Factor Info

ID 224344
Size 2575 digits / 8551 bits
Status composite
Value 1122834397778112501181437442613415490312809323830567844633197282137845449967109427552068201674596295662006977177396633983987335237733035080317421689797413707166633523826802172768841645084389906996565824479803954063242006788374793796127716114599679143747498980028008944031918516956013537593536276046105775792767235308202946043418942219719991803559922564982768387036345944446925243947927300753839415129915621102893301244548146862874451616838201798039236726527295870429889333308827555649277801038930716612412440226091354844115174984019199377374611904716254183184495876767206501023096273146769724981066588546730207439435107418550704582217722135540472571653236348442659632379165431986845199513115410302883553299688104476343696530936390604027821083459340338143852241568430245899635637249748229610887457450350852060137680794966771895483143349703164350550939709611297124328377126279340607246170861013064079401950987978501959959032696021537766685473482685680940496685886917077067474354073878965923632876754520472353688327270179432669141108225829501037951817107205165114081880538413512001106878600563369287502608355928081212184494258962426959707350074116054942551938127166309471635065836713661638704986742548663245270307350777422435436704747493656767894324288477833109982453144092369882092098551424759160388931218082289853245871704186786314520567102692471604324299325281214075695633437333409530830484133420084245157907866244491300533454675156315079666647340086301978560484692550529555134565866828781842329543292456408058344278019352771812308747143731429580578101351943048033631646822143259566501338417799721342156407565882244400143180103132297499200362650203065973707251915016400147079074867575044805369596761119900298062551339761207940299367336510410214509513726382968285198202839249884435365503872965804504194553856956370323344280018380424081389015188349943755406863340548986277239925587768276378363241926371145431456153131802906725318160158931704184913469462453668637237380326019132233630800068012852239382095462282370765720605441217201614869076971203769778101009613442580686433695516573833990907843873360172075251145853052987143196073799968869025110484623912063659797912780637863825513614108655634831597320599994437966108034244521451337612452888057732876872261346272254858307569866980119176806400000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001

Factorizations

Primary (ID: 224345) 651830612873635603437773 (proven prime)
(ID: 224346) 1722586168250103440383829586125607499056171288322896591121773499406546747145558527107296181933948749512245343537808057836608720909246975977254382120639788062482850851393510730937109534843518656702744178256697706668127439658631485119460653400236537280725629328325475841921191515915230095641909436833077928862698410196054572675757342725827678319623742901191778951645879313657703729165272224053377527445770410343415075268210985240399714534620490618984147675302522810836282616598567388471375783988801747123957242968315433908429690106750046021873410190524832829706684996524193310814382456437155805631028101496180065842569799902724265442311810511131720868399118622955138458307840329057213602758349739157274566794661043194498910630638101528747811212202152350428347721117339201251787946853749755593836504341744972772994904110170979146211751394670853079552853141595764659185453701352038667204091086027293876059375163413982087209021832835086625929547880544724347598709737682879907380706914733225971780335917002604762525337963884942457379846902606583587011535544914922427281457210624548183118957405662537650052505237610951175436905184841776932639269065955615962240610552895022017668757595933262901712408745554774586121680906778557325840024240929897186893627123565365168568189320280837857781964215097159903397293040840869585537679243596472618949342014113193198045100364060854312954562080714594608053475549798307495893906892528612112886470473250359200270615047004045800491131022896390858022585063510505452698236322545422104411292476466579754169414015722596630784858385535016296329722809142315648440711511307826369561664214155038741022189471990803630259571728283337976641487179394135088954730953150925487853344004925830070034693079407754500645865887948086072741263753600843432798036966578794861426134647724067243408081224038762111343908537041544161912605979941314392314026483847147330968961846692388225276950400665058295276682892622976794903186098153385669767940721703160467634901182439396828860518464166520795569182972062805733134969830857106956630206837461073239555227220474174180964848462917750828921712075674208704695787192139587333082693136227675346755037802268319973518582046839500271200614963777665433611592771330410787255112685435673171897420480729089062121102541491508647425815846019502283351882977482047560988485902346507831285924750251467313069214700551914604315352904520748330589710964853017606816036768894577063140351038904758682663133030867312512661694513496520746549760794187857477127207713187168095825895710641610184157036072031420840003599074808837 (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.