Factor Info

ID 220846
Size 3202 digits / 10636 bits
Status composite
Value 3995552561117287229051833628626509369701475072534918461331814023344229001235469211485045874831810093798588032794085183751776482196570857145368616929423213123278737657887189042540371229586102566972191335368139130375567506964337948837076511293952217478936586816917895679574184019896488510593082412402380248821195382182346714238068890134654747410748422340923530360629204647213357610730968681851401678272529092277307598950538297312775301760180793404887543968540214363194054219793828507747313566700395361408101065613562890622238596870161090184781209267722642874442247675093955108580546450798346790974090430587368300018597637285872161949783347046310664013556284566107842289359096121980599107231425846889748220323033780052259329610310901814057289923741799764835490848120404487830717278450868475837143110638115975939654747830898870675160407645466303505531810446274203861613764222382463911227826854839988175612235481402886221068766560185590673453467870966524027119032372094231479490328067503436040468012541357120555692156158524694617366709995991344062072851355832249738874041487089598665789221104839747193783715067066263282415072484935023180251407281946166475275766895664809659319944160474592876729179160638298730877407832818484321949616626311162415818885220012782893951733936543703424048118764865145659959641611502231495729908757255485921241036490313311126979338347328578337437735871431940924459353567373929887508480731632954965803788370257041651250067299964231450524485059228419645968231023887967125740677120281798499009974726742275714233081674906924116327952235006132673904197197404544290506879749149047328035702098514903310175936340158441339013303326945801029751132220077266961970405003745412056816424044069533040551515589660771005548915451778495797511601730565763041226473355861728952279383757042666762608694242907781868615460319619697881816763600401849067539134055079355630334341225320606042493528170614725887444611424575622108093553590370234489085220861519367288289525873456991041455345429851296751100086753843871919243194811004922850924167471127514425510894999153180484676434308408462035192723177084886792161046583455045325975716222557109276792153841249933225873750434679799825175265280847830345715910464459732958909969590697174479984454298976926030399425237614868267622762145990586834066769624306954101254468152110387663477282244928232805588664663066616421389629543880675504835910153829280920147399878237432799028725941131591623244605261081640787208652850129402223520422531547872367023074960022254868648303377885230137126829762711698071507156496999709779419797928176950109603802714718497106814655629335460556130792658723472066986059727642364264824192388791536630613603841194504627030718568743046350511351519719550698932943289915451154341505741347644682683263372158200122210139262483306553968848414549601409246169192919849368850155368286295947523292137942519137246765520864372971256992609937138705524866720852211180415044455503856103389512335157777876019240056094378487592650186989508757648493615035106307626114424079094189561569933189658737501402015361528834812290381803899043886271272434294671256246824693768355936093276362097548948991922008167169568505223173919069488853190315948709185750099789185821

Factorizations

Primary unknown
unknown

Primary factorization keeps track of the smallest (known) prime factor. Secondary factorizations are old results kept when a new smaller prime factor is found, which occasionally happens with ECM.

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