Factor Info

ID 107012
Size 909 digits / 3019 bits
Status composite
Value 478427105326398973003286781408177019332927185134339095823094082399207158641755527146382206978725693072051076437800768552569900218789990293239224465998632788718733934928181938436792448325674042208094637091909104749514467353434299236587918622375083809026565669110303822613915547847066545088555867106298422421410999938485124649519643291049739770702365132616484084481344730442170993865219221377093241489745663262940114938864479852552954035822108602956508939703388271495435296291249678635225432167201582837353053834006286791656782637806032229014207276458268915810577928500039786323770216917258536401977423678783692173257764916345244969989962309947136458139177631424767231423123688881696997617537401692786166376617103878100911141382247265115289485473565055082193610725573442022819218379773989928254266221089512868294156676704759537710210440413421976650002833608657871032284464790237192773840518003629837115053218661

Factorizations

Primary (ID: 959) 14227819087566557566797401 (proven prime)
(ID: 107013) 33626172949056405884039815677061456299321538551994636785274829687900761759629689157456657355686124122156716713606066208453880392016494326288582567929964222433429492365690643904153267967714224582587636285854721675048479778975035310174960746465937326055237972506784864042453773876457939876058166120107563638918410524957324807504692136603561741744816344589707082121301133701320550802400769506926680675960796809723708647352934605946260445545975106086879337402655015498940792671063220101761638919096747551075597745771770499378574846092386694942539164898781522843239956353174781691799768088616628439598283703513296043504414798427690173029533241901866662864128672022812425254486771332622820491572858173468631668959372217381829793542869113032521551694397320833070764990589710544748736303258800779310958855076516047213956333829113888803922786418840805399571053496262885146211911265967891297261 (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.