Number Info
| ID | 58014 |
| Size | 416 digits / 1382 bits |
| Value | 60526402373338870645258342539521604712793333638160587894006811313035697770049005018484260649977473239344019784031695784327160896875172933266031779913612588482363980965936527219854740709454265153501913855372172766031990956691949160296412552244012701260293101761699787756194566386472076273794207361435494699145372199968976493266973868419830279004166815744000000000000000000000000000000000000000000000000000000000000001 |
| Progress | 100.00% |
| Completed | yes |
| Small factors | 347 × 1399 × 305663 |
| Large cofactor | 407901028251102584803604611106293893735093364963417042848452180600241240972756039179156786636840582489088604228584926907290713545771810666935166122716371725943184600919937521375108625946826984000996638872537889527134520768965402434943507955170700549539472484943686467544263254397019544379915046792757744928703023183463206960331620461872842301933667397076111540040889490907764561289730012657487431744200059 (proven prime) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
60526402373338870645258342539521604712793333638160587894006811313035697770049005018484260649977473239344019784031695784327160896875172933266031779913612588482363980965936527219854740709454265153501913855372172766031990956691949160296412552244012701260293101761699787756194566386472076273794207361435494699145372199968976493266973868419830279004166815744000000000000000000000000000000000000000000000000000000000000001 = 347 × 1399 × 305663 × 407901028251102584803604611106293893735093364963417042848452180600241240972756039179156786636840582489088604228584926907290713545771810666935166122716371725943184600919937521375108625946826984000996638872537889527134520768965402434943507955170700549539472484943686467544263254397019544379915046792757744928703023183463206960331620461872842301933667397076111540040889490907764561289730012657487431744200059<405>
Categories
- n!/n# + 1 (index 205)