Factor Info

ID 182291
Size 946 digits / 3142 bits
Status composite
Value 4014870253778368511708941376719091518717092813384496685148296243053539709934468347515772671055746342040785157249135340320231924001634355040651941026171561819614994342454519347103055605835065596644048017342523805417028838861952462681615380522116822160486047391035185480600344007048909611936042071655896342457242907651109738895476255497465931223019988290265433299740835351045970467479978705180228428214702574178932655853108189440481269491039075732386423545922937836319440466653709615978494083586116803575831274386137597606996254953037436387734058145367328016741734074896124471271972614185391787723178816105472354956547927279534749593515813570911252814351069249628835049253027436854400625434224794002612880863858106088883283798771306482550195468095113425451012367477076519900138208578110046399468006910917298880387222167297325828885078589974305030272543784224385645962665483093885050662731739451074242520175557966169549098128643351587649362001364789

Factorizations

Primary (ID: 13339) 709601635082267320966424084955776789770864725643996885415676682297 (proven prime)
(ID: 182292) 5657921367829016457295736774740636817657814647171054006737023894529641918498381559102239357171635010643438572790196422937098426757166691397657389203973115156367773220146518844924537740544683564026811304162997921548649992350840824233780263668160501526205574917317175587836150153342353472609514908928399747207767326896148019553036231608614349458616950357217326079438727305362138741157962005942750977369879417350864949820465104412796583954853003170729455586127486255083879761537356502437770187039258438580091323376419935430712244907094358944691334622396936845798510254163814526410392686818655906341354341610072519374626287533438778411686690277769634460504008042971129114635052920913557290844766976404710746100223805831554914697751504554499315340118543249342506634301511863912570028417461578819600061052793829533275851599507287451330575543957421112545288889729870859363341020028233437 (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.