Factor Info

ID 65400
Size 910 digits / 3022 bits
Status composite
Value 3447062268063701944656767631561058087161521319937198878856529402224644159703015471433420602411842352119885659754154254034280228892150575749317052352959321887461166691641756009004197080388614283477100340187952700203470551217186804734454656710442704791723798981730319959076727780562814485703876910060459987609838321960310373845266978219525173430127569819771194582596219535012961115409185068501452261534610054742887760706149081447924810129331326191697793468545700673560070258893286877741327142288089891760895937220403346829902952152576512647064680531863599900133397881144106087818393471187993866243201883128077881837993471717407788961060088732929154194304266317314807139247013903220722814680553340679653542172118454866902531881176963160167518732792308007098016468715775844585297139071925894521819975535931785746523152503446249785030402891017492570340804166578321499796815124951147955287410408298147332165793747969

Factorizations

Primary (ID: 65401) 372507620315130907462414721 (proven prime)
(ID: 65402) 9253669133392720377891284052483781189050734230835507461880766476025213965767957375622395961051007393653913970531292352342674221738095716188303574082084463461774598323262350283526168909110847184153640162318970252920531116424407888843620354364794872779415527285819658124279994821282733834715727324241057190883068963280406781573822880547106485923691972994938566084600556125803004197953990028223762919300219891590320233104206291299374437348467489335696275349082341154646828343701844826864014385363162208710626078074878881376025619881506896310688078446187080490371057112366608110432822232585931247303079952571162131512612945906710900808864317491827133517373816258942655824997367876706084709800884076464966256714196903924469475008208690978508101768535735836300489899167539372332032302651543071039751793576755612589813267859145370081399635457740134321122439718061515924927677883923583541889 (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.