Number Info

ID 46094
Size 369 digits / 1223 bits
Value 100078405584080821221303894971344736599047761241456431563720437191558734323562679929991407036696693556694737848195477238497746661367777918006944650646265409257583733981874437495228286501182991424477395086576066353467353335798727837835328694280439305522603073118823862831864630209655642361092292378406702568679608855350476800000000000000000000000000000000000000000000001
Progress 100.00%
Completed yes
Small factors 4377799 × 171788550517<12> × 34083569542031<14> × 150621536169857<15>
Large cofactor 25921384869881742166969773418154382867681717084853796786368053900878835296419069314200343499355495414082087874248305855967362056328365416118603514536349150349774968454952684815057499192972638910334658904960651998690503323443274010569202704282585319598444156802078116963997852969413538937952000434873556566506608844100139541 (proven prime)

Factorization

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

100078405584080821221303894971344736599047761241456431563720437191558734323562679929991407036696693556694737848195477238497746661367777918006944650646265409257583733981874437495228286501182991424477395086576066353467353335798727837835328694280439305522603073118823862831864630209655642361092292378406702568679608855350476800000000000000000000000000000000000000000000001 = 4377799 × 171788550517<12> × 34083569542031<14> × 150621536169857<15> × 25921384869881742166969773418154382867681717084853796786368053900878835296419069314200343499355495414082087874248305855967362056328365416118603514536349150349774968454952684815057499192972638910334658904960651998690503323443274010569202704282585319598444156802078116963997852969413538937952000434873556566506608844100139541<323>

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