Number Info

ID 58185
Size 853 digits / 2834 bits
Value 6610007521047163284162862321655728817965848421425935115333682103763524292620418144095993939492104235474561989345695962245945790999300561140924627210630280072381272582258150190702230960933464580519682548641231871046337077986935423015722538877888872274630948134208021646655837403570647785118721884592219247521026297250145902601533601004973721496555273693269345699180399399164525103714052563647601765919722930465481994063194094710989525361530300334539811688090527451561583782356258792413724618627266222345523482141423897928222639080333077146944359636917398913611967721761202494356924172536317545421271928677595378785393969172043820189736450657843759999650575496131538190870056202692925889390344130873642767767374167041896379000685844287927091200000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001
Progress 2.27%
Completed no
Small factors
Large cofactor 6610007521047163284162862321655728817965848421425935115333682103763524292620418144095993939492104235474561989345695962245945790999300561140924627210630280072381272582258150190702230960933464580519682548641231871046337077986935423015722538877888872274630948134208021646655837403570647785118721884592219247521026297250145902601533601004973721496555273693269345699180399399164525103714052563647601765919722930465481994063194094710989525361530300334539811688090527451561583782356258792413724618627266222345523482141423897928222639080333077146944359636917398913611967721761202494356924172536317545421271928677595378785393969172043820189736450657843759999650575496131538190870056202692925889390344130873642767767374167041896379000685844287927091200000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 (composite)

Factorization

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

6610007521047163284162862321655728817965848421425935115333682103763524292620418144095993939492104235474561989345695962245945790999300561140924627210630280072381272582258150190702230960933464580519682548641231871046337077986935423015722538877888872274630948134208021646655837403570647785118721884592219247521026297250145902601533601004973721496555273693269345699180399399164525103714052563647601765919722930465481994063194094710989525361530300334539811688090527451561583782356258792413724618627266222345523482141423897928222639080333077146944359636917398913611967721761202494356924172536317545421271928677595378785393969172043820189736450657843759999650575496131538190870056202692925889390344130873642767767374167041896379000685844287927091200000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 = 24317765967148551871<20> × [271818041590530132496567638120138907998770727040561820130612179457691891232542605228859312650286219500756494090711548261746216302161000354776870579819430834817041122879188155862170719007277774995034607512266731750582736395422242044471385918209901271006742818106614108587464522179023845986127747625319686117623588153032585376376369998122606429850172347483488401617335338651977187733368679086790209650535274988050991090953927401986826937011083871645914505285344948080830685191471377190358481103260950172171542380733943312836752634745152008292159895425733909749955223258099607969457302239859497218383124411811857045132551476865886733239330955172646246212287259168504862160930956916726810797115521558957367509920250943957244913564862889117868511394210141223882980259870758768427789457505160969365518417066217608946686802502272939825652031<834>]

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