Number Info
ID | 12800 |
Size | 384 digits / 1273 bits |
Value | 118670993490965177706640352100324077727831805845143022666491245031439535310500097688339766918311196995161194137626053103137681060271422245304438103160809857001033148645017964283062572616320930372762562638911852876577476714169012131854812477305304368336641074753802450387942164641153711565237133238123309731850309694909674331590033126011435328043752696638510132229821364574746322613196 |
Progress | 100.00% |
Completed | yes |
Small factors | 22 × 79 × 521 × 859 × 183301 × 238291 × 79099591 × 6643838879<10> × 139509555271<12> × 12825491241109<14> |
Cofactor | 20430680961024223535795117067262071698043955346338117500413643725755817147773381932875451371605122584363959513160798223447338135121142247316408288735843673834862488122078297574390197292990143134117108492769560184771698156504011249355519073285036973676383850680309814943439020381001013778309358102444608146022129557749637539 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
118670993490965177706640352100324077727831805845143022666491245031439535310500097688339766918311196995161194137626053103137681060271422245304438103160809857001033148645017964283062572616320930372762562638911852876577476714169012131854812477305304368336641074753802450387942164641153711565237133238123309731850309694909674331590033126011435328043752696638510132229821364574746322613196 = 22 × 79 × 521 × 859 × 183301 × 238291 × 79099591 × 6643838879<10> × 139509555271<12> × 12825491241109<14> × 36879086186323406110237518266941<32> × 2121127700656264401736409782758747057751<40> × 28087748143261965605558733084722652431801527001555698399980424482805021<71> × 2556798347133136213660969719403046563880357137187399651458904401323735661288944824779<85> × 3636825604724255956128826676124884119368889189359797770321022688653360159664954529109251009170631<97>
Categories
- Lucas Sequence (index 1833)