Factor Info

ID 200998
Size 1597 digits / 5304 bits
Status composite
Value 3624118052700426340051017764358425881549208678782560022132151199531618768545718098331940260241585546175309239143004588161885781133570223320575605401246268014061680665133693225109396572634642184373302219023794660357457210877372959742895257780385339914281111592938095105268251372648090426550418614942600122848981075441076160734706984601252535692792181903908431443781996532171567338461124643366046639373139887526976234968731232731307004535953399374447787072457846114086200783583351772942128511675340502091709740464286015270180098961993367602282859787373597684630358115357544220559795768209527873713144213184527472553727174165152997808749813983012029825953694522780356956742370530365741808165843837888026760300478193502840404835861127057916107265467295869131497457837891143347413270100321096226170600429462897226232511520367008090949576225085914876441968957087567370971761043992004777657527356707221532068835040699906936952969381475384296963119837552602043421627080882080284900119583220489904002225678727929242580016744874933621644854415496157127820457034044443675436052970739478550533983185684461187243884740020484187828071734410286773895982992898520950376587434116505715155959475356590686152362988624015846636446521562929026631861490373701778005527996879989464431277057930966113279918595319555451817870040195739549567735832490828267765130767282697956526168285426583751659914070110904199240721931793385224536083713575263214830200241307180582787178099809377174096555616176716123913287015094181452566521984875490098662550114153368468244871851522633409734919582397996039506550933353271900309624207226091

Factorizations

Primary (ID: 200999) 57265178771057810272289 (proven prime)
(ID: 201000) 63286592838370373117555503312784191781260407848015701814578069070905172517148086230341428891771410909468940988295347332706294230426766348596936685706659501369492118039002531508711467103963636249039894138307310121825899612604058218533946599602862596553200664188100296011858260848840534211939780890653943263507032421724407540719117849035001637977713534436376741387167632747062163921966697506267847715576852956898503322627254449949953370090550618874972710291597920887189108032898366207650158248992799780610703705454576498841606465157509322733795284010068684840836362100969426201605780813811352250868909225761883335316436176747562207368402581414288214037699332871112849811974227048478497024327764796525774142167800931433421035242726303874441195405687033927890224600088379391815394054385838041861733027044834332094145510244141067529499559503001055782161035114463244843345917117481523893296802501464129840048488740492563646307918302595803722379861239391056259526225009070019375286391767784779068611452682329793659438839230661943105697316068673989814956383237623002900455353745719530494118036489703478286230546345497006374209077008152511203956096818608168441537092241847266424484397170070277221025061119102442164581684063387199670502097425908563932107009693418798419966866653038997560634163007967947029232610476877459562612866577320459913525920598633283426029696091428741872540912590460616504264415809926903604050888379068540348687108495561972198237208172261958783963541576461844592468058036110512501187270266372275115597237561074641440947958936975675243797349493163646833418433419 (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.