Factor Info

ID 176268
Size 936 digits / 3108 bits
Status composite
Value 205885736671933989195168440254797587486626475361208956337971083565953047996917219761306074035444303489117319580901320743374423990444833112685857849709545633083805719818623392490371208545548746375676895810570779368688083275682698774979887549557166251849391032694605991648930907636299508516623579389215555910170492531175404789685111760467647125973094893847865466016245655670130857187718401076508450987215057801057970320201728355566470500735949013514999393833932493304625417101827315315301103528958011315776138548580587752700160045254929158810650711323756182185164468022093455470857563982762603848282345706968560915148847701451004729471710962394579981196226766210366419255537843012250203591045885323696787097794693328487322088051554377831957376517258013039651347261993617067585384643395131930534113105485335950958690331914286357342044328549894808639603695912565167266342089305539272552870838264385360535642832492266468656861669626599263731

Factorizations

Primary (ID: 174090) 461031088720414360613026731913 (proven prime)
(ID: 176269) 446576688013311870273215176652434931639657036490577217122882472588958018639538292902792893050705338040082226539602481612294569619007663179979292871876946528630291082196586728147782425174738901260960202945154308499494938686120248965168584107364942217485966183287127945525848791004823267194738706698494736320716058492731233616506894356772249994046512911644709702187844762961775718672232058186676616610857166896853411801292828613999226886455604187045046332532945782030326286537562731230170897405389595177557061764072049072369395797863328295991783001007502497824188660015444222735858013667810566193783127493708310063519060074775560320503906427742209445781513329515344653607983229060670324144021041432489479096825470195078535691463676417631112450167226413408088521689646289840003030924291084031209864198793949093777793089763575330368409331171761235987053437992155936954825157242338094618329824356042060118892187 (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.