Factor Info

ID 182081
Size 943 digits / 3132 bits
Status composite
Value 6481523610176349683464926987245561242228089356569098047776987405344864890065769910297998267702134919921828640039679334841179209507757060988248869277028825331998988844788378526737970274872396480681633109288786983055675765801621436205205144100862836037907482349158378830676796930772889903117170126496949113553993010115805021900350283546991831284165742225351054697850729374328557631809385956195607160507793872549352334343327285698263686731867634079633828542296500247633713179325289211154352895848731090652634069665682232966270293701677793114599199288266341129217850365380447097557572383441411039027177305434673033984227305141523178082021183982767958290668608109890932630949129518307285471937994977950661014860908089449282831462250061204857154321904323402813176435573040905589611975660858408393782362861382123438381448398592160586090647888427290329980343244308118232954137239823434456790570989089336676421393751487677593375286606996911755241676177

Factorizations

Primary (ID: 11740) 4334155978714868393964082438987059017416649283501716992669805064170875493355681748852923207955496581433458678701061278804022885632989325890501016600979050287186862395092585056490727 (proven prime)
(ID: 182082) 1495452319207534086993851780036950675706694716257113451360588304347510869867219731056275592344245641699309598666316714184534927155072455601338360945458601430782228735048930931679714319761912807417377832712954260003854123462061308538167359649874576252675893751755550707068387853220282482596735010329338413140535262798788724310208039125587090173493999917879775142445188189241661094170993397728763372841561646841702568858926264750741936157384103378723472678507550040097051376664673045572871273363955635142700712199660481778125808038338926995596041724295643576422278391612643024137480614661672983620255177333881198919186033446317800961758790599316291098662216598155989002009775787977078066334599339027604618761575938387910151367535739901853351310921707161204048753351 (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.