Number Info

ID 50607
Size 602 digits / 1997 bits
Value 14017023942950574549943231112051177759141777146858027860272525189314566703799996727813210777649110336530363258494553076744711312378249888306003245532247948319292326393854985091236044901569278412517591846857411139426626946172568416222990830046655199167674153933911509132450859323176850492115852202367309227078561914375612636034754122743796967153357630337539941801602395891518813346959611177397217507943331389618022881863319910298076708555332849307559285433655450623807894158179896762116499332415244126318725344401507318699295093396054684467200000000000000000000000000000000000000000000000000000000000001
Progress 1.55%
Completed no
Small factors 21499 × 100363
Large cofactor 6496267816605930968719846836003530246344324058205218086520508529439115917030842087046158718862905130783629423283880498369138230177221877526577336090192586176281834877834775681869142609689160739889517043113224164628195708081255079052105849508622969826411448333758053656848904360782087378514328817068634663825813443474717051086950816159925158058571044180901036017062795246204235899353800598194439809772367966506810698052306654264007053046370856222518001982055545655102896138248400068816524372458597240164037069926379493565987028274421241686297049538446521502869046962391767430717031618686654073 (composite)

Factorization

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

14017023942950574549943231112051177759141777146858027860272525189314566703799996727813210777649110336530363258494553076744711312378249888306003245532247948319292326393854985091236044901569278412517591846857411139426626946172568416222990830046655199167674153933911509132450859323176850492115852202367309227078561914375612636034754122743796967153357630337539941801602395891518813346959611177397217507943331389618022881863319910298076708555332849307559285433655450623807894158179896762116499332415244126318725344401507318699295093396054684467200000000000000000000000000000000000000000000000000000000000001 = 21499 × 100363 × [6496267816605930968719846836003530246344324058205218086520508529439115917030842087046158718862905130783629423283880498369138230177221877526577336090192586176281834877834775681869142609689160739889517043113224164628195708081255079052105849508622969826411448333758053656848904360782087378514328817068634663825813443474717051086950816159925158058571044180901036017062795246204235899353800598194439809772367966506810698052306654264007053046370856222518001982055545655102896138248400068816524372458597240164037069926379493565987028274421241686297049538446521502869046962391767430717031618686654073<592>]

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