Number Info

ID 57138
Size 721 digits / 2395 bits
Value 6775421261674273687568044180396957882880869431984925580496471127998319274010720761297677589642374998270988404972764074587193366840681768708286704371554240965331111461080351061087083485918145066466670210431425754094087378106278923851691297268346991799441781717004362045999963066891282434935439623489846577023150350105052848966014652241122318711968340585119295033598003612234079526800406657713964745066896112818236811941291283840448193558371512985162639890002700107240284350874511368041500667487089110156761604553596379026693245287256068848100083932674513053024121672875908654706405265888797019383690994204560740400668606463999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999
Progress 1.61%
Completed no
Small factors 2003 × 2143 × 89413
Large cofactor 17653568848834309228795791472897299225515991033859344930636176447931945230696919657223252386232035759815848991306419253883524546821193066411889000658010881001158709577606768219203342360123142672048225429709977409254276854199743130770327120594495136258803202989438567143331340821011292046451072222745054155612096234534583477404144714632517482634965039948312321254389668686296388836239365659395718476486139517931542140855882387081641215324732276036075457963904049742744394103817056290533511209263633444183640179835122914889123145843386722814832460420017631310899823168477525225058021656446534208617604620358722297604736983696838199005773316349314810811525240598649553417071139399661856103599103268173468553885887 (composite)

Factorization

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

6775421261674273687568044180396957882880869431984925580496471127998319274010720761297677589642374998270988404972764074587193366840681768708286704371554240965331111461080351061087083485918145066466670210431425754094087378106278923851691297268346991799441781717004362045999963066891282434935439623489846577023150350105052848966014652241122318711968340585119295033598003612234079526800406657713964745066896112818236811941291283840448193558371512985162639890002700107240284350874511368041500667487089110156761604553596379026693245287256068848100083932674513053024121672875908654706405265888797019383690994204560740400668606463999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = 2003 × 2143 × 89413 × [17653568848834309228795791472897299225515991033859344930636176447931945230696919657223252386232035759815848991306419253883524546821193066411889000658010881001158709577606768219203342360123142672048225429709977409254276854199743130770327120594495136258803202989438567143331340821011292046451072222745054155612096234534583477404144714632517482634965039948312321254389668686296388836239365659395718476486139517931542140855882387081641215324732276036075457963904049742744394103817056290533511209263633444183640179835122914889123145843386722814832460420017631310899823168477525225058021656446534208617604620358722297604736983696838199005773316349314810811525240598649553417071139399661856103599103268173468553885887<710>]

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