Number Info
ID | 12896 |
Size | 404 digits / 1340 bits |
Value | 13713807285458376215181309564584682612642715232095971391168803533886085604219948548220945160201967329343503949075845095387760775483703398352310925427358993426376516074119541298956070463949406809153147550189333465409167062610834602706456039723479738956521680498059055003765873534043543463826207331188509944058865158381139747496596248741232977622487653925319112067860141361067488265302221039017231986598476 |
Progress | 100.00% |
Completed | yes |
Small factors | 22 × 1604929 × 64149539 × 11229315067323774191<20> |
Cofactor | 2965482867705122170853583850115911409547032395473913250058707703048955122806969525352272972486637628488420209757800033521944165631472565818817004048631264532488617969905645315474418361700757623736927555400251881870789071089492356312024406053187643913241621834354507341661658871409901987102094105362304435016131432582041917191808001766031008963300789046323865686724077439 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
13713807285458376215181309564584682612642715232095971391168803533886085604219948548220945160201967329343503949075845095387760775483703398352310925427358993426376516074119541298956070463949406809153147550189333465409167062610834602706456039723479738956521680498059055003765873534043543463826207331188509944058865158381139747496596248741232977622487653925319112067860141361067488265302221039017231986598476 = 22 × 1604929 × 64149539 × 11229315067323774191<20> × 71826896464480191731<20> × 964927706094216586837111<24> × 1496532415293273037046693251<28> × 2123830386181967009839558966438733251717441<43> × 8063977428406380184466364579370534407992111286112951<52> × 2882457732196854617457355013675554069403902883739502525187658025398599843630902979<82> × 579155695801254589341671349469609833319440133639271654864153458156911491223492769808998666710568212631220901847720816050061<123>
Categories
- Lucas Sequence (index 1929)