Number Info
ID | 12770 |
Size | 377 digits / 1252 bits |
Value | 63784531609816006943527144631294535982980328180419147558747390426314532008342187500413637916419889718129484978172871737777342128087777395675052639270099054740544979738159733119757205697764488130168875081774126338792647350186871057019359350965969013086310612418864337012566392347550396432011701766729325710625002443702336604014064432682312397260861013527985992046097601183788004 |
Progress | 100.00% |
Completed | yes |
Small factors | 22 × 6011 × 16829 × 306511 |
Cofactor | 514285495489590869745993206103376958952060539116521241733289751408207230532813520467437576015461848188445410016322902683056399934103068491369140009567027281687873006380501291788091945606361908820803791579628993967708949169666779397463977217415703886739653744431518877304303063289915707391862978082556717668606267958943095841006953039125184841593396429584135992089 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
63784531609816006943527144631294535982980328180419147558747390426314532008342187500413637916419889718129484978172871737777342128087777395675052639270099054740544979738159733119757205697764488130168875081774126338792647350186871057019359350965969013086310612418864337012566392347550396432011701766729325710625002443702336604014064432682312397260861013527985992046097601183788004 = 22 × 6011 × 16829 × 306511 × 594781729148710899627586567069<30> × 26315372138382470904009809410251331242219701<44> × 150091893275938965565142165169464683420682759092285062166834604838859194179<75> × 979034292420003490028889336914657449341019932409579932298009192481134336750695323180049770154871<96> × 223605252530348830186244896542764047841946362997024179439955225886857946164847367747550502532827604799013828233565326309<120>
Categories
- Lucas Sequence (index 1803)