Number Info

ID 52816
Size 621 digits / 2062 bits
Value 416661914453569844909235537387558390323768154003483759161428467228985642691613817166078083788460676948375301438334550567711926221196779694176086318526947509654946476921360323771767608256195766824575455352592537373900716647412094357798910953328488729336502995465062832687537981290035639023336423403284886050153435983505999981807456716965810257166620122596805703460048769991432417072470014130778718623353431531818690319454372438538061434439212401248446543132124982176685220820210461147969661063932443433381265473656682200872814359565252839763586124543194027786240000000000000000000000000000000000000000000000000000000000001
Progress 0.43%
Completed no
Small factors 487
Large cofactor 855568612841005841702742376565828316886587585222759259058374676034878116409884634837942677183697488600359961885697229091810936799172032226234263487735005153295577981358029412262356485125658658777362331319491863190761225148690132151537804832296691436009246397258855919276258688480565993887754462840420710575263728918903490722397241718615626811430431463237794052279360924007048084337720768235685253846721625322009631046107540941556594321230415608313031916082392160527074375400842836032791911835590232922754138549603043533619742011427623900951922226988078085803367556468172484599589322381930184804928131416837782340862423 (composite)

Factorization

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

416661914453569844909235537387558390323768154003483759161428467228985642691613817166078083788460676948375301438334550567711926221196779694176086318526947509654946476921360323771767608256195766824575455352592537373900716647412094357798910953328488729336502995465062832687537981290035639023336423403284886050153435983505999981807456716965810257166620122596805703460048769991432417072470014130778718623353431531818690319454372438538061434439212401248446543132124982176685220820210461147969661063932443433381265473656682200872814359565252839763586124543194027786240000000000000000000000000000000000000000000000000000000000001 = 487 × [855568612841005841702742376565828316886587585222759259058374676034878116409884634837942677183697488600359961885697229091810936799172032226234263487735005153295577981358029412262356485125658658777362331319491863190761225148690132151537804832296691436009246397258855919276258688480565993887754462840420710575263728918903490722397241718615626811430431463237794052279360924007048084337720768235685253846721625322009631046107540941556594321230415608313031916082392160527074375400842836032791911835590232922754138549603043533619742011427623900951922226988078085803367556468172484599589322381930184804928131416837782340862423<618>]

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