Number Info
| ID | 49828 |
| Size | 809 digits / 2688 bits |
| Value | 88055390239231009838093186898360966010735176191861531093316142995953014427752141044867039740958186369697639918456474154455187055272029999431051288790515957756100327029700619765495763934012858684984474308498521434341790245399231705175461800960135441906659362914964694225587710818523109609704238990323657987739808252931359096567072022718779177225524676109976191752810849212843895209479876568498000158542621403253537986208096941810534276061297376801888678103310313461548579876728067778074315200774652740922968424404769683122909925668309796765461266420994700665798707523703688338770507471024419220479192028632309299351430692658916367096776398628244649113906736463561160150792803477758674419801266249263142007977981822041799665951703039999999999999999999999999999999999999999999999999999999999999999999999999999999 |
| Progress | 3.92% |
| Completed | no |
| Small factors | 33 × 1009 × 30313 |
| Large cofactor | 106628204491027606440003544293895442538606091197083797579090871015723367889100654973109534349009114341506524774340456140244478838347695115161154946292428136624506720234391064771520739357859231005525249519577339506547769492612566271987682202820825286326107926664862821906888836524413707479133388779177130061852849485555806490753386123401429004902070781889692341355243000874899455436751732890150916776523771717403500605341814502054908841573466910910457079941854668639811399048282517712042462422388216541943544937601936463657999980439142026449057970381542700325591975357466778049169007867424568690678006481617509549837757338770252222528593222761513151442305984700615345548090456045857336085619982632573762330063445470725980323871831085533436528343743017786218920914783379402192756107742259657050751236661 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
88055390239231009838093186898360966010735176191861531093316142995953014427752141044867039740958186369697639918456474154455187055272029999431051288790515957756100327029700619765495763934012858684984474308498521434341790245399231705175461800960135441906659362914964694225587710818523109609704238990323657987739808252931359096567072022718779177225524676109976191752810849212843895209479876568498000158542621403253537986208096941810534276061297376801888678103310313461548579876728067778074315200774652740922968424404769683122909925668309796765461266420994700665798707523703688338770507471024419220479192028632309299351430692658916367096776398628244649113906736463561160150792803477758674419801266249263142007977981822041799665951703039999999999999999999999999999999999999999999999999999999999999999999999999999999 = 33 × 1009 × 30313 × 66525556596492611218637<23> × [1602815668838001186080700646827925672379223585070870417609293616488609959597089575383884800466236898418112263095437577040125233312932512702697287364726882914614531159166678972164540285930283450756057048408096939673778713141303514015810415458681756744844378650904854704761191714172093688870226776562526919646305409016689742995246864769768639131209554835285066024523201250320164646968647430826122486001077761804482110314607072356649670987114109541226538702599597779663473832323115802101195421712188374638990576921394466293135381746112800098901154317929648796717459583220566514303860729169265928123705028762022991924578110556555425072857717973588063724273720174286501741083180315030020352244140654789988285848095667843232714677395825098473541445247555009368604315697646256763519753<778>]
Categories
- n!!! - 1 (index 952)