Number Info
ID | 52546 |
Size | 424 digits / 1407 bits |
Value | 2578923351555876522589934685062238126966045273176910275699977535102118315423276378587307057328724927924496483875342449643908369041968726029274964054572949504797034837607667611797194793026765866283044895884622182536056262140183551083873689135743281314446803858769769895319265172431720341439648971430763671692478201004937645296787889671902716387658682422427922235929807481974544138240000000000000000000000000000000000000000001 |
Progress | 1.66% |
Completed | no |
Small factors | 547 × 18947 |
Large cofactor | 248834534161044873908343256462073520677765261799455237418259433690391268033757629753824707922264919677751773843050739307917271110240132561567146849696188946265584566513563198545774592923140636628455735216422735886861566999814796676061714066028240742983415380937026385766286499020959972288681819113700467810523726967521703743868602359560158273469145233512236648571977068137874459414305796145101765156707216290530044889 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
2578923351555876522589934685062238126966045273176910275699977535102118315423276378587307057328724927924496483875342449643908369041968726029274964054572949504797034837607667611797194793026765866283044895884622182536056262140183551083873689135743281314446803858769769895319265172431720341439648971430763671692478201004937645296787889671902716387658682422427922235929807481974544138240000000000000000000000000000000000000000001 = 547 × 18947 × [248834534161044873908343256462073520677765261799455237418259433690391268033757629753824707922264919677751773843050739307917271110240132561567146849696188946265584566513563198545774592923140636628455735216422735886861566999814796676061714066028240742983415380937026385766286499020959972288681819113700467810523726967521703743868602359560158273469145233512236648571977068137874459414305796145101765156707216290530044889<417>]
Categories
- n!!!! + 1 (index 700)