  • id: 29371498
    {'hecke_orbit_code': 9007199556730895, 'n': 28, 'trace_an': 3864204264572}
  • id: 29371499
    {'hecke_orbit_code': 9007199556730895, 'n': 29, 'trace_an': 5775268588078}
  • id: 29371500
    {'hecke_orbit_code': 9007199556730895, 'n': 30, 'trace_an': 648411328125}
  • id: 29371501
    {'hecke_orbit_code': 9007199556730895, 'n': 31, 'trace_an': 5565463149104}
  • id: 29371502
    {'hecke_orbit_code': 9007199556730895, 'n': 32, 'trace_an': 4307021228191}
  • id: 29371503
    {'hecke_orbit_code': 9007199556730895, 'n': 33, 'trace_an': 6190721304480}
  • id: 29371504
    {'hecke_orbit_code': 9007199556730895, 'n': 34, 'trace_an': 21993554360306}
  • id: 29371505
    {'hecke_orbit_code': 9007199556730895, 'n': 35, 'trace_an': 1692376562500}
  • id: 29371506
    {'hecke_orbit_code': 9007199556730895, 'n': 36, 'trace_an': -305072111727}
  • id: 29371507
    {'hecke_orbit_code': 9007199556730895, 'n': 37, 'trace_an': 31751809399326}
  • id: 29371508
    {'hecke_orbit_code': 9007199556730895, 'n': 38, 'trace_an': 29204227700564}
  • id: 29371509
    {'hecke_orbit_code': 9007199556730895, 'n': 39, 'trace_an': 27930263277150}
  • id: 29371510
    {'hecke_orbit_code': 9007199556730895, 'n': 40, 'trace_an': 6323637890625}
  • id: 29371511
    {'hecke_orbit_code': 9007199556730895, 'n': 41, 'trace_an': 167461457288254}
  • id: 29371512
    {'hecke_orbit_code': 9007199556730895, 'n': 42, 'trace_an': 12121342445268}
  • id: 29371513
    {'hecke_orbit_code': 9007199556730895, 'n': 43, 'trace_an': 150679282040884}
  • id: 29371514
    {'hecke_orbit_code': 9007199556730895, 'n': 44, 'trace_an': 108118677568192}
  • id: 29371515
    {'hecke_orbit_code': 9007199556730895, 'n': 45, 'trace_an': -50445376171875}
  • id: 29371516
    {'hecke_orbit_code': 9007199556730895, 'n': 46, 'trace_an': -194531605879776}
  • id: 29371517
    {'hecke_orbit_code': 9007199556730895, 'n': 47, 'trace_an': -72221896199032}
  • id: 29371518
    {'hecke_orbit_code': 9007199556730895, 'n': 48, 'trace_an': -143973739986399}
  • id: 29371519
    {'hecke_orbit_code': 9007199556730895, 'n': 49, 'trace_an': 68970332513947}
  • id: 29371520
    {'hecke_orbit_code': 9007199556730895, 'n': 50, 'trace_an': -38604736328125}
  • id: 29371521
    {'hecke_orbit_code': 9007199556730895, 'n': 51, 'trace_an': 20097455181354}
  • id: 29371522
    {'hecke_orbit_code': 9007199556730895, 'n': 52, 'trace_an': -1053111710992926}
  • id: 29371523
    {'hecke_orbit_code': 9007199556730895, 'n': 53, 'trace_an': 76290818594558}
  • id: 29371524
    {'hecke_orbit_code': 9007199556730895, 'n': 54, 'trace_an': -71454672729693}
  • id: 29371525
    {'hecke_orbit_code': 9007199556730895, 'n': 55, 'trace_an': -368579562500000}
  • id: 29371526
    {'hecke_orbit_code': 9007199556730895, 'n': 56, 'trace_an': -1101493182837180}
  • id: 29371527
    {'hecke_orbit_code': 9007199556730895, 'n': 57, 'trace_an': -512561676546756}
  • id: 29371528
    {'hecke_orbit_code': 9007199556730895, 'n': 58, 'trace_an': -962781990480722}
  • id: 29371529
    {'hecke_orbit_code': 9007199556730895, 'n': 59, 'trace_an': 465601947196256}
  • id: 29371530
    {'hecke_orbit_code': 9007199556730895, 'n': 60, 'trace_an': 18163205859375}
  • id: 29371531
    {'hecke_orbit_code': 9007199556730895, 'n': 61, 'trace_an': -2317809676510478}
  • id: 29371532
    {'hecke_orbit_code': 9007199556730895, 'n': 62, 'trace_an': -4124018088183048}
