-
mf_newspaces • Show schema
Hide schema
{'ALdims': [4, 5], 'Nk2': 1300, 'analytic_conductor': 6.69546587013035, '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': [13, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 9, 'dim': 9, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772173, 'hecke_orbit_dims': [4, 5], 'label': '13.10.a', 'level': 13, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [13], 'level_radical': 13, 'mf_dim': 11, 'mf_new_dim': 9, 'num_forms': 2, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 11, 'trace_bound': 1, 'trace_display': [-18, -2, 2274, -1142], 'traces': [9, -18, -2, 1790, 2274, 1164, -1142, -22392, 31107, 16674, 81606, -42090, 28561, -269178, 189280, 404146, -416952, 1034798, -631074, -724764, -461036, -659504, -4849596, 1265916, -1229795, 1370928, 4770082, 6623136, 9030246, 4747058, 1519294, -26176032, 2865076, 16323580, -5409066, -32071016, 11808714, -396348, 9253764, -31822654, 23153550, 6044466, -20536106, 25010148, 8711270, 12049636, 39411210, -87495458, 48544411, -20488518, -2758570, -30503148, -77787546, -5963196, -21711692, -81953742, 42344352, 230985704, 183106794, 127806048, -55182422, 62256984, -572650678, 859981570, 38043252, -366129504, -410562606, -479443350, -33344204, 264198964, 464611446, 146804976, 341685262, -764952582, -219139040, -1280673160, 1011616572, 291950542, -1131272744, 391542492, 120090585, -705588852, 1617316434, 1356883180, -225900296, 2701696572, -1702056976, -2547791592, -1906094658, 3173815920, 609491740, -4199605332, 725481888, 2131980718, 168927792, 4102066876, 1052922690, 1991147070, 5148380898, -7417623892, -3165672942, -10735491404, 3349201148, 1961969334, -9429534830, 2228657288, 2029032456, -685214646, 1412661986, 6453954828, 3745183024, 15624581696, -6141422922, -5733495788, -12122936460, 10408878720, 2599422293, -12998629668, 269854380, -1300747946, -1298404215, 11484507828, 10908603520, -3788959232, 12764676864, -17855050916, -1349913860, -33286366272, 24131135690, 4350868496, -20019486918, -2364934212, -838022888, -3182945016, 15545228728, 36592754384, 5306130570, 24363293780, -16415553110, -10705542918, -35505882348, 32694269914, 4623626046, -45650722732, -6152614960, 3653616312, -2097192388, 24031434084, 18512733174, 5704384480, 14941647242, -24360492348, -17949599442, -55632794884, 23452161492, 7679138948, -19086476902, -9544874340, 5544855980, 5129575426, 16856246820, 15697004918, -693651274, 49784635080, -23671553528, -25268846316, -23563232334, 48002441006, 7341576489, -36541283874, 20673461790, 3193527938, -21726390162, 21811086540, 16524482894, 26965276548, 54114496888, -46578229824, -13361145234, -23971213288, -9738069246, 8172101808, -26498744112, 64568382684, -2277610830, 4893044328, -20316230160, -52254751344, -5656372124, 10739708176, -30082299756, 4602733758, 19829391450, -34285918908, 647363626, -14051797832, -40017997734, 27567164936, 5064863432, 43066603632, -17403426452, -8250467388, -34934866464, 55769627854, -7833664516, 77428339332, -9562682624, -29962545392, 82516044444, -32340483744, 27374120066, -36962231820, -91383783260, -72945129352, 48748594272, -197603621220, 125512559796, 104648878554, 153274850272, -91902985520, -16405038546, 200093562170, 12440478646, -121968461694, -1117249399, -86729109100, 62625088038, -45209656592, -134066046838, 133938465804, 42537743248, 162102416844, -89342241780, -67039921494, 150409699390, -148532190240, -88326336260, 187886405694, -108555253506, -224531079232, -174352165498, -241889157594, 202779700384, 187011394264, 325698532542, -244374115344, -30000531522, 478734720648, 60466850356, -36015290926, -145164313092, -215629600248, -134504057176, -87575172972, -393506800992, 449727056386, 139473988836, 506317919280, -286905917202, -70444278450, 206038595430, -38632360172, -19671497268, 158267437440, -416094931344, -380729759976, 77533987208, -363906723924, 209715981054, 