Number Info
ID | 12966 |
Size | 418 digits / 1388 bits |
Value | 5838386740601107989074780257853868240684150491386518728623287044144843298702338106717836479964310730538734535847205363344682391942216261409876006599490110573655252588115310666843874840065261229071242281082683918532985447436126352419289496186899358757762205009732417459511134540216237560275251094423721145515224074288466460959150493308392821488205667377553816620399325079293005764683573783614878570502194714750957628749 |
Progress | 31.68% |
Completed | no |
Small factors | 3768538789 × 16304873465029991<17> |
Cofactor | 95017245689510540024900495039431245344420771588815626172346094814197167329328979471756258541851272606862081003182590184147333098851366771408446838372832915188992168738459255255577815470840011650998399194608207384091306708815134729631101061310739453751069723481166221993689579477370104399725753849034646963317721239869704933238265320198317973932642093263774858445049126816271830321792551627151 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
5838386740601107989074780257853868240684150491386518728623287044144843298702338106717836479964310730538734535847205363344682391942216261409876006599490110573655252588115310666843874840065261229071242281082683918532985447436126352419289496186899358757762205009732417459511134540216237560275251094423721145515224074288466460959150493308392821488205667377553816620399325079293005764683573783614878570502194714750957628749 = 3768538789 × 16304873465029991<17> × 350576586607664177095789<24> × 60499939336100707145283009913439<32> × 1783543669653650898798895333215439136229996094875721<52> × [2511775629466880008666933974942724718193031962178230540801539044055157458009986264055832207122044723248914579978933321648856915951347546243741801829728560941386898301832338033105866275088407719129884495060114925547483691095136700175809144793979949815479677159046648510534246384463629261<286>]
Categories
- Lucas Sequence (index 1999)