Factor Info

ID 142717
Size 946 digits / 3142 bits
Status composite
Value 4545024710544757392117021303916930891601054064133543752729349273328851428878874513149044803610078837199398233931299596630852976039158597949475186467756350501317795507119694926735399553870548657505090989320243257842524152936301327241548865264757410412672287137631456887459516794346524069863441022866120485194823683317727766001388158042578709002961335539638419511200064831799306386989660332546157991278843474319564299364387768099187806268987727385842179451077151398266463128271169203901430362038941930690524957434048705712012330124407980130346702382222273524080916463652514017296862835010955751812053222081443763015331857976569328359783710960659195521261540663637773471406775918672320162019845381046591012819147834268623092508002885189411936573519686629340926626824702665152005830629665965709179122807222738487347389504468356203058129054147455285747154704182758868877496271473481597048791160857722942853433861804583481862125767932961296151781888443

Factorizations

Primary (ID: 6870) 183276094190104631834639 (proven prime)
(ID: 142718) 24798786391805104899044040833269014934431635471514965507893244091961602896453448929785083734068069037543943608639127682408288591321096215839785445604210436486365286128793704963333721786120528248523742694252908300157363247110097263867269592391226001121040015361141863277223671933827788738117501064171771066632884774267089968866427330985760469299899168313627021349181337989812913104153299826253228530935427607941297250137164214313903418103212071111414529466396815318742869941468945693360611547984454305676080242734435994720697215640600479463376801615811416518476943517799572465095505138948983738810505351137783553684293978773136683969755961695654068725547716611746801331414556123297284727822226811366291575928264843839489438586753607053260067208390202643279694811507720746347828793820621467400594656446052812612504851258882143148958735493693704345249414682991894112424253452511514507227261155289460015384457855158279291961237 (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.