Factor Info

ID 113636
Size 945 digits / 3139 bits
Status composite
Value 642753471654640671429101741088735972581080631656091235686719272938365445446279281125383569647093237138310197890182851328356912060133027430858722834480221601006641177972379839519955025232443322213467963410894648430138223172000172218425943631923784160406376403826754627940918182599532462519223699943271599496921075909043853414478604156033669117017196314251461202245827785119792185346319544784821585851565044572110865310020879757984118284290365633054240983556985149544130181951470200388563010383127910377108925616483824557321136218610995683245023403827331184272448077189951193088369445432302648229087405286822080000538432439956147989813792491314660017867079290435386982674983380742245611312048328058304928672125914094333273421553615208186122572129450691456635753064772223546084925367963099647616362638856853476463233697471641530542947447760888311649069399691330737108577201526440505305879141531250664385578198482971830878576461907878469327498646869

Factorizations

Primary (ID: 113637) 12208278232218994444669 (proven prime)
(ID: 113638) 52648986157470041836376187948169182284573292073248783642524458472211781636752863107394797496821461347011842142119106993160216734591187140444199309752198483739890026043755946159809863080798198024019251116734268364966253496717683008241155494273112087646198233563840371559490208354460059363749895156678996119530542036842960478829920878232683799746760305926196606215885251593783623815702003810192611829455017900888932126354593225290170532995807555805099082785079602755820483209560600360064766252926703894495247124799329225114418917258287583273635899756451684163810085440602515734024045407614995573468669909279752352525319023524448408925727583700881505500056621688946891758565568980238891045385285045890849688357330131861538343295770413393050120913390985059188188335357757772440901694805540364779982711384145121457307390458464195868882826086950757595801025336927253772528209444536720387422105854085242131100888472729476183343801 (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.