Factor Info

ID 113539
Size 945 digits / 3139 bits
Status composite
Value 710657896901062482116564861536985292742415595611158009201636186540952911751963278196129524369955000223429950780889254413393341991747295466784600550352714035727959376150563120299883348872789485137523560985709029541003948492366841010114604966765641255947990967426406417253489114405817857406685284841015387842143352482872233557269333694921729980585991429299215111302693602291938087931536873169310520270430654945461851074022156251526141976548082100145773182917656477737753721146735308542862295793274643413675176980318890644285416214483326103988968389008937817792651568698652090857010571755141660847740909173149796353151511413192135276976851104542797697311138684972711213469977790304814750664794639207073951580093192452040250462852785063122514377611642653270507693090103046936869339419185610327901953985311034196257389428418942179787201441988588641484057724131718429691322545018968218817535648465341887101288904875410641440865371788120201425808741843

Factorizations

Primary (ID: 113540) 45204434183038343723 (proven prime)
(ID: 113541) 15720977593116657135140701772714620421988725265838090280315184748175736589006414884187373604680533613877278444786292417615959380829072256677002440103646903636198999473443514621840709455517866784136000499050582662251315081077803433862749099647306145874884542692624155828193334819151866931486009140132624062609177575480160116199840254140993093408386077645524742562496617487492364293977374967029728594101795416326988436774519964120004319390993907084697850377907761585225188540592099662004059600018517195107628810426492110529324337127396631355132404464480043910022046665198901259208071953965335961550088485031622967536082105502780290208022571708276914712152650463973484826725706735593011618179417983687556118893175136850942662949665028558410660171625222742291696457256358127718150014016902288757756040568132881844465761943464922486899768864219752944274211430487417519993527528024810628259781892589217060178926832065293773438920441 (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.