Factor Info

ID 200989
Size 1559 digits / 5179 bits
Status composite
Value 84967476797666936580637437315695236726615688973449258797353982765280481188344518842771505105527880243333176239571383357316417018045489076036194814696022616004558553185959931293323283473022304375962438195418926838039368820951644531136679892892684353222676994745565886902729546051812841756132237319632072201301147172891107145854787671867309064182255822185698377020448435802515108059802926358729026060561337056375053406063115979308985971041245916434715522506376217326491534088707960539327010502828091254507862666554719803272257500754457776271693022183481788481752542390736120272398278753466700938015083806912489399539984357655077913046627130254064355575853724323539518088448912274392662597670442294316297257508416379817929161373235905716040071769099025012074988867709054761754958191431248288854711869462257661799755250528970741141478826265790907031174954690722940913772899180866066445352866496803550298340767042715197181262158001224986120730540429346998951696824796994762608034106636433364852645738963687436407304791708917555002037087122207917686264110086927241183281585425401653069234594959976040317437189159293176058622073734053859986587626062649546584570310085779502815758696326970057906447659730597557107993830068348480138559349373138716856099413191861021097039926814775679583039324055521855667233664045021065272161159719856185217535385051513563390553186471552747396969804807156247853550757969804646059847943252373420490504302599001118566934935714000087581433873271297225631538520191114350329403946413472167899829291607791524438747930275158018066620454121553

Factorizations

Primary (ID: 200990) 493662960033771808009 (proven prime)
(ID: 200991) 172116370229304332595760087185069235202042360056410592135256884247533135428352358785879729095755666360195192076960790193229038815103381394887140345188530040908504720985080577892546422447899386182289577326039806098765426705484550124060541789052139144549728368247597433068850929724787090526754481417768951466360563131671736493665325832409230855541001431043173388709706175907775180970117672301505022101429145683152502617443282589086330189722741067186848626933894728030506430944392560175941027468291790848441448738285675675576426422683300632315047316125377746225512960041820784302562660595833954805279192791748883734227385293080703634274354735819601080472787023306029676174633538636495023193367492530421744053046377325654550616392729873924614863394892248967260832946317247266974435985891280298663952666144072209002016212747908265409766959242856789519297674653158293352343654934704065179831793287303647242498755204879189143664917792142107235320124108462741333989831452076999000038999364909133110941835272660691110611966273768472916301832979248546126681539376672237356369692172331215839981583784755985346282942599673451577882883052986679716531214213901079138452662079807981507594709029637846472651121503470638273813551345631768099944564810080501664111718938415462888941051010619670390077475383183087161243333139913196241477756648915806884810999803174226251345755642301319830722110799857855140249398215976360906072844669916161216841982684420235438416917257270615378807620465118249637048741479186136020401039523436444747363211410209989329587620617 (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.