Number Info

ID 26660
Size 568 digits / 1887 bits
Value 6598094922890789076347105798466823702272832443748004083900403026612316342123313149326713722318872466710600281142965760664418693511552486887658740924407790853778689757954547422731896403359747291257658428177492073257718436590104848507893662950265885237357651391877776978677063965776339820954133045090676437253811143862727406744129409341206058734214370663191345388824339146536875185829225643060343164471974632180191100628193012189378689660440480751837233657281023524737493292182132247896109644447887339461035569478833641291879980338926328179606279346537995620269059580571
Progress 29.11%
Completed no
Small factors 199 × 419 × 521 × 9349 × 383839 × 445589 × 1957099 × 2120119 × 768548899 × 20669776469<11> × 271205000639<12> × 1784714380021<13>
Cofactor 2977270419857202276130529337900314608725829532065218473590811177915809011359346010411607856696114876780276611392967513983458904585889041006005872477616462944551567516339622677091054799802760956446636490431597269664874338113930780049265703256587506228106391771209465616973060633070642196016372459971288909361149853049266322050958428142320597342409859350787160763818626670255928277132678823979815635704338467439603311761028395877010506565536842593315048416294554733037352265241326133630376161 (composite)

Factorization

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

6598094922890789076347105798466823702272832443748004083900403026612316342123313149326713722318872466710600281142965760664418693511552486887658740924407790853778689757954547422731896403359747291257658428177492073257718436590104848507893662950265885237357651391877776978677063965776339820954133045090676437253811143862727406744129409341206058734214370663191345388824339146536875185829225643060343164471974632180191100628193012189378689660440480751837233657281023524737493292182132247896109644447887339461035569478833641291879980338926328179606279346537995620269059580571 = 199 × 419 × 521 × 9349 × 383839 × 445589 × 1957099 × 2120119 × 768548899 × 20669776469<11> × 271205000639<12> × 1784714380021<13> × 2959707364050967146316591<25> × 2900839194578436063903816717541<31> × 108835751314385359695803745095581<33> × [3186209110916445977541203479064064765598744805432248673285227105364835443516448838665007656203808291684080443424117815866561164448901027617691347506435520756993384796521182887344486148163804124667783191893647712795128625015735120525368347981280316926053337271150129205626496517486780373179907373901441119862273285884182671090845153192970928765658312390903950244206011523699597693045856113352205937209951<403>]

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