-
mf_newspaces • Show schema
Hide schema
{'Nk2': 31500, 'analytic_conductor': 162.23628839162004, 'char_conductor': 63, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 11, 'char_orbit_label': 'k', 'char_order': 3, 'char_parity': 1, 'char_values': [315, 3, [281, 127, 136], [2, 3, 1]], 'conrey_index': 16, 'cusp_dim': 856, 'dim': 576, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_orbit_code': 687362539835, 'label': '315.10.k', 'level': 315, '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': [3, 5, 7], 'level_radical': 105, 'mf_dim': 872, 'mf_new_dim': 576, 'prim_orbit_index': 7, 'relative_dim': 288, 'sturm_bound': 480, 'trace_display': [0, 0, 5000, 684], 'traces': [576, 0, 0, -73728, 5000, 4544, 684, 0, 16050, 0, 30824, -110660, 64872, 641988, -132500, -18874368, -1336336, -2593836, 446760, -1920000, 232970, 0, -3399144, -7793396, 225000000, -3674240, -704604, 700416, 1558010, 4760000, -7808760, -14252140, -6089272, 0, 0, -76113480, -6476904, 48637048, -6628696, 0, 36618142, -6640332, 32070024, 23470402, 10353750, -6429024, -156501076, 261417836, 70747812, 0, 106104524, -132857856, 65919960, -264363600, 0, 757989678, -90501904, 0, 24318500, 82893750, 150612066, -148967880, -522436168, 9663676416, -23080000, -1305374096, -278498556, 1376862116, -975974784, 156060000, -907948464, -2013802504, 690199776, 329924336, 0, 457482240, -1405254992, 1666830376, 325811664, -1146880000, -1405909882, 0, -3517291268, 971389344, -255015000, 561266732, -1180021612, 0, 902292034, -902801250, 39409380, 3672596900, -1735640832, 757695168, 0, 7898520610, 452087856, 3950188298, 3387188460, -28800000000, 5120954728, 3408467308, -4101955704, -5469244476, 2891463750, -3435160050, -3059219696, 5812901520, 2123655750, -5364736250, 15144944444, -3540715650, 341273328, 11967636116, 0, -6064913480, -6477340328, 24137798040, -5815997504, -5922815000, 120827495808, -4620060980, -6287521944, -4997606400, 1953125000, 8782679532, 8316597744, -1699713358, -23033683578, 0, 274003480, -47681543360, 1848655188, -30728346064, -13263282500, 3353036850, 19598579392, 43779297506, 3081122460, 8891786250, 33053932896, -18156263184, -32924227908, -5255392598, 3914696250, -75825671228, 26137029692, -5868550854, 2678741836, 1775000000, -4892280048, -89739708294, 27946757012, 10127548800, -5172230000, -8302453886, -18972623232, -1385084444, 43203135492, 0, 40054869046, -70481853552, 6679829772, 9166801524, 24170452500, -17093512512, -108460221784, 39444532904, -210602944296, 14698887500, 25370703772, 54284147856, -60550561120, 207288638350, 267187500, 99722579240, -75342427636, 28566515268, -90702483328, -12369280000, 24013918116, -222152018266, -40630721708, -16852768416, -37483220000, -3159326870, -20843318844, 140449785856, -157121458672, 0, 50646291132, 158638103548, -26133142896, -224283612560, -867255000, -201540968928, -96415686880, 326866342422, -39952678932, 0, 87161931614, -8367938820, 69067372520, 106355535788, 33844938750, 103978709666, 180075701392, 124959724344, 21134806500, -40304752500, -9273937248, -124168993976, 238656271368, 138723215328, -122633197500, 202007616050, 92973755304, -186063385194, -210871250432, 0, -201247214176, 193863772940, 6473194992, -467824219178, 6269531250, -98268482340, 171035489216, -371957923448, -69221380608, -148817220000, 38815951660, -173537344944, 269714029800, 133280909576, -21008227500, 162922671792, -323565741972, 131567790942, -210552047636, -240040708750, 136633935528, -446449601524, -319581373220, -314714151936, -87515437500, 131933603742, -262089130968, -217017787334, 222671106664, 0, -313795605336, -340226449162, 249486915888, 398849448004, -60045747500, -1236950581248, 121845994528, -130343723934, 211748368716, -61364372500, 166576295266, 19428881670, -305351826744, -686602211896, 0, 429255487384, -211565510792, -241787219436, 290567298782, 58683487500, -153560472660, -330422864236, -5037832492, -479087246160, 