Number Info

ID 50415
Size 422 digits / 1401 bits
Value 28829349775242721642627079555886834893707499781251734534137371586289608261858070225883274673719140124760239347797199554032395748566478507714681242445930448682326967849467573198357905221619211052856123234936805682421600586296074444037439399623959197084232227352509447713281392241996967406323800110984217259807775664260330562149934626704637024781469634204306011001221232682912972800000000000000000000000000000000000000000001
Progress 7.13%
Completed no
Small factors 427013 × 6474103 × 9568847 × 41533200281<11>
Large cofactor 26239716528663444190341977069184622088136348599235416852477170630116904596798588445766068979986525060835241272838945664584268599677558105785595096840212474510471092888282144753759265683356797926778558418528363011537514971448392351844870798636800248327408729654178814203033129225648766684632460721975429991143225800938897242323712257383686386746601662271581039322346005646140380123409025293437 (composite)

Factorization

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

28829349775242721642627079555886834893707499781251734534137371586289608261858070225883274673719140124760239347797199554032395748566478507714681242445930448682326967849467573198357905221619211052856123234936805682421600586296074444037439399623959197084232227352509447713281392241996967406323800110984217259807775664260330562149934626704637024781469634204306011001221232682912972800000000000000000000000000000000000000000001 = 427013 × 6474103 × 9568847 × 41533200281<11> × [26239716528663444190341977069184622088136348599235416852477170630116904596798588445766068979986525060835241272838945664584268599677558105785595096840212474510471092888282144753759265683356797926778558418528363011537514971448392351844870798636800248327408729654178814203033129225648766684632460721975429991143225800938897242323712257383686386746601662271581039322346005646140380123409025293437<392>]

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