Number Info

ID 12667
Size 356 digits / 1181 bits
Value 19010276120988313527495523174629378122805124810957591815325849918105066547365928693780408552974271188252186988735732513239895842432058141383529710548282719074193595354574485011612414415991606713740662677523569743702893915034296423718436345282961025388873486741503594487255105644162659400078003884491857660715474607487273068462661166749564474330173487403127
Progress 100.00%
Completed yes
Small factors 7 × 2161 × 5441 × 897601 × 9125201 × 5738108801<10> × 23230657239121<14> × 17276792316211992881<20>
Cofactor 12244406428093160518060875062452478695649551849502234474517505718324088388265207486933260313463095252413611369824855674723390409654703750549339817811816849102468155896976232961366572366048654519941340444281357752988402963284247654243694295392953726137102498360128532539433983999860104253866961 (composite)

Factorization

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

19010276120988313527495523174629378122805124810957591815325849918105066547365928693780408552974271188252186988735732513239895842432058141383529710548282719074193595354574485011612414415991606713740662677523569743702893915034296423718436345282961025388873486741503594487255105644162659400078003884491857660715474607487273068462661166749564474330173487403127 = 7 × 2161 × 5441 × 897601 × 9125201 × 5738108801<10> × 23230657239121<14> × 17276792316211992881<20> × 202651434497980898958001<24> × 3834936832404134644974961<25> × 15755414728716198693573193627544175078511112015268226347417108377181940132398319002519183621294579435817494546033808948619263455960075891341758369119325070748880608009614802901328646849844912694137325135366906270133961361610940215597483188814001<245>

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