Number Info
| ID | 52750 |
| Size | 572 digits / 1899 bits |
| Value | 33099136889246124535364849310702043478316200810511670029786489686148720468362162284749155519441754975644764609414100510965123752266521784847527227177336753300000136687815344943097529440188358902296867311754813585873464102647847636193891841596874582028717466384090907612751204539169944981641933529116862477776166488967889019572111882911727736876889834741788085611288407426093077186557608450652037793602940261416933336571462001503162188077671485049877455918485431764242692053038922002814889690811705096594943940199710720000000000000000000000000000000000000000000000000000001 |
| Progress | 2.14% |
| Completed | no |
| Small factors | 227 × 1087 × 6617797 |
| Large cofactor | 20269723599715426692036257602886415556054771317314331729726696445724254738832952894468246657017619947021493033950929917819288805014345213781936157206385098988508927758993614821436316935793395599521990529633070088181585144884574262903859318317075805185991792639710331964570934404773695885993650403989043088968399856440442486955604458575735427425413935225150460611210051965639023281306044059641434760002399223261234855276903206371988820222990851431597169334959272962190506062940127365338833246552952531605397203873872992095615800087927787017310735326541811205617 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
33099136889246124535364849310702043478316200810511670029786489686148720468362162284749155519441754975644764609414100510965123752266521784847527227177336753300000136687815344943097529440188358902296867311754813585873464102647847636193891841596874582028717466384090907612751204539169944981641933529116862477776166488967889019572111882911727736876889834741788085611288407426093077186557608450652037793602940261416933336571462001503162188077671485049877455918485431764242692053038922002814889690811705096594943940199710720000000000000000000000000000000000000000000000000000001 = 227 × 1087 × 6617797 × [20269723599715426692036257602886415556054771317314331729726696445724254738832952894468246657017619947021493033950929917819288805014345213781936157206385098988508927758993614821436316935793395599521990529633070088181585144884574262903859318317075805185991792639710331964570934404773695885993650403989043088968399856440442486955604458575735427425413935225150460611210051965639023281306044059641434760002399223261234855276903206371988820222990851431597169334959272962190506062940127365338833246552952531605397203873872992095615800087927787017310735326541811205617<560>]
Categories
- n!!!! + 1 (index 904)