Number Info
ID | 12452 |
Size | 311 digits / 1031 bits |
Value | 22214972052728542874210389811922397508986435072405441279418986213085247122932546556216042629997374051393201807316118610083029829921582121056016095410837853450364004789218919639651778107235585841575108176915698438999755844913225325484468703653529469021163289729191599944026318018528152686559797616148796809448636 |
Progress | 100.00% |
Completed | yes |
Small factors | 22 × 112 × 19 × 31 × 181 × 199 × 271 × 331 × 541 × 811 × 991 × 2179 × 2971 × 5779 × 9901 × 39161 × 42391 × 119611 × 1513909 × 4247101 × 51164521 × 220862269 × 914116501 × 1550853481 × 1808388451 × 1369471729429<13> × 3943480033796491<16> × 23317837226040061<17> × 137096217949680001<18> |
Cofactor | 234520552744830985106061440434543768399757743768342315045712771252161738438498815017141160544072850990610855737745229405648514311515482588431 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
22214972052728542874210389811922397508986435072405441279418986213085247122932546556216042629997374051393201807316118610083029829921582121056016095410837853450364004789218919639651778107235585841575108176915698438999755844913225325484468703653529469021163289729191599944026318018528152686559797616148796809448636 = 22 × 112 × 19 × 31 × 181 × 199 × 271 × 331 × 541 × 811 × 991 × 2179 × 2971 × 5779 × 9901 × 39161 × 42391 × 119611 × 1513909 × 4247101 × 51164521 × 220862269 × 914116501 × 1550853481 × 1808388451 × 1369471729429<13> × 3943480033796491<16> × 23317837226040061<17> × 137096217949680001<18> × 211168537607802318179066122231<30> × 1862469724359868565883224331351774056851<40> × 596296794913351583129372009913464489324277278818949749125664608559040851<72>
Categories
- Lucas Sequence (index 1485)