12040625000, -245868761570, 256884690888, -556417523170, -529138994700, -239708160000, -29026687596, 1405987203936, 51542851464, 39920839878, 109776010000, 177596801100, 481869966224, -135130889558, -2087078846544, 565824800000, -180372624460, -1413529141248, -28237294040, -353853182946, 0, -110213457346, -1811875862784, -130117995216, 147072488516, -43226562500, 31922242686, 1223863436878, 520618688432, -585577267200, 234657141250, 1317356496562, 481379696784, 1867562433054, -530857713086, 0, -140868107148, -1129195896422, -363240770472, -1775530951980, 237532535000, -1357927728372, -460945691244, -3251035859766, -235541982240, 651018045000, 1432160208404, 448055109252, 1926569224224, -516142433738, 25340625000, -158708329228, 1123517737232, 313585996968, -1874140599650, -428215397500, -447552324144, -837587610332, -566733338516, -199144117944, -719178352500, 197595005074, -122023163808, 5146892195080, 448197490404, 522270720000, 1406338862020, 579653163348, 1506847391208, 581911738416, 711363065000, 1067805983790, 486021527828, 968987149760, 150100170678, 250776562500, 1079870192628, 1685264770872, 3494999969504, 2929432873956, 0, 997540751818, 991234871840, 205368633792, -1856054132736, 701713111250, -4777578107208, 1334749461054, -668577110256, -3146704393140, 50285142500, -651621646926, -2446029008712, 4215903345214, 1352706664528, 0, 1948746160772, 2070661950968, -1149567223392, -1414441773862, -51757812500, -702299474226, 2684388062792, 9397734862106, 1703623281192, -744950227500, 2095531586790, -248253594822, 2903492743496, 479821899524, 0, -2343757260000, -2597962200844, 350756831700, -7543235045080, -3307907905000, -1787449430520, -2939930673540, 3503812539536, 1215739238940, -1558003240000, 1511651471360, -1238103621180, 141822598098, -1886174732848, -7372800000000, 1505934484680, -3720584781846, -1158192763848, 2462124554664, -1143219718750, -1591096566690, -1130447759384, 6790810414932, 1022544109692, -228057760000, -6887389058604, -672218883072, 6635032625800, -7536329347472, -77089185000, 8487668186216, 5892186062240, -4816346975748, 2062083716824, -2369887930000, -192331587492, 898450993502, -1952232954416, -1758801945600, -522006250000, -8376207218138, -4248690128532, 4143410830742, -2200755483108, 1475567280000, 3265786255952, 14383647253226, -2811566496024, 2439380906766, 1769327957500, -3889528409448, -3835434067276, 1066049509758, -4544215371252, 7292576000000, -3849383385962, -4436328908160, -5387304633848, 3703537407856, 59926466250, -2695400415328, 12476105130924, 1388112234246, -2191030924624, -1013217187500, -81173129616, 7576783901640, 3469723746108, 1981014115212, 164188372500, -4917425175450, -14302214964, -6421277149494, 7999070073784, 0, 1766924009268, -14829855094758, -209849574348, 31242337144784, 303022675000, -6510035633220, -11375279732708, 16645076918706, 6362220032964, 3855150477500, 5387898753104, -6179276298240, 7959645774280, 7534279683786, 174515625000, -4580887427820, 3715266169896, -2048414234004, 5171425191712, 4458085915000, -7945337662416, -11118109908992, 3098875315284, -12292489986210, -1765283325000, -29785835829170, 1415717006364, 9072482333028, -11628538119780, 1278206763750, -5632632319916, -25987719761046, 9381600691776, 4698371527414, 2799707570000, 4085434697688, -8112171798636, 11982044524924, -2725097275368, -750000000000, -16422708233018, 1550164327848, 22962497317896, -3170825738210, 2785877955000, -802337542602, 11843256666220, -3205491902298, 2658880293036, 1086863665000, 2323521354708, -15928529510444, 4732274388244, 4512865206762, 7648634055000, 4676576584402, -1180379531880, -15573600033944, -7754009703552, 0, -7423595150604, 17095022774804, 3862541135232, -9750197925132, 91003906250, 6617493791496, -11532224048096, 43651630849258, 49574605778028, -460765490000, 12713325916588, -9279128531790, 9970307209912, 24604269441450, 