Factor Info

ID 107354
Size 946 digits / 3141 bits
Status composite
Value 2302420091378235722485120709996674211223938263038542642730180107745707649965715623559279494414108908708514216136829456983865668352867116839896686145803104060365960039893090633189187632282178538430575045301781432478131347453092586989394417074019359541885139565852214131689286102357452043796763173041285799902578350554724264079373062712149861663401963689172170326183780912518159147592697679031282410808337383639372212543028607970254836484953841300283182585968406427220940282961381516759512634847220133793760816339375093540376704278636480353099909143207908987066631099545372780396522293934790450421569265759147965726976982499772351918193791402313745031714515444567960920481199613065155818510661301106756656219196977218935186741245146102831446158419026360477877152491102731669454432612337550754401800392786089427766260567898433054396508183576181469262619318051021640053862040001573060000035586165004537383657869722189925694616946603643259435202867643

Factorizations

Primary (ID: 41902) 271673625590702754733 (proven prime)
(ID: 107355) 8474948889028370227381051424823758841126403995078698236440642643733233491001059455968385992390924900580043058410524292952672693592932543008708311860292305653216204745433972432274178669256689612602697054780425182436713853774806531655590962099984534856361107006622559531408146494792692057482951960938926222194923846336330596536011141012804953854315308746659420803026614868572872176350741946727475542272469204178880679965364893313444140833228603940395893403508469602700167016762848454348527446091735178581710652726170643335348394376566207634523830394414719862301620849794730374330105265945521948748907357965477680996660555550125106112206214199297405142028337693926168686894913583900111791915330565179869827529757665871163360003109507157857038328291501742074969051610917554021539566654907285584285176102160437729514856542827443609584951247005055440605357083552178264203805188647587891997343060543464629677585054094561916409995271 (composite)

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.