Number Info

ID 50812
Size 802 digits / 2662 bits
Value 1386877636387303565774814449650009280514286671280508589783962078944862726378832492958474498407744954131341131376214325998548566347318451981701616416008552849825071067791772563846290858479176954438763326254585079735858090782595393613390252640712529793464962343645519096206630974790029909754489132787041217889332969848204602307747133735635121894795102791817432694297017533374099465012207172311845156102099652983492755281081888227773058186930266625789442759624104092258454564610799583270155420880062970324156702890762686189588102332083493275318602952243995369080164086766782822659555978421447564969723964824058163550392274256852776885482667714672882889101190283787775196870922317498190162200759219207190730800826079785808560128000000000000000000000000000000000000000000000000000000000000000000000000000001
Progress 100.00%
Completed yes
Small factors 34 × 2161 × 9281838767740756291<19>
Large cofactor 853619523072599564851578150786386398922015155410666853358204345710683770647753777385515615366226933738653420089666026596515972921076810206181006193950055138612668274823025755661894577206532949422183458846407830477959040931981997546956656688428039883843713095134432289697037855162043221730153192092681319111497210499196043436547235155754037195624500167882686712041606654708859503792076619108464012197394513498801879641554591779577387877254035375044935046936497723318270572589969242227259252496726462972015096867732265771426858154045455365102563525445748107928003893384295010477653945283281014954274827319467072838425872354448113586674156491879608186794645083721370338972889704337488509046887751259849462221350357322084760572371276351865430212725636801487726593535293921129404971 (proven prime)

Factorization

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

1386877636387303565774814449650009280514286671280508589783962078944862726378832492958474498407744954131341131376214325998548566347318451981701616416008552849825071067791772563846290858479176954438763326254585079735858090782595393613390252640712529793464962343645519096206630974790029909754489132787041217889332969848204602307747133735635121894795102791817432694297017533374099465012207172311845156102099652983492755281081888227773058186930266625789442759624104092258454564610799583270155420880062970324156702890762686189588102332083493275318602952243995369080164086766782822659555978421447564969723964824058163550392274256852776885482667714672882889101190283787775196870922317498190162200759219207190730800826079785808560128000000000000000000000000000000000000000000000000000000000000000000000000000001 = 34 × 2161 × 9281838767740756291<19> × 853619523072599564851578150786386398922015155410666853358204345710683770647753777385515615366226933738653420089666026596515972921076810206181006193950055138612668274823025755661894577206532949422183458846407830477959040931981997546956656688428039883843713095134432289697037855162043221730153192092681319111497210499196043436547235155754037195624500167882686712041606654708859503792076619108464012197394513498801879641554591779577387877254035375044935046936497723318270572589969242227259252496726462972015096867732265771426858154045455365102563525445748107928003893384295010477653945283281014954274827319467072838425872354448113586674156491879608186794645083721370338972889704337488509046887751259849462221350357322084760572371276351865430212725636801487726593535293921129404971<777>

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