Number Info
ID | 12937 |
Size | 412 digits / 1368 bits |
Value | 5077515904753478655685594959895110022702130177473424597605277611237074353447937293540314981648189270575848675711147588159403792131023007933528740645748604410594116126317281183657181775148826525512667748455662710351673828342057562680996959214883489301155023044462363534972992065125532325805268514674542367745040511874513369029460796727546588432080392769880991705030502410176184305621392303591678584675535394601123 |
Progress | 100.00% |
Completed | yes |
Small factors | 3 × 41 × 787 × 110321 × 553963 × 133991521 × 2214453361 |
Cofactor | 2892601754644960915548892646057323388579364378413996390482977262689814119247547212778137174309560109590191320264736278484801351118129770022801655715803410599653752974649771920769732281414736838902053334565465396733613697641499664789571025635699477378623804470518097854488751017991373369891922877182426667296818572342914711574686910374016008402683315457401677359135716834473512521 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
5077515904753478655685594959895110022702130177473424597605277611237074353447937293540314981648189270575848675711147588159403792131023007933528740645748604410594116126317281183657181775148826525512667748455662710351673828342057562680996959214883489301155023044462363534972992065125532325805268514674542367745040511874513369029460796727546588432080392769880991705030502410176184305621392303591678584675535394601123 = 3 × 41 × 787 × 110321 × 553963 × 133991521 × 2214453361 × 749780916293183287698476763892322561<36> × 122447525445920500665396840275795157804961<42> × 7573331634811907277928945125921452557728514841450660832541351241<64> × 4160229364951064432794925526658394054417879762359304522089911561235739844551013179341981851371773112686188678519493718174103599179040029695023754269044549259331714842346403243940446941586189736114237508101693174127906539788243837892465761<238>
Categories
- Lucas Sequence (index 1970)