Number Info
| ID | 50379 |
| Size | 389 digits / 1292 bits |
| Value | 58157208881065252455073380857150718650212854304535442608294328196549202960229542430794082296407548251318699198276628007357088282244966015067875594582240353689933001845538130892341449319956524120176455224781496872069594552790505121642428653452351981215347704447820407414550281367221489374786214232734004356378693763267358067398455152221084375318528000000000000000000000000000000000000000001 |
| Progress | 1.93% |
| Completed | no |
| Small factors | 4211 × 7297 |
| Large cofactor | 1892665944377269268606477050703221909109235475135012450124974609902834567955632376216329156925826755780668255688810608607451007661758571357463474027567415179614287080289503622007536378207838692087376995617060575151038787057621560453724933085624495384415214615799514080081324799804081753905567065431098441556877512479790869492254493392586048765710979619767423280133828578655190451003 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
58157208881065252455073380857150718650212854304535442608294328196549202960229542430794082296407548251318699198276628007357088282244966015067875594582240353689933001845538130892341449319956524120176455224781496872069594552790505121642428653452351981215347704447820407414550281367221489374786214232734004356378693763267358067398455152221084375318528000000000000000000000000000000000000000001 = 4211 × 7297 × [1892665944377269268606477050703221909109235475135012450124974609902834567955632376216329156925826755780668255688810608607451007661758571357463474027567415179614287080289503622007536378207838692087376995617060575151038787057621560453724933085624495384415214615799514080081324799804081753905567065431098441556877512479790869492254493392586048765710979619767423280133828578655190451003<382>]
Categories
- n!!! + 1 (index 511)