297313835678, 421015561714, -807177871686, -78197104778, 332983957984, -53523454050, 154109850940, 31394563178, 127310220804, -256286798842, -144319082148, -76267858026, 52238353850, -26852406132, 477139217976, -259545098108, -96755642724, 413794429620, 428960752424, 352591798217, 171463772040, -524253475028, -352137362016, 330292471074, -282299413952, 374844209072, -56724359478, 564054056764, -414295433792, 104684404812, 468952384256, -52254603892, -48717681582, -280853881400, -71359333176, 80646096468, -717264763324, -239112520654, -30385336488, -293967763268, -77193396272, -232312611276, -167288346030, -366893167308, -180784086372, -279037816344, 533534231284, -179153212554, -546579123068, 25126355988, 45449402172, 591975477192, 676790451428, 183238140540, 475497913990, 130538593159, 561763147068, -66084841600, -303367591984, -577240249326, 843227913044, 567726106042, 245994777324, 224492212398, -896835140816, -275413268172, -1082880395140, 818872625812, -14683152978, -859254672492, -116554481876, -432266122836, 668420450416, -497508461908, 402776076732, 458081769084, 148012680016, 180643042962, 24992647776, -97044405534, 982461213552, 254926460724, -1103633784200, -602512199670, 455550983964, -786496256118, 1912248771720, 2188855436596, -297416473772, 794655554274, -1590391839164, -1275061996639, -2805126885240, 1267949319278, -41334221786, -1012784084136, -114857963328, 370564693028, -502120189188, -705063094826, -8382982288, 870869341320, 1792116201904, -334392957090, 557124946968, -1596045291960, 2112680711098, 352046256198, -1955693772930, 1107004338682, -201590460348, -1052721790820, 2573757042292, 1511761749270, 146974842556, 1715929788996, -3663674816952, -927601513120, -2338444926596, 147562633002, 178087659984, -1916963841716, -243266155896, 85772228938, 1656674708894, -1049348867052, -271228066184, 1322545076742, 2670022074348, -154057218484, -956962929040, -369520567422, 1772644496360, 692641322178, -2525769600048, 1127575862234, 437984277496, -1758851173596, 3338640666028, 1727422952018, -473356263480, 2384611899836, -3189222219900, -2864055010440, -4658955807544, 2487031335096, 935141006046, -3236233984870, 116100345560, 144546315462, 1693512059070, -663264160038, -1294647253980, 858179023194, 3644597525532, 300627777798, 620793369086, -1113045337668, 1053429120600, 905141502720, -199898171450, 1282689604614, 2018628167506, -2957178219968, 5649239727264, 2921728998260, -1576548091948, -57909519960, -3755005896348, -3440722690076, -3513072337356, 1558565971451, -1033672229018, -1967536455258, -1204200434032, -861629504848, 5525632597770, -4004762864976, 14914929984, 1658144300466, 234990177434, 2542356625652, 1731269747988, 1359991667588, -344459928656, 633212450208, 460029022348, -864434562538, 724954741446, -6010147288678, 2452027791796, 5771149592610, -2279298616764, 211704316426, -2437014092952, -3514222291896, -2897061501348, 758191235700, -254066888868, -1087624463172, -672244604844, 99301441276, 1995406230332, -5015996383884, -5114812705636, 2062710352986, -5929944735552, 4739470242530, 6300437516638, 3550440662850, -662636546874, 72400192852, 3335138740992, -281897508084, -1704520191266, -250808472036, 6384190621176, 3758687332566, -3046400084256, -209866391580, -1356001892128, 85803956262, -244047820000, -1843160100564, -1449221698080, 2436912076052, -3492341065856, -2320509727914, 6968133956044, -5192672952810, -4558749906324, 2295869674512, -1065671246208, 7775355944808, 10064969228132, 7101177647300, -3498889456392, -1631461442, 6032859838036, 3697394118606, -1098104211846, -8251234290728, -5308825056576, 2411883701376, -6393001983404, -4226824483260, 1867072920166, -4175891765412, 2272687870644, -7377774025212, -2196233396396, 989020400868, -2377653871268, -2043563261304, 6027812338386, -12174339655576, -14487786928200, 6313906576068, -6662244852020, 8928956027425, 7168939743396, 