Greg

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Message 944 - Posted: 4 Aug 2012, 19:04:01 UTC

Last modified: 4 Aug 2012, 19:21:13 UTC



143-digit prime factor:

468172263510722656207776706750069723016189792142528328750689763038394004136823139211681544651517684724209\

80044715745858522803980473207943564433



177-digit prime factor:

527739642811233917558838216073534609312522896254707972010583175760467054896492872702786549764052643493511\

382273226052631979775533936351462037464331880467187717179256707148303247



This is a new record for SNFS factorization, and is a new Cunningham project Champion in three categories. The factors have been reported to the Cunningham project and have been recorded on Page 124. A short report detailing the factorization is The composite number 2,1061- was the product of 143-digit and 177-digit prime numbers:143-digit prime factor:468172263510722656207776706750069723016189792142528328750689763038394004136823139211681544651517684724209\80044715745858522803980473207943564433177-digit prime factor:527739642811233917558838216073534609312522896254707972010583175760467054896492872702786549764052643493511\382273226052631979775533936351462037464331880467187717179256707148303247This is a new record for SNFS factorization, and is a new Cunningham project Champion in three categories. The factors have been reported to the Cunningham project and have been recorded on Page 124. A short report detailing the factorization is available Reply Quote ID: 944 · Rating: 0 · rate: