-
mf_gamma1 • Show schema
Hide schema
{'Nk2': 40000, 'analytic_conductor': 206.01433446554924, 'cusp_dim': 42808, 'dim': 22304, 'eis_dim': 784, 'eis_new_dim': 185, 'label': '400.10', 'level': 400, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 43592, 'mf_new_dim': 22489, 'newspace_dims': [84, 0, 80, 0, 0, 0, 0, 0, 0, 644, 0, 678, 0, 162, 0, 0, 644, 0, 644, 0, 536, 0, 0, 0, 536, 0, 0, 0, 0, 4304, 4304, 0, 0, 0, 1080, 0, 0, 4304, 4304, 0], 'num_spaces': 14, 'sturm_bound': 96000, 'trace_bound': 3, 'trace_display': [-26, -100, -40, 1358], 'traces': [22304, -26, -100, 144, -40, -2232, 1358, -740, 5810, -32, 54836, 217132, -387744, -133564, 120948, -817296, -643938, 2179878, 2350456, -32, -2834126, -34324, -4156890, 1863832, 3443520, -6347848, 226514, -564800, 5344220, 33356416, -10020030, -104299296, -23984174, 120948764, 19120284, 167171268, -12628496, -189471208, -27600550, -155497712, -24274082, 364715776, -5854680, 333591868, 98122170, -96232156, -114174914, -882997424, -291904018, 65998728, 183558344, 810723484, -681177200, -55932152, -180661450, 26511216, 275759366, -178271808, 742756028, 2097120, 80040404, -136788968, -1441821950, -481588584, -445934924, -1724244724, -1523198644, 2795839720, 503835034, 795897400, 2299499474, -4601012100, -1380516214, -4748657788, 1906227688, -390432828, -550003054, 8102483284, -6217762318, 2874835248, -1634965292, -138802840, 6582184112, -11192944768, 703084976, -6880445732, 4950021794, -721213680, -343553538, 7281234088, -8866156562, 9684039152, 4599700718, -3529189944, 8476818050, -25745861880, -4918300762, 4829660450, -13149876674, -2867082944, 11462944202, 35595559160, 1712886594, -7523254552, 5106633730, -26372207836, -183500752, -17521356024, 11633024772, 16270285016, 7714642590, 31589209000, 12312704214, 30211015500, -6193024152, -18092330148, -458894308, -27665065428, -12259082434, -38059032232, -23686498262, -26852094304, 11249606410, 24996562920, 26033417168, 44356620484, 29905284078, 52175880584, 9102843034, 7555600480, -29771565288, -55459680952, -45124155022, -89480243720, -8315109058, 51244830992, 27073154970, 8977579632, -15491706948, 37725561080, 21887764222, -21165460188, 62760584670, 62310118744, -16001067246, -2060668064, -61210708602, -33090337548, 52398301922, -76131172976, -93047149868, -36976860008, 76955916140, -5335841784, 40933577366, 31588113136, -117293823536, 30469389336, 139637380270, 103283523976, -40510201346, 46925454526, 64888928108, 36739197240, 62401406334, -89238910648, -155549006610, -119455770208, -10716602174, -84024986784, -141003249672, -80826430532, -13619792928, 85863491692, 39633314100, -67590543528, -259725182302, 22398155960, 211158458404, 583817728536, 266563640724, 437992135800, -63147267758, 288621871344, 22232057092, 290892748104, -159119185254, -409771827392, -782936775922, -785415346016, -147003280054, -1048967605664, -126133494626, -59878174220, 90086832218, 67259975184, 482988566912, 1546290261752, 325164103656, 778546483680, 305291880972, 440796290612, 57313419346, -155090099520, -232991311570, -307447616668, -373865464210, -1044051676168, -532070786958, -1784799400448, -488004028440, -633777501276, -82697156238, -272391274668, 521785061744, 562511374440, 797006804790, 1927223047776, -517739790694, 1553224484240, -179490556062, 157468245044, -504642005078, -1424639532704, -1354287940214, -1046120820084, 1003615478624, -154047593352, 772116981420, -703105864328, 738169595458, -124138632296, -130171191358, 473430286620, -261984963060, 712764866796, -140370336722, 808234925376, -1154574710670, 915950108416, 541317008650, 