Number Info

ID 50418
Size 425 digits / 1410 bits
Value 15856142376383496903444893755737759191539124879688453993775554372459284544021938624235801070545527068618131641288459754717817661711563179243074683345261746775279832317207165259096847871890566079070867779215243125331880322462840944220591669793177558396327725043880196242304765733098332073478090061041319492894276615343181809182464044687550363629808298812368306050671677975602135040000000000000000000000000000000000000000000001
Progress 4.68%
Completed no
Small factors 9902621 × 7280531411317<13>
Large cofactor 219929911320603872028913653552142565963140429499172443732621754628253774233112727688146458527859938175555015935290660663323771645295039991481646638080369511588770532712447512735275727408562022168719684114903086398836782869177420129506230891734127428542046213951879029860545927317643895494407544670402149693723322812358890387105441957259930660665139832689550347012401386448914973092117044533412151876268993 (composite)

Factorization

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

15856142376383496903444893755737759191539124879688453993775554372459284544021938624235801070545527068618131641288459754717817661711563179243074683345261746775279832317207165259096847871890566079070867779215243125331880322462840944220591669793177558396327725043880196242304765733098332073478090061041319492894276615343181809182464044687550363629808298812368306050671677975602135040000000000000000000000000000000000000000000001 = 9902621 × 7280531411317<13> × [219929911320603872028913653552142565963140429499172443732621754628253774233112727688146458527859938175555015935290660663323771645295039991481646638080369511588770532712447512735275727408562022168719684114903086398836782869177420129506230891734127428542046213951879029860545927317643895494407544670402149693723322812358890387105441957259930660665139832689550347012401386448914973092117044533412151876268993<405>]

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