# Euler Factors of 4-45e2-1.1-c19e2-0-0 downloaded from the LMFDB on 02 January 2025. {"bad_lfactors": [[3, [1]], [5, [1, 0, 19073486328125]]], "first_lfactors": [[2, [1, 0, 1044469, 0, 274877906944]], [3, [1]], [5, [1, 0, 19073486328125]], [7, [1, 0, -22797790370746286, 0, 129934811447123020117172145698449]], [11, [1, 0, 122318180896829092582, 0, 3740434344477351388916475705363381856681]], [13, [1, 0, -2923840580750892221354, 0, 2137210935411428674141543654682486133398329]], [17, [1, 0, 467697916953373953002674, 0, 57155629504430816618802078994918975878812205409]], [19, [1, -2023337639368, 4980313112041444884107814, -4003010955762990316700723148943205272, 3914144333903073791808962606796280957916632792441]], [23, [1, 0, 14278512899042143925687746, 0, 5567468501746134532846058029734065138452687762629169]], [29, [1, 0, 12206522493179982979157699338, 0, 37249797844127216903980902049910725025576001221301409561]], [31, [1, 271335133536464, 61747013112753480106232960766, 5880012027279272844729690998793888792202544, 469617601052052260270453789356081086213146883053578155841]], [37, [1, 0, -1249863981981684255496554258746, 0, 390539993363777986320898213181845819006713655084697379373129]], [41, [1, 0, 8788672339337606317220968100722, 0, 19310190372059488381094285355165279899970826455821171984230321]], [43, [1, 0, -21723542687320833229816589371814, 0, 117978076721962612173940113690014607924988788154242895784412649]], [47, [1, 0, 34930966522466553684969143775154, 0, 3465122572092046296464724059395298458186535561070143621795409889]], [53, [1, 0, -880534974366843693314637358972454, 0, 333029760332744216091776918110648730161858794604411779930898389289]], [59, [1, 0, 8855604593375888897741259593059078, 0, 19605433178555035636932926004810925806372816288704010479368499552521]], [61, [1, 235969394354594636, 30604261214565406436952298665354606, 1968441638350485424947936428189143759613785799105276, 69587899953161349604032694480700354961277355346864984848144662309081]], [67, [1, 0, -99186198856808527533088856376196406, 0, 2459475510915591313522914643416460823149826441897220888306701971829209]], [71, [1, 0, 298496072574406226272193440567132462, 0, 22274976335586297219782100611792818592927877841697473964134447363545361]], [73, [1, 0, -506016103346169651796186997464833074, 0, 64013074211410361369345104314386193755543319732935113951186835671072369]], [79, [1, -2785448509714828192, 4209256849481901241176194291852447454, -3160893542625802447278547992380865603975522463327754848, 1287743804278744050410620426954739687963064854495168753870500853746064161]], [83, [1, 0, 3204747217537257904316554258823407786, 0, 8413321989597619126355774400233773265573827733478530363367930465333602809]], [89, [1, 0, 21849430512153939279431075941771715218, 0, 119349403426360888330504246667005964631503714336519716713290571163423196881]], [97, [1, 0, -112122544933349949989685310289413875266, 0, 3142866270582769635343677660976247419067359562370086168406369029120951642689]], [101, [1, 0, 241621790088706301877772097337141423802, 0, 14595272361417712723961029683534780531609769315585407757539711307809943033801]], [103, [1, 0, -350701210615420157622779283025577841134, 0, 30747834781780322063035201662112929332378569914666866050223769950269035601489]], [107, [1, 0, 295752342573127070916077671378071699994, 0, 130792714116577419272740497399343612413967239613597197437926343487855399315049]], [109, [1, 89316363076942999508, 3022685429291570622137935678678288684494, 45923448345616036802949297122416013396842035325728037501412, 264366804595482398095448900417712153205920369447475069074204321327170411136121]], [113, [1, 0, 404247829325208589374336137049212307826, 0, 1039874317750156919595715916197395575887953199767823624392769663386056777293729]]]}