1004717254906, -878672090508, 391476818908, -158907950972, -158501410120, 617039762930, -2184136409464, -290843984812, -322671721856, 2231336373470, -351344038904, 588164856770, -782061628264, 98741981888, -1070605397544, -651635253210, 11497375116, -2121612899018, 532233306744, -624697786484, 1088024124840, -515787694378, 1322197505232, 500572636680, -669062517584, 1528654839942, 124450867964, 1571131984204, 1253636184912, -584576240134, 1509400958664, -174114545746, -370725480616, -1261222240702, -1813180676936, -2274429616088, -1495481270836, -964439797666, -1517622794528, -274628806802, -2233415636088, 295062836768, -510035895424, 1976711042942, 2590513060996, 1724390404806, 263587512272, 3238138717000, 308540821064, -994883965866, 2354092149288, 1836082517288, 4029011238360, 105742652930, 1819677876544, -2176314043256, -28550728636, -1429365336552, -530175593720, -1979400100544, -3211350175996, -3221801442516, -3838169096096, 1086026565982, -4344279363620, -1797265038788, -608727224208, -1212103998814, 1416983619576, -334768350638, -1953267586240, 738636245938, -1686522775056, 3640043281800, 1475541949976, 3675381891984, 7470155352652, 1644917819214, 1869368931992, -2341391353294, 2624401331584, -3239988580262, -2193086012272, -1839804033224, 1570714879296, -2273769417922, 1178385447320, 4359277474702, -1757694783048, -1247077410644, -5739348465316, -7955022407436, -8152989674828, -5039097129556, -7724668546712, -1374874673634, -4502376480334, 5461664467414, 1034737871064, 4699063801022, 9292556408628, 6560924827144, 10548779529824, 1785332215938, 7255633821760, -684390413664, 8852185589568, -598600876942, 627755421328, -7503506314188, -1177729355496, 987893293422, -4542613116452, 394761851222, -3213882950936, -3297236196112, -11831512437160, -1312881376030, -6325628442104, -8478746587182, -17691305586660, 2577161841776, 4405612934544, -3845100286620, 7114717055396, -13592250065314, 15628864514968, 2765855322570, 1490773322776, 3683105719174, -567830742472, 7594034857104, -5150482882432, 25406316064340, 2307392217904, 4882272172658, -7695006062728, 3683464340360, -1067376112624, -1311542521458, 4647741856664, -16224428463554, 5610377708120, -7767279907474, -7809751528148, -29720778434796, 13043310476456, -4287155489004, 12144636414600, 263744904218, 8599381614908, 7611433045366, 2510836563252, 19545164307138, 2320324559692, 5485399595112, -21243151775964, 24960379487388, -33464242576712, -970354745104, -8997197732436, 19192796539730, 3009881407652, 6026951908228, 1494786567568, -4871061004870, 4868085948008, -3456732645386, 12289671702528, -13068155649830, 11329964527504, -10594212269278, 15713807128460, -37815784554212, 2130037428616, 271252523970, 7773747489724, 6180208391088, -144450096296, 4292085907236, -3382161340056, 32604120884122, -20303938753008, 499819424552, 16888450089864, 35175136857374, -8891502052644, 11462481099106, -7607706963376, 4661792744570, 17300496680784, -3769147122934, 14102715058392, -48942257113794, -10640962451956, -17033678816326, -5795121364744, 9923463100530, -37575626181408, -23190232030760, -36279755081248, -22576563392544, -38070628305528, 2470408100394, -357768284952, -1982706340596, 20238371574360, 8046672936424, 26816421561440, 13872425363060, 43899455166072, -1164597585964, 29094855021176, 7367789046990, 30082936466192, 1941316900810, 7668139614180, 10430631417136, -4957785078584, 35195684008984, -44289407029008, 1355363977106, -51687797102080, -472765275898, -29659026045856, -27290014603304, -61137688621740, -15021521675798, -12816714416184, -29345972257242, -587829898944, -12024417575082, 