Number Info

ID 50704
Size 695 digits / 2309 bits
Value 88559114913772588623715354738996683730699948421748136371800229153744969723053193571212361923847751758911442089682338540652515376985780582816719915841927579170553220670292648379296654053506325930612924782369739620685500256481835970955954020098434919526468511422124647788727771028614560408620635966271507840480535303013561957496810076156340417764032898588915473997010457181164801303165207460936308600183756015284927661511970016419852171763219701795247018163246690476357341763380932621732533709254748306763045145305892790730265711714934854062130838316894687438469001781881378033137759479949661699086523844517139017282318105575424000000000000000000000000000000000000000000000000000000000000000000001
Progress 4.16%
Completed no
Small factors 34 × 552852140803<12> × 1894833270853561<16>
Large cofactor 1043682138676081538623276494333677295395251741489155472904015340381737872880660879053367848991985521630391652648161104224818610963900364011785725890185678784006859534384839668733552529147402798063780659135876023349988866854917321691431403427712624577975748571780440942665756949917543555177012631627357297507981529502411970687568441682765425943989874408218499768335685273051408990636509416893499762749240488749801071157528554670425822518821017582605284784814885542003306129719825654441612280137848079483802469304583052010447878902167383872786669853985481229374738873565723289906378428641461585266641837194325607278808432016771105601981350763476051933101868025021847187 (composite)

Factorization

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

88559114913772588623715354738996683730699948421748136371800229153744969723053193571212361923847751758911442089682338540652515376985780582816719915841927579170553220670292648379296654053506325930612924782369739620685500256481835970955954020098434919526468511422124647788727771028614560408620635966271507840480535303013561957496810076156340417764032898588915473997010457181164801303165207460936308600183756015284927661511970016419852171763219701795247018163246690476357341763380932621732533709254748306763045145305892790730265711714934854062130838316894687438469001781881378033137759479949661699086523844517139017282318105575424000000000000000000000000000000000000000000000000000000000000000000001 = 34 × 552852140803<12> × 1894833270853561<16> × [1043682138676081538623276494333677295395251741489155472904015340381737872880660879053367848991985521630391652648161104224818610963900364011785725890185678784006859534384839668733552529147402798063780659135876023349988866854917321691431403427712624577975748571780440942665756949917543555177012631627357297507981529502411970687568441682765425943989874408218499768335685273051408990636509416893499762749240488749801071157528554670425822518821017582605284784814885542003306129719825654441612280137848079483802469304583052010447878902167383872786669853985481229374738873565723289906378428641461585266641837194325607278808432016771105601981350763476051933101868025021847187<667>]

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