Number Info
| ID | 58112 |
| Size | 662 digits / 2197 bits |
| Value | 14445229723772577555676574902272681187649241810090093475691274092254227511220834272379900997071315801822796739751895239746799389703263177471398491977896650372788118938792626246117513385228851511860335368987657708070564255191718113437801568096065180194513167370555141128455786558840886423215479300598968408284411997398780292055613660505200355420673957796821714930823679126744280878808660535745943822689318397226782569162705627549195825052908987394081657251218720924346302704063999031077598357868846961733243650618690648233040032514168712095938892942586069013122125712588800000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 |
| Progress | 3.16% |
| Completed | no |
| Small factors | |
| Large cofactor | 14445229723772577555676574902272681187649241810090093475691274092254227511220834272379900997071315801822796739751895239746799389703263177471398491977896650372788118938792626246117513385228851511860335368987657708070564255191718113437801568096065180194513167370555141128455786558840886423215479300598968408284411997398780292055613660505200355420673957796821714930823679126744280878808660535745943822689318397226782569162705627549195825052908987394081657251218720924346302704063999031077598357868846961733243650618690648233040032514168712095938892942586069013122125712588800000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
14445229723772577555676574902272681187649241810090093475691274092254227511220834272379900997071315801822796739751895239746799389703263177471398491977896650372788118938792626246117513385228851511860335368987657708070564255191718113437801568096065180194513167370555141128455786558840886423215479300598968408284411997398780292055613660505200355420673957796821714930823679126744280878808660535745943822689318397226782569162705627549195825052908987394081657251218720924346302704063999031077598357868846961733243650618690648233040032514168712095938892942586069013122125712588800000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 = 727881777998812050703<21> × [19845571300723169206953045013202258107613575659985604933283836517013126514499285822982331182869273214028593900738371607386330292273345697835994484163991387130928575244328849916663562150231724167577964775070423402628166806228748031864674244588259157605269513823831613010785302424981745973381365182308327248392300667802613778324510283423970356968788871281967477308388555208741115806819566009967693838788068430139052177764885890845886707000686280736931385987983481578883491889603597310156537746026825954844263436218194824388883439522524390811902723313285666717864352047464586006377736338357233156892688182205868821228399634116754185350390864367<641>]
Categories
- n!/n# + 1 (index 303)