Factor Info

ID 130159
Size 946 digits / 3142 bits
Status composite
Value 5052284525118987875843033199157131474473168471788043153277504051876683871684428456714951510108180096647946461726521144480701010040929729318981888774834166718847210798519151715120061492895818496356528427501416833827348628174708546550464505150969743088940894322560015123047593314564178093054078709728060044609359935432553509027361069519058071838836218897556011434480031672610729736658042952768476259485809800007567869412903399548593752242894823614368049168490912120816040770046766763944210962560521070351424126142288454846694815815446186008889347177340469641848057237211936702712223872406460998540886144854201862766847471799189160315023246593834446854336321181702185045830115071587035043796119064339198580182066371576789664289786900065641495863621532527440656770517284953751159668913995851473204778729115512727208843231906427668340861482303144078929137914757388774584985356967942635085398714385108468931155356526441162428222289223234544958444139269

Factorizations

Primary (ID: 1154) 1348763794031914156041797647143983548205749 (proven prime)
(ID: 130160) 3745863098842525584872988631063753941534001875944156080553106776212681585165743803562356544992958518594600159429115814596767122384684056177002281380718809956226682712372214237545130709539115116298356282601995798912684535016811609210736725201117408161769112700064076468379647529977740041343441149557320031702640931244269471230836690356749471069745671886164190436412796152042500960713604656667780351408362739279228117642549775052024306930706646597705201365151881624492550241498368886177715135351942933546073583200944237491139220598900447936492118017839892520362355801354840997702228203869024082242258946305182502106104266112674561606304454976516253537684183082610377011208457571834576670610866691549040823927100437628009703041299539704545113394597017277182835180912798678353146819816279589445055181027103043488003093329773543065761941968452161130501043026087349970592862789241909959862448761985253567326481 (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.