Factor Info

ID 188470
Size 945 digits / 3138 bits
Status composite
Value 261427423357667349915875212846303174206920460950524369524168744414732498337933502913418168170059875251511494980625949343393018527809698786100964605840403391491458404608567527353028799493347901575812812126952143659391582618642885061203180651760996309792169646339767131385104283505388960038950107682392160080810415833294938077302551279170811319664456183979326795782441954704065677766401693369710473188675334674346752564953951886552041210400062623315812764121656662219286863208755026999778583924171472208853824689910066894839482764064085713118095635332498593843546272586665327678681062172613498517999192342832799271752107987102265108713149742564921437804187714647960156215443180169829280277372344158775561725720256613831695893835716677596212630563392787646203333895761114525501731947594629140696677731605593991656920865727554522633405685958116948193628042011485452973668941040965398497178016343280363052220369081949278251408828072579160602525472293

Factorizations

Primary (ID: 186440) 27033316496727616821004456033066921639804941409 (proven prime)
(ID: 188471) 9670564223568837423720392554362150506693473798127389619465540920526997424372695093970860685197253640461087051696596889853527428119598626548889968885200327563272912113304849885900432193379423076156354845196018798179585926745061270924750108762961081956776017321030969530682588242938789328405484586066367917851553583446948697519586945022637955673350742446737727099030777945314685507442134500756655977993094798912299115791357993972924215598880917987008984386663974850877570914335433357791131803816699045971362335156535676767500532885632280646754343472307638054287814994876069324902768388172689310691866219152131223973716354027251726016407811303445858624725093506468616885512715991345450560210292670416950200001371091465771601748720471370670813625913345840813767429475994617958487877516481119269154537316613690112015627543859388813568049104944055623226104852665711364663818224506310917985089246205278277 (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.