Number Info
| ID | 52498 |
| Size | 390 digits / 1294 bits |
| Value | 274008050065932801082486732615250350981092375097334757104568153440704354600867850372733298141846039154015772482634778157086955097212832572433978652141711601591030954574805889716747211648458594080460072663275365245479979402435526012917808913536819167136531443274673090381658989260429991370520798283335454548349569138102858890461470234816871865729941504000000000000000000000000000000000000001 |
| Progress | 5.99% |
| Completed | no |
| Small factors | 3253 |
| Large cofactor | 84232416251439533071775816973639825078724984659494238273768261125331802828425407430904795002104530941904633409970727991726699999143200913751607332352201537531826300207441097361434740746528925324457446253696700044721788934041047037478576364444149759341079447671279769560915766756972023169542206665642623593098545692623073744377949657183176103821070244082385490316630802336304949277589917 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
274008050065932801082486732615250350981092375097334757104568153440704354600867850372733298141846039154015772482634778157086955097212832572433978652141711601591030954574805889716747211648458594080460072663275365245479979402435526012917808913536819167136531443274673090381658989260429991370520798283335454548349569138102858890461470234816871865729941504000000000000000000000000000000000000001 = 3253 × 65534840496855828913<20> × [1285307412253193161815799283687082043120089973742582198518485404029243328528520148102776115044733152394907699506206345105055961286400961710516417026320546546303380118127637647324743296092405780643172063407503462382788465309798116568892024698940340093211603140016836954484921927939332509290555966660713068274401242506945646923565237896943694000062719194751958970516909<367>]
Categories
- n!!!! + 1 (index 652)