Number Info

ID 50825
Size 815 digits / 2705 bits
Value 10521245426634545012240586474647414690347983877935149364019151571545239356929820549944368997963537609065295481273883330088888652470612387739267258470537500562836451140762720690127310945503746174467199402247060229206274787464487902487105040833804864706270260131710457896952584528471338773623827040210719756076737849745052768723743179182390240807255087758529069734527359789886660448901521207276860512524215001572949764656734875037972655710562433537549662745712997204831610355853729434714078949793824842664560575253861070493945061764337287422034276340332134789782157745823528640468389410450459131086520504102120952897541847700040079866001983355410635689900217328817547790472926026832423869648182950053032040146025952404628586264146431338086400000000000000000000000000000000000000000000000000000000000000000000000000001
Progress 4.25%
Completed no
Small factors 373 × 66347
Large cofactor 425144954505966498592948353897720320559656631750388529783925918271890094649817209307275934943046719033797709397548510392407545351701854941600494147070760620075532330639197284361649940371739845419397245808951249493584800275409916386355619734177857277641071516946969481274746640508719421164315077399780193591679792934670785372580417708100296988695719073164768889931539148038705934725164854779344995952275409983886802822350929073727800502224349409744779680190359848051767892831127781898415191047257585753630773846944398814323194264662755799663984368330277788825117150375064330534688203007837828948246001942671178794176326734683696253805172074443227488538111989435087132497628785259868948403096181985638510928509143127002903301928447899827921532542105077492690049322695353711664051108981776734724505343605160471 (composite)

Factorization

Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>

10521245426634545012240586474647414690347983877935149364019151571545239356929820549944368997963537609065295481273883330088888652470612387739267258470537500562836451140762720690127310945503746174467199402247060229206274787464487902487105040833804864706270260131710457896952584528471338773623827040210719756076737849745052768723743179182390240807255087758529069734527359789886660448901521207276860512524215001572949764656734875037972655710562433537549662745712997204831610355853729434714078949793824842664560575253861070493945061764337287422034276340332134789782157745823528640468389410450459131086520504102120952897541847700040079866001983355410635689900217328817547790472926026832423869648182950053032040146025952404628586264146431338086400000000000000000000000000000000000000000000000000000000000000000000000000001 = 373 × 66347 × 1481552711348874074862687161<28> × [286959047254481333441104310829975238395443231987360680745367799426880938210572840356010643879411841922505235608919410428784356753567424758950910676563049506614830433443839195177250175491937887824716804859395667529633395914493483877383289857959329889946019163626303525665373238569104710857355456726524742065764103196409664319072105198902705152428855707909678267792669768594800037427357987013352461352680713934197395798354805101510414605902194072543018957268087126504710200760241297216211982782973859444482301018731613454994023891620277023341687988825394907482683287611457699998006702091066218316657181607931927602308617034271032101847425669997249784082352087207112750707533055047716753888853395703183589015277866933019446618659806688557452743785596635950734442339939811267991749711<780>]

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