Number Info
| ID | 58181 |
| Size | 843 digits / 2798 bits |
| Value | 140475067816422362996077432259482798786011688824560968081678237645692250039799200977703190563785885534560647374105817115625190693078827745404806640310664124127389265713959086701799873860534374704719672401625805985226370770280871724146451738261437082659694479473658992921890543911351302400692330320291053934266557860501549099512690057853273692043089301608277493328636213674636582693709053065717968715109155405957514113915539735534719513065444537146403695634674684398946993084233237959620735893886031105306668407157659978491439255096753479491306934036409842151919782579517062651808197702329957402543446263955261450687247308636006227098731734934848613248764656776410658777785745588789638231742256696508203348848660833233304551675658240000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 |
| Progress | 100.00% |
| Completed | yes |
| Small factors | |
| Large cofactor | 140475067816422362996077432259482798786011688824560968081678237645692250039799200977703190563785885534560647374105817115625190693078827745404806640310664124127389265713959086701799873860534374704719672401625805985226370770280871724146451738261437082659694479473658992921890543911351302400692330320291053934266557860501549099512690057853273692043089301608277493328636213674636582693709053065717968715109155405957514113915539735534719513065444537146403695634674684398946993084233237959620735893886031105306668407157659978491439255096753479491306934036409842151919782579517062651808197702329957402543446263955261450687247308636006227098731734934848613248764656776410658777785745588789638231742256696508203348848660833233304551675658240000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 (proven prime) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
140475067816422362996077432259482798786011688824560968081678237645692250039799200977703190563785885534560647374105817115625190693078827745404806640310664124127389265713959086701799873860534374704719672401625805985226370770280871724146451738261437082659694479473658992921890543911351302400692330320291053934266557860501549099512690057853273692043089301608277493328636213674636582693709053065717968715109155405957514113915539735534719513065444537146403695634674684398946993084233237959620735893886031105306668407157659978491439255096753479491306934036409842151919782579517062651808197702329957402543446263955261450687247308636006227098731734934848613248764656776410658777785745588789638231742256696508203348848660833233304551675658240000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 = 140475067816422362996077432259482798786011688824560968081678237645692250039799200977703190563785885534560647374105817115625190693078827745404806640310664124127389265713959086701799873860534374704719672401625805985226370770280871724146451738261437082659694479473658992921890543911351302400692330320291053934266557860501549099512690057853273692043089301608277493328636213674636582693709053065717968715109155405957514113915539735534719513065444537146403695634674684398946993084233237959620735893886031105306668407157659978491439255096753479491306934036409842151919782579517062651808197702329957402543446263955261450687247308636006227098731734934848613248764656776410658777785745588789638231742256696508203348848660833233304551675658240000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001<843>
Categories
- n!/n# + 1 (index 372)