35609453192376, -338058086370, 35874528212256, -19424425313148, 52057974247560, 28997961296270, 33571483147592, 11025474437442, 37837780792972, 42638102421678, 27405349872268, 9207323479176, -4277368438904, 9440279613558, -22005362154248, 1685078987326, -31435425470048, -21950844532368, -76126293174456, 5499911586910, -68391277656396, -34675938960588, -23383415548008, -4812577714226, -20677134828212, -23796554898570, -497068567960, -15979151105504, 46935257148956, 16814533759746, 87788713976976, 2829592903344, 70484217607672, 47808767659588, 56248108255784, -9937372002784, 27595842894744, 25424264315126, 19096179923032, 12954085903574, -8336207587548, 693653416144, -44712983095736, 5905760062510, -108321221534576, 14608434918366, -62495636833440, -12013131701994, -77340592822060, 17847082222188, 18670070789068, -42282431211614, 2409743603324, -39282283046242, 58418223948904, -5126927817240, 28394453110016, -62555365067732, 86993678929536, 23033364112750, 91811665885880, 11862946523780, 43644721597000, 49834501587830, 41718139927056, 54037834545770, -15625273778856, 20405318249584, -46602922070712, 58746415890314, -80701585413016, -22268858894430, -107549420309824, 19848797996188, -52119872713112, -12521483996718, -34708221298416, -5996528025756, 32145659368256, 13744275725942, 67697603986732, -50484031620790, 29622850112380, -71621655135640, -13267684945480, -67156883762450, -78514977462568, -15473152979936, 65437423450160, -30873485825808, 99303724993680, 26829693166928, 9369595708364, 24846584759962, 114885414823136, 87355508228262, 126227007713056, 40078332594636, 40358072737328, 82842504833870, -52434661821576, 36901169998280, -119324527437056, -37234692432010, -144300899989318, 12420529554530, -161115073702952, -21064285149646, -127622673780832, -17712043363702, -109921073615376, -81119821789640, 16494826348036, -32066851367152, 9389922566276, -4395749295106, 10509939573416, -19924132723954, 110394034417616, 22312681357054, 142784050985648, -19078882724466, -23039592079052, -10387305991124, 20126109937840, 50638493787096, 173270445982120, -6817502311884, 110366110697168, 77279138900454, 59667422035504, 80441264077624, 95268040377308, -11600460641722, 62512048035680, 27932633458222, -19721937553664, 16417001104634, -78557864131440, 4599522548160, -168686475153624, -66510870577258, -52198791591240, -113330429761086, -225403257551960, -56657888746596, -207809790185520, -92047468607490, -179389160829100, -15424766027170, -146466866074080, 6028339796140, -40629304203760, 84154366798170, 106124577340172, 116303068376866, 255923247760952, 16886582981146, 243527050394416, 124702439390502, 264919402261168, 58748034361536, 208803554702312, 116614792616002, 119993136705612, -51822091355542, -65653847087832, -34868995188598, -214337815169484, -75511640215652, -211881758314488, -135494514688206, -34489706789096, -14146461771670, 24204120169748, 24111528225756, 77508936294744, 45409091689724, -142204773296660, -28886438713544, -97014158218924, 60818580646146, -28730963405640, 88767125511314, -78207004882120, 57284864595344, 40800628909368, -11307861728092, 46649625212940, -46023860658964, 71019044483896, -43443596618066, 169732098631104, -93025527694538, 194217813526672, 56254274761206, 82567718985760, 13388946638302, -73727636956616, 37442648972614, -182122922596380, 135793577457058, -98435842621612, 26129290129208, -172046787697848, -9667340999494, -62755813689472, -110482716714794, -96844939655320, -208095376501380, -100656473361924, -49498752118680, 77790626159440, -88902820761410, 123679804496384, 56668086168522, 