Number Info

ID 50391
Size 400 digits / 1328 bits
Value 4203027678414187450756234650759876106259404855253502784235360029944677266494920236715166358515256433598540191474542538587046993540603987352936653647851821478124318947443077232489693958870781587135840735483911113678256536300597786274083671270804497288872138410667550447766530335723057018859988329835777996352272065474643880239173370438522376305334302476861440000000000000000000000000000000000000000001
Progress 14.76%
Completed no
Small factors 3049 × 16339 × 262166304912409<15> × 627553724582463641<18> × 11380556135934527053<20>
Large cofactor 45059677913096622421768248925158060760278292953656168428961865602565749209028951888573308961290844133250331592093382995421152658868221386991646537757280138477234526036124232652934693469447155824939726514957720586785494684465271042856358133930828195559527625193919517302616735490363801574562076635422649372894311056717047363164914952424021663 (composite)

Factorization

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

4203027678414187450756234650759876106259404855253502784235360029944677266494920236715166358515256433598540191474542538587046993540603987352936653647851821478124318947443077232489693958870781587135840735483911113678256536300597786274083671270804497288872138410667550447766530335723057018859988329835777996352272065474643880239173370438522376305334302476861440000000000000000000000000000000000000000001 = 3049 × 16339 × 262166304912409<15> × 627553724582463641<18> × 11380556135934527053<20> × [45059677913096622421768248925158060760278292953656168428961865602565749209028951888573308961290844133250331592093382995421152658868221386991646537757280138477234526036124232652934693469447155824939726514957720586785494684465271042856358133930828195559527625193919517302616735490363801574562076635422649372894311056717047363164914952424021663<341>]

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