Number Info
ID | 12777 |
Size | 379 digits / 1257 bits |
Value | 1851948274193794544583606461132294124013447921641018488477471229077048054772292447335726186621165708568630218665111281134801654355756787837279259840400659718765601575526269280572809674737381926241006519942112982857815028591273078878697608797712039101928176011465007042615113486406295969710026648668422028060146922430167526141302340745278210468487669537805826912664791020280970123 |
Progress | 100.00% |
Completed | yes |
Small factors | 3 × 41 × 87386801 × 259032721 × 2901792001 × 3728604068881<13> × 282859013112121<15> × 5608873567304433409<19> |
Cofactor | 38749406183454719701066855170198642833677360820523280479490959316374226438691745333392096235844443191519115905286286466545022320945207244129811279385180878459334044773829816497465533322733865496996247327153182303145920561369280147025495667475110468039821367171170555411293916138713407118444964620095314409 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
1851948274193794544583606461132294124013447921641018488477471229077048054772292447335726186621165708568630218665111281134801654355756787837279259840400659718765601575526269280572809674737381926241006519942112982857815028591273078878697608797712039101928176011465007042615113486406295969710026648668422028060146922430167526141302340745278210468487669537805826912664791020280970123 = 3 × 41 × 87386801 × 259032721 × 2901792001 × 3728604068881<13> × 282859013112121<15> × 5608873567304433409<19> × 579525284061453527209<21> × 159063222427729805116807921<27> × 69938440723544557415163422441<29> × 461802709627229602432311407675108521<36> × 20201356041208121525915662798968904587775125788638594087291536684970914785057081<80> × 644273014545808940820698126619451982150140711500508606588855026512874469821213588455333775227890280853705666492041<114>
Categories
- Lucas Sequence (index 1810)