0, -192715903192, -10780652443160, 4607859114684, 12407513048464, -1009271117500, -225432385938, -942770380636, -19435414034672, -3433509734400, -9100375708750, 41097650965472, 1042771568580, -25024265737184, -28234820503618, 0, -8708566199464, -40455805306286, -2159089224804, 19755606814660, 2531935352500, -14781074027004, -11417070394372, 3893932417338, 10307246086440, -17026740705000, 17559357859412, 3587936400936, -31771260947044, 2970150956470, 0, 28220934782612, -5786920191132, 7495335090396, -16671026111868, -8633468780000, -8384550489576, 39414338934444, -33994472525164, 10395425208312, -1327790625000, 50668108774932, -2771204727600, -31602884897700, 20148937360952, 5435682592500, -1134047245302, -20563796917998, 4576489511364, -52604173496590, 3581718042500, -7784031194118, -23421126693460, -14546467488166, -6064055008992, 18269288900000, 35416621094804, 7707277596672, -28569180229472, 38187911288500, -226927845000, 13459420512628, 17401364759184, -6031379009088, 12292391467792, -3044295312500, -1907254934748, 38356852165218, -24551457366540, 13336852860900, 19937888145000, -41238937450806, 24202331758296, -61117336925636, 32250069851726, 0, -16950452130572, -70155935293398, -7700464902960, -17271186045048, 155902760000, -30782638175346, 22808998652676, -51026705008454, -10731357628200, 4999328955000, -8397310938272, -14860270582272, 13388339275048, 46856508101342, 87890625000000, -44075996730630, -11218403092712, 9297013532760, 47612671480432, 8744448870000, -15279227911224, -49370621737980, -13979952247932, -5003342248320, 20420540335000, -13257596216978, 1565581108788, -83164918080824, 20031841706840, 495177873750, -33590993944764, 24415314960426, -2329153996284, -84374195059474, 17522586726250, 7767883696104, -48453594369284, 92513835533424, 7261395895008, -1435250000000, -82277568517680, 16528360189572, 110587392928896, 66129094391944, 0, -18701139538808, 66124271626264, -14320892762982, 18946567394620, 3804848762500, -20407257232956, 14086816927594, -39182641117780, -10810382021208, 22544387382500, -85661661028042, 17073147451284, 255967534856932, -19742783778778, 6576734520000, -26185454020004, 31866790424658, -5331552043104, -48697419997536, -275235937500, -46332382320540, -19881105901280, -55554181166578, -23825230010460, 18399894965000, -108381280196484, -94013271338040, 31758323459032, 25746477304178, 0, -51411055240740, 51197376726548, -33168351656232, -69721069659032, 10793023028750, 359297017992, 210153095009124, 69247342375428, -74417350974372, -12979794015000, 59485288048586, 15467256399240, 5760685643000, -2108939604452, 273600000000, -39878062796852, 42725682416910, -2017029203064, -100435800940260, 14586678215000, -22500229584096, -55687471752792, 12565060503078, 6642760193334, -42741161927500, 19885372375156, -989155279872, -50083414151432, -147553314205092, -3958312320000, 210420209237744, 129719033237000, 89525913189876, 21056069579224, 76214796147500, 39425519798424, 52861765498698, 101204725643532, -16065024556050, 608597656250, -58318998383756, -15339199773816, 258809834231200, -52328003080920, -4315809802500, 55927618318992, -33405618738858, -25094734359768, -47334359393248, -27857910532500, -1500364003428, -40823359645144, -110523606119214, 3507759763308, -13132420673750, -144404465582100, -2974092675876, 44907750577612, -170521733225476, 16971030832500, 54264497517238, 39221421384728, 123150758703480, 94450412873598, 1859375000000, 44808430360968, -155829926698318, -53290552023776, -13524500871306, 72508125155000, 78138305058244, 18325788229872, -149731708680546, 38224842376568, -12377341383750, -9078326825240, 20977837288108, -8027239473288, -54308236497624, -3804771637500, 24587928768636, -65909673972232, -47802708629692, -17321858717580, -64291514927500, -18155395063664, -26760338325504, -115334673136480, 112987420495276, -3050296875000, 5056686840858, -144218980008428, -31385221118460, 