13058475538114, -7853876278508, -130395988086, 13715081281516, -178068281344, 2667095615376, -5240220530758, 7147708915604, 1610865198546, -5265549533832, -3962582597222, -6801924904362, -4463235445996, 15780934894336, -5051186369358, -4143783538180, 4575380979542, 7382733089220, -540843590542, 8671927286056, -10548561195372, -14077047786900, 3557307711780, -14779486490100, 15701084776878, 1202811216258, 10702531738818, -13525916610160, 1319519799416, 13805003789538, -1791044496652, 6473431612128, -3153485274282, 4717926165836, -3443336498332, -4431345618912, -5999314772158, 3081326837454, -3750330763416, 5440490460392, -4857414704014, -3083682502056, 2633744503488, -4873211124512, -829086087240, 318961221380, -12986033905146, -14553263696694, -2043958431252, -1549843783828, 10372568373960, 9728764357456, 13112586959092, -4740774891228, 1244092197686, 11652242965202, 8267037859170, 816187458092, -8510355542252, 7241618609688, 2636729451848, -35711272484, -11649940641774, -484789203888, -284591826654, 10577345866560, -3232327433088, -3732609328708, -7029544905504, -8024430443736, -1682317241976, 18511201813494, -10598762831514, -8931615482552, 6559365357090, -1830068954352, 12764108935680, 8103919357764, 11273022686588, -3906712322888, 1350855900420, 19204734444876, -4668007286362, -15586698710052, -13582744404272, 5441258922148, 7873679158734, -14946708681596, -3494195688182, -11126044499352, -5283169954916, -9011941133216, 1530638611728, -2463497180924, 3556491138705, 9099678578796, 2046704112528, 7918552322156, -18350557684344, -14010100341088, 3042878645290, -16760974405164, 14237024589290, 21042137887600, -236541617916, 5044261610636, 55824330965, 188483463480, 1729124201518, -949086434878, -7304755861794, 17888297924320, 20293528168410, -2464703365716, 17436342262028, -10018772114260, -16883669987196, -19575698776944, 6626989358228, -344246361342, -10634121527368, -20490299344244, -6613488540138, -901043230358, -17013670456640, 16540502047776, 21153399584750, 19399658131696, -8500700294784, 3958371485448, -6962373396738, 4520091750372, 1044486394692, -24870829069900, 8957665751160, 12029181838048, -6573525051320, 16429841855136, 20282079167076, -7052342384524, -2227727851044, -12046864331138, -2099046052816, -23396617349892, 14933967743152, 1460157990590, -10921034152650, -5281831935632, 1068893952476, 25746450446250, 3590390940104, -995596825136, 11027892248238, 24436019220976, 9428290981832, 6408586718274, -10653743543904, 7435757242266, 7547275838466, -17746485148372, -7190124524882, 8994223548156, -23088843432364, 35907200637828, 10485357213888, -7589001171948, 24544849898916, -49983518580006, -12319693027818, -43731908102792, 7785726074298, 3539582837674, -25632773552912, 28190425542276, 6643116211034, 1688029565392, 8333080297500, -110359780168, -19531598268250, -47589540300, -15509882868292, -42276185403908, -5223848618880, 33709207347946, 6300824616424, -26959693763742, -1034774083364, 13482305948664, 9602677212792, 9947414518240, 7502570245508, 29931980722422, 31286932055456, 1413333358876, -27260955862350, -40991170550292, 12874963913304, 13742187755712, -27709230573915, 2401400798200, -26752371543030, -12418341564416, 11198012063002, 25014902104980, -4680779800608, 60235459383804, -40098842515356, -5876341211172, -10442107387254, 20746891561098, 3941486889132, -17312584622684, 15365538418590, 6055239688568, -11646979638152, 12168391846548, 11784592276854, -26409980851452, -4245376380288, -19862723743562, -7039778213536, -49881305293488, 36307148977800, 2029437156396, -6078094476198, 1165673690860, 54264801391358, 23317885378140, 22652188708456, 1718416054848, 39629534386278, 48655675229156, -7782268690482, -3044235737448, -52378404427564, 24343387157090, 8850641764770, -50127807543426, -4161676824066, -24570554382960, -9130427646778, 25165517988100, 33797971422282, -11360119377624, 43225286904322, -44276517006744, -24263840123302, -20797038690420, 