Number Info

ID 52796
Size 606 digits / 2013 bits
Value 505761758480173636547323168351560792377206383198457946660093114237866303060670230527948574955743459121137729765821771171608225218822259624360819675346808614524110961772209887323544637462145737833511316145203840585750392793653242692763975967689053003630048968006238755749343702842633085712782673644327901879506822066655416083530418215621249442637522060541931533564265559433271871774188735445443273974430116045715353009704721409229778766043993546562708254207637435673481766583403432411057294899705826096362219785944099704427455003095608403236487168000000000000000000000000000000000000000000000000000000000001
Progress 2.70%
Completed no
Small factors 709 × 983 × 31806022091<11>
Large cofactor 22815861886791399125135521776202464342325589491291144300472298218932815317403783176734985094203621165365427122586356112624508259535572813563274332085340869727786129565957375965258867983021383540765722990908509103019299709830652460116084633388108777610435216650886685412104301504472099320213093422606867070694407979022504328752196676878874790254247148445253087600608512584181098419686996904910126386756274391262860263060663038160008646071714756831207704575849574494048540794212240868921488079428086420120149082559107603053449573308374471929029261098696986091825972808813233866532453898876113 (composite)

Factorization

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

505761758480173636547323168351560792377206383198457946660093114237866303060670230527948574955743459121137729765821771171608225218822259624360819675346808614524110961772209887323544637462145737833511316145203840585750392793653242692763975967689053003630048968006238755749343702842633085712782673644327901879506822066655416083530418215621249442637522060541931533564265559433271871774188735445443273974430116045715353009704721409229778766043993546562708254207637435673481766583403432411057294899705826096362219785944099704427455003095608403236487168000000000000000000000000000000000000000000000000000000000001 = 709 × 983 × 31806022091<11> × [22815861886791399125135521776202464342325589491291144300472298218932815317403783176734985094203621165365427122586356112624508259535572813563274332085340869727786129565957375965258867983021383540765722990908509103019299709830652460116084633388108777610435216650886685412104301504472099320213093422606867070694407979022504328752196676878874790254247148445253087600608512584181098419686996904910126386756274391262860263060663038160008646071714756831207704575849574494048540794212240868921488079428086420120149082559107603053449573308374471929029261098696986091825972808813233866532453898876113<590>]

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