197280413415632, 79514282495000, -53742153215376, -39149767239726, 41847176868284, -2985536740698, 14411389887500, 157792628586714, 6221783406924, 102584966926574, -11877250059610, 40667800477500, 96492440792268, -327952787138850, 1118417782716, 273774550091180, 12637002365000, -17608714480512, -46778197263856, 167683862573782, 34233925364712, -5567242187500, -294937727977774, -21805795620756, -18284259680464, -152729350141218, -30851041961250, -18344520165768, -132575231911788, 57894476563980, 97985869669248, -21834572073750, -18208032279984, 77804961543246, 150257554899740, 21627135722088, -58290615285000, -85667682564958, 57118310416512, 130829556423768, -14205661431448, -40433420160000, -79384516438792, 225253604826280, -52374604789512, 104589640984484, -2378621875000, -144026241125922, -169488203627608, 15019918662000, 29408024617668, -16846160090000, -53566354982312, 66156121976832, -188497543583792, -69635890290722, 3231483052500, -194208762794566, -7750481805828, -15293169017478, 14368237644740, -57573492970000, -105874749900090, 188070653801444, 47710304131132, -111156020031204, -23183736987500, 90478677839410, 64081384482564, 46782980131930, 177378899428534, 0, 50643263656752, -399972835267148, -78408660923640, 17273863186340, -81508937967500, -31483218534732, 224038676387328, 119242939138086, -62461507888008, -64311480320000, 144725689226322, -72803997144684, -89491458128232, -470190302928172, 15364925640000, -105362170749706, -382790562166312, 28326702410550, 27252638517500, -57803493785000, -13555849798368, 32262339773442, -19808973769488, -116711839613664, 0, 204066253179806, -51687317313936, -113788605868444, -98319059816840, -43997940045000, 62873878411100, 144796638776240, -38000802822912, -172768755453330, 3089289845000, 80041722824250, 181684177962696, 110812759308652, 144416012421348, -55499201200000, 166200863421860, -26451729320454, -216999768878768, -115503809679592, -11275771590000, -238913359098980, -159355715709416, 15368612021388, -27874186747636, -29731828125000, -14547187562040, -182129881543468, -263647850631424, -57966873401808, 24212174562500, 379746512208398, 83557369385136, -74716601473032, 34842858842782, -100448205468750, 88143042356036, 128848557335324, 0, 215358253502268, -44557582715000, 64576083358260, 165380169369192, 181896951562310, -95569938924480, 167270002210000, -92953899070770, 210635525857392, -42918018199560, 557448489138754, -2530040625000, -194186586722328, -258162063187948, -83031977785986, 94533364581008, -207301479120000, 123739163916588, 81085137766816, -232492708084540, -148339590868188, 6709306110000, 188794304998714, 78587166201120, 109504320897212, 98050196097800, 43024849920000, -126806524560104, 359854833402834, -28798661795796, 36088368554816, 72165263355000, 261648628373628, -142686563468016, 205288032450370, -19483884732276, 18998846875000, -25881253837992, 5830968471804, -16026191433152, 26346592414468, 0, -236160574154304, 245942961833300, 60644710293372, -126828453676588, -65655336916250, -218581631756460, -283438034852920, 61645566330248, -198557410009590, -67939662085000, 47741803530684, -24863895606672, 400445057905932, 147171855742308, 5139110880000, 108271251960636, 921369950529808, -53403347951172, -34420614611914, -2589334375000, 38517892408782, -200114222770016, 55651130299116, 60698362600656, 14557182770000, -317442822351512, -71828870264100, 429760847050024, -184167756510606, 0, -131583478867492, -128198478751628, 181707402759876, -163203090687754, -132300593972500, -18302001101640, -345827398329452, 104819232349488, -174424246847874, 2325450945000, -50391500564848, -38989795342680, 35280816615318, -14214555779188, 0], 'weight': 10, 'weight_parity': 1}
-
mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 11, 'label': '315.10.k', 'level': 315, 'portrait': 'data:image/png;base64,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', 'weight': 10}