Number Info

ID 51548
Size 418 digits / 1386 bits
Value 1190421055692492382183204728197868114436353814138311916915469222098884260248216825014067844455539676113577329184654347877303384507222572073377333297520884455253442644389199882581229512545671055495328322809512456126728373464799997737615134824092534444374935354719655569065087147239855525711684921252558345361728299642262239141686674664564629680436515872975515199100111472026853012259601343203030410222709178924560546874
Progress 100.00%
Completed yes
Small factors 2 × 4019934421291<13>
Large cofactor 148064735756334705885618467079520321184372995920697238818168201792502620381052765929224985071557555988539698568297147267138769674689154353583949356637405942609339942984926125958312306910880983855880119369413741321046487789949812945451572540695399471753001124661805635275550713705223029847934566328720269906912133499756833153177972921142716502082392411839243137669293830241730204963823011071215360229288407 (proven prime)

Factorization

Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>

1190421055692492382183204728197868114436353814138311916915469222098884260248216825014067844455539676113577329184654347877303384507222572073377333297520884455253442644389199882581229512545671055495328322809512456126728373464799997737615134824092534444374935354719655569065087147239855525711684921252558345361728299642262239141686674664564629680436515872975515199100111472026853012259601343203030410222709178924560546874 = 2 × 4019934421291<13> × 148064735756334705885618467079520321184372995920697238818168201792502620381052765929224985071557555988539698568297147267138769674689154353583949356637405942609339942984926125958312306910880983855880119369413741321046487789949812945451572540695399471753001124661805635275550713705223029847934566328720269906912133499756833153177972921142716502082392411839243137669293830241730204963823011071215360229288407<405>

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