Number Info
ID | 12888 |
Size | 402 digits / 1334 bits |
Value | 291915341795520846276068282388051496696903178116091314809119954070633646534957669326756072602389650071161273740741544335990566987431013259100669464824314659770416786969469351888327257825153797885002476173692962829548652295845253302342920788386710555966339808139188675800321023066200294595657984991942511146197111618812867047498124673138948853972249031596470134461791784075676551520850038837458240569601 |
Progress | 100.00% |
Completed | yes |
Small factors | 3571 × 1494539 × 1035050264051<13> |
Cofactor | 52844327703645388917824791236767117619839583259844860880881816334455783511214380625371213092134582821955559792945941415697969937941145252376858871517395048961098956353595129241155838750592297216957912235889301345249376689580131439599679017494390802604016640296931572479347585363085549241283022477099338487831086972681847352429611776345507085020076143062729180024670640520835548779 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
291915341795520846276068282388051496696903178116091314809119954070633646534957669326756072602389650071161273740741544335990566987431013259100669464824314659770416786969469351888327257825153797885002476173692962829548652295845253302342920788386710555966339808139188675800321023066200294595657984991942511146197111618812867047498124673138948853972249031596470134461791784075676551520850038837458240569601 = 3571 × 1494539 × 1035050264051<13> × 412670427844921037470771<24> × 128054554283458266952063588997688920710280365968344483803946745469870787836144820232665242180202924886232070371307034180328840409329047037847147321117731278224581995934567704711068183064386171025423712359269211249916320432244692851297650193919098319096160760217883714400804965357045684702959228419336760978388163279753020787744972898455014182184373551011049<357>
Categories
- Lucas Sequence (index 1921)