  • id: 29371533
    {'hecke_orbit_code': 9007199556730895, 'n': 63, 'trace_an': -186499229984964}
  • id: 29371534
    {'hecke_orbit_code': 9007199556730895, 'n': 64, 'trace_an': -663491579542719}
  • id: 29371535
    {'hecke_orbit_code': 9007199556730895, 'n': 65, 'trace_an': -1662895761718750}
  • id: 29371536
    {'hecke_orbit_code': 9007199556730895, 'n': 66, 'trace_an': 1205363307538368}
  • id: 29371537
    {'hecke_orbit_code': 9007199556730895, 'n': 67, 'trace_an': -6392459657973196}
  • id: 29371538
    {'hecke_orbit_code': 9007199556730895, 'n': 68, 'trace_an': 4953005408361574}
  • id: 29371539
    {'hecke_orbit_code': 9007199556730895, 'n': 69, 'trace_an': 1537296127021368}
  • id: 29371540
    {'hecke_orbit_code': 9007199556730895, 'n': 70, 'trace_an': -721673432812500}
  • id: 29371541
    {'hecke_orbit_code': 9007199556730895, 'n': 71, 'trace_an': 6465608483990656}
  • id: 29371542
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  • id: 29371543
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  • id: 29371544
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  • id: 29371545
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  • id: 29371546
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  • id: 29371547
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  • id: 29371548
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  • id: 29371549
    {'hecke_orbit_code': 9007199556730895, 'n': 79, 'trace_an': 8740508940658880}
  • id: 29371550
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  • id: 29371551
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  • id: 29371552
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  • id: 29371553
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  • id: 29371554
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  • id: 29371555
    {'hecke_orbit_code': 9007199556730895, 'n': 85, 'trace_an': -1196550591406250}
  • id: 29371556
    {'hecke_orbit_code': 9007199556730895, 'n': 86, 'trace_an': -14457556252388620}
  • id: 29371557
    {'hecke_orbit_code': 9007199556730895, 'n': 87, 'trace_an': 37891537206379758}
  • id: 29371558
    {'hecke_orbit_code': 9007199556730895, 'n': 88, 'trace_an': -59624030208270528}
  • id: 29371559
    {'hecke_orbit_code': 9007199556730895, 'n': 89, 'trace_an': -17217755358726426}
  • id: 29371560
    {'hecke_orbit_code': 9007199556730895, 'n': 90, 'trace_an': 4254226723828125}
  • id: 29371561
    {'hecke_orbit_code': 9007199556730895, 'n': 91, 'trace_an': -110835261613033256}
  • id: 29371562
    {'hecke_orbit_code': 9007199556730895, 'n': 92, 'trace_an': -45737184508628544}
  • id: 29371563
    {'hecke_orbit_code': 9007199556730895, 'n': 93, 'trace_an': 36515003721271344}
  • id: 29371564
    {'hecke_orbit_code': 9007199556730895, 'n': 94, 'trace_an': -200721746528137120}
  • id: 29371565
    {'hecke_orbit_code': 9007199556730895, 'n': 95, 'trace_an': 30516598826562500}
  • id: 29371566
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  • id: 29371567
    {'hecke_orbit_code': 9007199556730895, 'n': 97, 'trace_an': -94917192725726586}
  • id: 29371568
    {'hecke_orbit_code': 9007199556730895, 'n': 98, 'trace_an': -896231490630245}
  • id: 29371569
    {'hecke_orbit_code': 9007199556730895, 'n': 99, 'trace_an': 40617322478693280}
  • id: 29371570
    {'hecke_orbit_code': 9007199556730895, 'n': 100, 'trace_an': -1081390380859375}