Number Info
ID | 12661 |
Size | 355 digits / 1177 bits |
Value | 1059406378611279342531863599147724624205075488790705731920529707938687146636845675542247393273369707068672052510575517822786483495459093817432869524077138575098419891901244756742086673683831348420895984755206609420919099246100748686761677373735140890216083200233700971597893496757599189165201791936939517963771853872303071849466426651834198974054432377643 |
Progress | 100.00% |
Completed | yes |
Small factors | 3 × 43 × 281 × 307 × 15252467 × 200872171147<12> × 3564873012035809<16> × 900164950225760603<18> × 13253086025993542387<20> |
Cofactor | 730609189236634033201200355506102939988031403056724962838474902651155410182859446448471641534593466439074937323100274881282014560314117099619618650593309906604640089927007544628679672599845514449445542789230465786399242894310459501187095177368698319404930019218709325990149601 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
1059406378611279342531863599147724624205075488790705731920529707938687146636845675542247393273369707068672052510575517822786483495459093817432869524077138575098419891901244756742086673683831348420895984755206609420919099246100748686761677373735140890216083200233700971597893496757599189165201791936939517963771853872303071849466426651834198974054432377643 = 3 × 43 × 281 × 307 × 15252467 × 200872171147<12> × 3564873012035809<16> × 900164950225760603<18> × 13253086025993542387<20> × 63173087693603207627<20> × 94742390699416712642268381891542743789507<41> × 35454230865732175662584569764320356456491109752900187<53> × 58374061614297691679931432042568195699952385814761743794742747<62> × 58982164499104701860256441964082780229924404545164243505435901547077855919083321044967618145469389481<101>
Categories
- Lucas Sequence (index 1694)