Factor Info

ID 59199
Size 946 digits / 3142 bits
Status composite
Value 4796968683245917059741514406368349544569622214060374078560695336466758936000817086449770514011295161539002142076793892445568153906869450068405694965747861709605002503638238421300229701380910229928182041363104588946078396608505490946402247642989611163539433576261494705882323523408727139997839953118859512076947265616977950669178622849761714707155565514878770252263600618194783252108144590165882323836892396190471347469305790834432161248073044061670164162143745165993085087965977348566906584163202766311580389443347678703446623429455381117295231033988566653447163241420315972090719951119666052129913668184762653738137747491631440202792835892897945233126880840810638658390020354933269502418401960891571622196390283028966060031601034203544746808604835029253663884760809701526555340153807284976868793528968365771884302565978049074377831757672149479113339036700830545172387802274058480621790576968769713298305058974222993144594252226580711316716222143

Factorizations

Primary (ID: 57224) 117130686705550609860341 (proven prime)
(ID: 59200) 40953987534494642834807746772844836748670893272442250499811787921123926018963243222631079566869084617206268573332389543603298296596409673234057239363526670166927466030247053848451509847909310415339412141667089516126832313384540150332476103327789666539455634301567736875613596640445770720993600619821356478599095544250163176026008129240426733753014271398706901942097503561190721220263784306028566081400998303965630747349773228004314782311457187398859200626812022552064258561272519304310234289749657126198817510853410072488964855486276298032844143683504445193738003548971331895418828994480936368549063381426787360734819717282053965322770375496587074155730682082724889946624193082084211797851968844430034754376767473226374028323193966227433665078240556263134153570390469541490898213092052811651237999736851975961011611015664851616524270394102378386664862890912845247279559753473665393002243456599628779150399298236424929652323 (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.