Number Info
| ID | 50387 |
| Size | 397 digits / 1316 bits |
| Value | 1286262836036430762181324971261095108146193631878279189387451257041717140389991551528891045295721815647437874764658818025226062220515877135548978051862958661552765851488528662173627377558160088306571204483883630915044696147025699060916533596880674346679125449696519312859682292050667912838131144339605088336588134933601878191394841164549567852508625659494400000000000000000000000000000000000000001 |
| Progress | 2.06% |
| Completed | no |
| Small factors | 347 × 449 × 887 |
| Large cofactor | 9307440876389227151045525940351995168313745609460951540764988511904857075206371503476404248675535006785972948947655467825994483497873934965679081381091617015135819887837926557557659392092872870371658121964397188125491836969371622067940504239665606300830560235897289692736256849914470539601585478163746590727207936006791612110133218664511504699855271802343463232603430541217455822080294341 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
1286262836036430762181324971261095108146193631878279189387451257041717140389991551528891045295721815647437874764658818025226062220515877135548978051862958661552765851488528662173627377558160088306571204483883630915044696147025699060916533596880674346679125449696519312859682292050667912838131144339605088336588134933601878191394841164549567852508625659494400000000000000000000000000000000000000001 = 347 × 449 × 887 × [9307440876389227151045525940351995168313745609460951540764988511904857075206371503476404248675535006785972948947655467825994483497873934965679081381091617015135819887837926557557659392092872870371658121964397188125491836969371622067940504239665606300830560235897289692736256849914470539601585478163746590727207936006791612110133218664511504699855271802343463232603430541217455822080294341<388>]
Categories
- n!!! + 1 (index 519)