Factor Info
ID
223974
Size
1957 digits / 6498 bits
Status
composite
Value
1012274714985135277107739259058608305138820597828262055625002389825442434660219833831285039109442798706175757660018921291091541108577847665832261099096790836643133088477898714221212917748424978012588218129820729666109060544436219519471784461590592570130731512461816119012022613119452262956780205942817296572222098529497587846865141408012987991965988424772931328904960846071012032291106278450226254938533730069428780186192409954177457953489779079146220036693317585055356770785519179453365587603470161571635658683539202370616788451360410759560899899991870605728895130208167151918109204842683825918267106483304863824971971764227523430715033025150389519755176777814380763164904557305483644029745927918770463302554985928715833286002790057005130584322936442847536080328646919393760784693289465601994004996884935933031316036403964460467001104157778272663192871336498545750171316380075642765584356108382221133412391284056399725938457826658679013319877266403545115839975769866485332469485675884383373916582302393218899618482649121357797951831248637278448810499655776019843636631002574159547311217963114796733350880282058700308223956880917515787367240634223235914483112960369146987793153472281885924674112991866341120093210070113517527398251382540064876229885227136429377480726999827095655641809216300796559725461695859215958934910557224942166779503282407816899166788217451522788979697101683338172428930143109356877290663341141034211605125611970787355708442983925268501716055719562843419686483482733229757382198439879188266189622565832325316831071989745383037158148356446566935905682033408980121695748520670139788346720957157223644603973368139660408146983444024232804964106605097666116771416538085461346878752265442978301550939869843343191965990171851269889942272914128374994517986451862752676973150733275679895957984019070480030408777810176758595357556797447526654076322563585998843363732465394793874250443836151534237079330822477719293638726117139857786238855543077
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Factorizations
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.
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