150153252000048, 65951279962016, 125660301977996, 68573034923116, 87723217944940, 42832048385526, 106147876980880, 12058364471318, -74878861561072, 152261140027844, -61159460088104, 77595314551458, -105171390985096, 18143506573406, -151408731836120, -24001612916750, -156640943899676, 36434769124192, -288796200840952, -8524029474828, -10101667533056, 4925740100194, 110214375188488, 56771219782022, 119847277316248, -16620587451446, 186413655694044, -107863811931362, 137718423023636, -237126772347770, 61632934320480, -125568671663330, 189371467995094, -184330860990674, 63295120149828, -1304848517794, 158820198560372, -75410264449326, -14217538010184, -117830607588358, -91999761839320, -7699095091874, -304696325805824, -103813205300176, -130230447399304, 77067413151786, -28572009841368, 89702167768194, -33846264119480, 265384581833096, -75009137461200, 231467421220498, 24980906779096, 359510779009814, -76892564776744, 243221340241748, -22821951239692, 196660406166394, 222545413502496, 6245290963312, 565410738337208, -87197353778188, 448796350913640, -286368170759692, 320830752725316, -100616350400492, 24260352297448, -316186863240248, -49259220756420, -605566714450002, -291891768482360, -159596522617154, -856326510516504, -333579364854006, -516952550152816, 369785558732742, -296167927168360, -30378769887242, -583181298860016, -7382788266758, -169103450044744, -85464212029610, 227807371053896, -50170942715184, 694308108478232, 200740923615194, 134215378879672, 275242110038838, 404923632936604, 559053417159146, 833327225750784, 210872690281522, 438364216698144, 733808794849086, 312580633480208, -31464634650136, 56259204886188, 199472065914848, 279453122447716, 93243653293906, 18272894602976, -16327934296718, -339769378025184, -88478206516118, -180436607314032, -561773394737098, -292313994346912, -78473585694264, -1066852999023560, -667047178438436, -665951538360680, -415008778954308, -600895056462036, -461355599922822, -905784527491176, 139062466476946, -257813942077464, -215832241979318, 87258871099584, -2859578726206, 286965873843320, 123955660936052, 412960264699304, -22572814648570, 379202335917796, 380539805765112, 370230542120840, 332195324537138, 1003226612524568, 1111711273683810, 541526407604576, 299983347500524, 1120902401484520, 141298252743790, 593270980079656, 79888434431902, -37111535370944, 117620266118236, -288075797734888, 55772282948468, -371253198602536, -56742282124546, -697859156151824, -195610259841652, -1039233388159484, -483691138222092, -341119626246168, -155251366106690, -540753288430416, -916584665305298, -896409323798728, -311933043995438, -326699986937460, -790684785499990, 189311841805724, -240706625998570, 308186061921720, 361741774353866, 493242115106648, 94528340001824, 569459575177280, 348310463868216, 563758513968280, 259246013941436, 14627410528896, 45760273730062, -162236252541280, 368783254418734, -11692588371096, 492703335819708, 151256217499360, 285611656362878, -250634489154568, 8419223564330, 310616764389208, -46847220614296, 272332992995788, -14081201239670, 239211489373744, 50012605559822, 174934459831152, -261433084237966, -197791565985544, -335589580966974, -105878716289008, -28412839323012, -406825155720352, -191593182115384, -380844513865340, -454222754931354, -58912665832328, -161973528749006, -400826415128126, -270573241294180, -79683368791280, 2740214427590, 76138663173468, -194695693709450, 385095286134832, 92275263123422, 360180581203992, 14518818954718, 506605993493192, 351110392406286, 441442603443868, 166555090140134, -29796285061992, 142346180846496, -742771613470868, 