841322245788, 1496304449458, -11445562510588, -8594379093660, -1591311746176, -25447658600700, 6410377745292, 3479610005928, -2121857696942, -44974599563724, 3878850674208, -16115295145164, -2242558639260, 35575877232480, -5977326107922, -25340915908104, -15442563018396, -10350357353416, 20058650259186, -7157023173872, 7985244255292, 86644903144536, -388709427530, 28003114575784, 24030181042020, 6189120102500, 17535939293852, 7254907106304, -6158724701296, 5921093672384, -31381524162324, -18399241970838, -9450603929442, 38694523391436, -40274527561588, 17356539715196, -52639452786936, 33441498487334, -33807059782280, -18302312989080, -7461839034286, 2714030916528, 4532314477146, 36451053412772, -19148775131380, 32542986613980, -26890700693840, -23270562236816, -46870474802022, 48039852908584, 51031500910258, 35838736798428, -12954920763024, -19362740304960, 26328778665486, -30893271718072, -10966517572492, 21433840281792, -17741652781296, 16202768857212, -3563064466518, 30528099032256, -4921562547489, -22653566388486, 30615629930152, 14924947288882, 1854971659554, -3302512692676, -14086551344470, -86960223696660, 5307871988400, -85014479758324, 6629352752484, -17884230750404, -4186556748854, -21262584981600, 33042766728340, 35291892261584, -45281143292742, -8035259088116, 6884516700632, 25092507512712, 40896648463280, -49225270789258, 46719798969294, -37706248633412, -27849416202920, -94904812571652, 70494551749920, -20249705821272, 33131698521360, -19585589302424, -9374133249182, 120717084472410, 2631936895830, 1068244898584, 93475567922334, -58911609869888, -96547582540686, 104020916212992, 6409661637600, 99722610191984, 15958355237460, 83073468883222, 18908766759122, 27298246673256, 89143507340428, 13931395857332, -31296322418796, -64313236403506, 14282723782116, 27891942145056, -65621154120570, -63554639781000, -40647941327640, -17435148200476, 64714561400232, -166759842665598, -32177659894276, 47178357775612, 20505098465628, 60107251326364, 50336433440576, -110075055478512, -150091692189104, -82493013413032, -152525816159928, 147066546323942, 29905627418062, 164538733698840, -61982553982382, -15820332441654, 54240222757644, -22925408488848, 64970339536308, -7545523751976, 26972812959216, -75411288041236, 101861638775004, -12927694527452, 28494772008292, -26551100929500, 11146416011256, -58005219925294, -1151309104452, 48509518868992, -60636656760830, -79477261791864, 72251257208128, -91805194075972, -52428734551266, -40877828077760, 18513648789726, -13899443858070, 67013297686500, 166750451498408, -127753210062216, -27942755227452, 89570503901946, 104690997871860, 11469512711346, -75308813433278, 67556940156978, -3657991278592, -125674043156720, -197778908118480, 26812465018702, 2639917331472, 16768116525198, -48055539095964, -24195304746314, 59637677907144, -11513738877776, 101376820425386, 124081637328960, -161596977033380, -99382635266460, 63673796652024, -18547022036176, 224868304194470, 92432887232400, 124615181430720, -33160342783363, 32821287170256, 51507723816144, -2656345516528, -79015947552048, -150881894337980, 38416119065486, 119240522841480, -79090963174256, 31720515785908, -115506879558210, -32681714295360, 13626956154652, -160239650854416, -36723063644696, 53735353518304, 789529492266, 13082221788580, -6188752443676, -90295649305296, -93542624837546, 40654711315860, -156190693344558, 203166069761344, 78549159295686, 136297443504540, 1603888314982, -17904285978020, 99001535334348, -2548720945752, 23791630497672, 176688964235208, 28312711941964, 4523210014472, 13417006345284, 32758487281852, -52795596543814, -22729978125648, 29965049196424, 65960411598806], 'weight': 10, 'weight_parity': 1}
-
mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '13.10.a', 'level': 13, 'portrait': 'data:image/png;base64,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', 'weight': 10}