# Euler Factors of 4-21e2-1.1-c17e2-0-0 downloaded from the LMFDB on 18 April 2024. {"bad_lfactors": [[3, [1, -19683, 129140163]], [7, [1, 2758181, 232630513987207]]], "first_lfactors": [[2, [1, 0, 131072, 0, 17179869184]], [3, [1, -19683, 129140163]], [5, [1, 0, -762939453125, 0, 582076609134674072265625]], [7, [1, 2758181, 232630513987207]], [11, [1, 0, 505447028499293771, 0, 255476698618765889551019445759400441]], [13, [1, 0, 6628589056805300737, 0, 74829695578286078013428929473144712489]], [17, [1, 0, -827240261886336764177, 0, 684326450885775034048946719925754910487329]], [19, [1, 253934979759, 26974711506186048751966, 1391661925803073354664238919408701, 30034640110980377619945846078500632729311721]], [23, [1, 0, 141050039560662968926103, 0, 19895113660064588580108197261066338165074766609]], [29, [1, 0, -14514295473460146229676218, 0, 52666193272726422601456708224751866691705278695881]], [31, [1, 8746519097955, 48050648884459925473743586, 197235027026329830917581984104693547005, 508507766528375922442969666478706045897328683433921]], [37, [1, 42101902631989, 1316082264407447130161949204, 19219010837334888396085295721847539927913, 208381240119593773598371865160915107617069000520604889]], [41, [1, 0, 5228240535001550456407476562, 0, 6833624772958324635768660320234188206281715423144834961]], [43, [1, 109795409397670, 14762564193921330475809464511, 644982494029786700691016542878457084211810, 34508611856016952192871159710674768120457665758914571449]], [47, [1, 0, -26647936506962193439322192687, 0, 710112520079088427392020925014421733344154169313556279969]], [53, [1, 0, 205442259656281392806087233013, 0, 42206522052678945186203086745997960094176615418554557058169]], [59, [1, 0, -1271991467017507741703714391419, 0, 1617962292165351485107436017199696023447086893648213540833561]], [61, [1, 5182193182299468, 11193562051478581069128061331629, 11617717017851258565944761205397620743779929628, 5025906331956386730429209354686389578016774520729003377125641]], [67, [1, -269339188788571, -10975150638051073557753594370986, -2975577003688426943188923265037733914233894417, 122051547946915276501139298573834221091215046641684146917022729]], [71, [1, 0, -59213662482524543993690426615182, 0, 876564456148583685580741416193317498080031692578600918378223281]], [73, [1, -14988205517329917, 122359686769939753648812641331916, -711603804844327777316310486768410463394020884901, 2254121098958571461145959861189507961269267337119053041038240209]], [79, [1, -26467234205310223, 518686574332151426273381151418770, -4812481935846423157133107083717566155614058973857, 33061389635588795063368942081397460712933173476460004123495939681]], [83, [1, 0, 842088169626341382911407162347046, 0, 177278121356160474500473255263998346371626331523159666001836231529]], [89, [1, 0, -1379209096840925342723840168019929, 0, 1902217732808760980190430983601716818363305103120555045416541165041]], [97, [1, 0, -2077823976048399144132689711232002, 0, 35500867454043477833550660611106142600066519938980258615297790898369]], [101, [1, 0, -11843044313729355057238118681361701, 0, 140257698616957210495095340671758323626004183047357349291203589613401]], [103, [1, 425783579919923973, 76959028632526273138074910775454106, 7037553819308362631097095933561967908573332398093699, 273190529550633389204969454322733638418863819596995123034388064454769]], [107, [1, 0, 31588152109649857868144549324788907, 0, 997811353702376766257783294590159855719786937813437480923720110254649]], [109, [1, 186046053315384403, -8663200149316570056701067294769860, 8051391161922972676325689576792666550368750288112407, 1872841093441861984128915510720716694558810308158343526976129430640361]], [113, [1, 0, -159721556905633244401237409473175266, 0, 6377743935089859685589857024410199291038836254257581172336605088542689]]]}