292067933585092, 342952141999064, 692594520507360, -24767465758056, 565291684090024, -495464126834496, -130844405571390, -725277181872464, -32703118022636, -734894702966724, -580090717602770, -195886331307320, -225989419080150, -208416163536200, -76246460954286, 187594966904824, -97315422441994, 599902200873076, 508113709323074, 480393549475816, -55363268576518, 461235988365528, -430886609069098, 462301644337984, 2389048480382, 310092042360168, 312136142914468, 168809431883248, -50267201077462, -276796969180440, -21377412180046, -376745046340568, 252603469114738, -745036321204440, -306112534550590, -787063322578808, -355069699055254, -118267761176960, 198594315999442, 324789526229256, -493532370554402, 1058912971312632, -291771540040796, -88097064025980, -230993947066750, -711741154344696, -518350455328786, -1109894673684220, 198364801877768, -460701860634344, -8336957559136, -363842372716840, 14490842526468, 219998016213208, 100111896201618, 757548720538840, 578074296026674, 1089021470248672, 589612390499986, 1267959859428656, 99812173116198, 1057922781021384, -212912953625364, 892892935958628, -103694104071464, 1011511251965800, 291486437387664, 915160931822840, 62881609981842, 291546840330340, 18695698447128, -276647293178376, 114662467224408, -207396984146500, -86036543359694, -565333308042068, -277601558610962, -2039719550775464, 630568219890118, -1532575319815668, -355444671089566, -2032652623463480, -1667501312675852, -2053486525089236, 61273117610034, -2311683353985864, -380702235396180, -1224724414631136, 450744615748202, -703638940005744, -183122059503158, 378886005002016, -276581804697182, 834341913487760, -612768596242126, 2225028105247384, -29285968841472, 3386804276558960, 1012989065529800, 2459399670809720, -684799154587612, 2067993802586896], 'weight': 10, 'weight_parity': 1}
-
mf_gamma1_subspaces • Show schema
Hide schema
-
id: 341180
{'label': '400.10', 'level': 400, 'sub_dim': 1, 'sub_level': 2, 'sub_mult': 12, 'weight': 10}
-
id: 341181
{'label': '400.10', 'level': 400, 'sub_dim': 1, 'sub_level': 4, 'sub_mult': 9, 'weight': 10}
-
id: 341182
{'label': '400.10', 'level': 400, 'sub_dim': 7, 'sub_level': 5, 'sub_mult': 10, 'weight': 10}
-
id: 341183
{'label': '400.10', 'level': 400, 'sub_dim': 10, 'sub_level': 8, 'sub_mult': 6, 'weight': 10}
-
id: 341184
{'label': '400.10', 'level': 400, 'sub_dim': 7, 'sub_level': 10, 'sub_mult': 8, 'weight': 10}
-
id: 341185
{'label': '400.10', 'level': 400, 'sub_dim': 38, 'sub_level': 16, 'sub_mult': 3, 'weight': 10}
-
id: 341186
{'label': '400.10', 'level': 400, 'sub_dim': 57, 'sub_level': 20, 'sub_mult': 6, 'weight': 10}
-
id: 341187
{'label': '400.10', 'level': 400, 'sub_dim': 197, 'sub_level': 25, 'sub_mult': 5, 'weight': 10}
-
id: 341188
{'label': '400.10', 'level': 400, 'sub_dim': 215, 'sub_level': 40, 'sub_mult': 4, 'weight': 10}
-
id: 341189
{'label': '400.10', 'level': 400, 'sub_dim': 208, 'sub_level': 50, 'sub_mult': 4, 'weight': 10}
-
id: 341190
{'label': '400.10', 'level': 400, 'sub_dim': 878, 'sub_level': 80, 'sub_mult': 2, 'weight': 10}
-
id: 341191
{'label': '400.10', 'level': 400, 'sub_dim': 1430, 'sub_level': 100, 'sub_mult': 3, 'weight': 10}
-
id: 341192
{'label': '400.10', 'level': 400, 'sub_dim': 5559, 'sub_level': 200, 'sub_mult': 2, 'weight': 10}
-
id: 341193
{'label': '400.10', 'level': 400, 'sub_dim': 22304, 'sub_level': 400, 'sub_mult': 1, 'weight': 10}
-
mf_gamma1_portraits • Show schema
Hide schema
{'label': '400.10', 'level': 400, 'portrait': 'data:image/png;base64,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', 'weight': 10}