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Small Mersenne Prime Factors
Prime numbers of the form Mp= 2p − 1 are called Mersenne primes. For Mp to be prime, p must also be prime.
Any factor q of a Mersenne number 2p − 1 must be of the form 2kp + 1, where integer k ≥ 0. Furthermore, q must be 1 or 7 mod 8.
Exponent Prime Factor Digits Year
897623411179524682310 ~2001
897644603179528920710 ~2001
897646391179529278310 ~2001
897649133538589479910 ~2002
897722603179544520710 ~2001
897731363179546272710 ~2001
897755231179551046310 ~2001
897796499179559299910 ~2001
8977994531436479124911 ~2003
897808991179561798310 ~2001
897809707897809707110 ~2003
897828083179565616710 ~2001
897834191179566838310 ~2001
897848291179569658310 ~2001
897852443179570488710 ~2001
897874151179574830310 ~2001
897915311179583062310 ~2001
897922079179584415910 ~2001
897933623179586724710 ~2001
897943223179588644710 ~2001
897959129718367303310 ~2002
897962603179592520710 ~2001
897977831179595566310 ~2001
897988361538793016710 ~2002
898045331179609066310 ~2001
Exponent Prime Factor Digits Year
898097423179619484710 ~2001
898106063179621212710 ~2001
898127819179625563910 ~2001
898131911179626382310 ~2001
898147121718517696910 ~2002
898176203179635240710 ~2001
898213231898213231110 ~2003
898253857538952314310 ~2002
898256543179651308710 ~2001
898289531179657906310 ~2001
898309403179661880710 ~2001
898325699718660559310 ~2002
898327043179665408710 ~2001
898336343179667268710 ~2001
898385783179677156710 ~2001
898408583179681716710 ~2001
898411499179682299910 ~2001
898451171179690234310 ~2001
898459319179691863910 ~2001
898496723179699344710 ~2001
898501199179700239910 ~2001
898507679179701535910 ~2001
898511297539106778310 ~2002
898530791179706158310 ~2001
898562579179712515910 ~2001
Exponent Prime Factor Digits Year
898605083179721016710 ~2001
898637161539182296710 ~2002
898653083179730616710 ~2001
898674013539204407910 ~2002
898682831179736566310 ~2001
898707791179741558310 ~2001
898713131179742626310 ~2001
898727663179745532710 ~2001
8987518911617753403911 ~2003
898763039179752607910 ~2001
898766881539260128710 ~2002
8987930833595172332111 ~2004
898800239179760047910 ~2001
898831943179766388710 ~2001
898837463179767492710 ~2001
898844123179768824710 ~2001
898851341719081072910 ~2002
898860311179772062310 ~2001
898878971719103176910 ~2002
898884971719107976910 ~2002
898894079179778815910 ~2001
898940771179788154310 ~2001
898941299179788259910 ~2001
898967411179793482310 ~2001
899016539179803307910 ~2001
Exponent Prime Factor Digits Year
899059379179811875910 ~2001
899071451179814290310 ~2001
8990857871438537259311 ~2003
899149871179829974310 ~2001
899173703179834740710 ~2001
899175671179835134310 ~2001
899211563179842312710 ~2001
899212667719370133710 ~2002
899241923179848384710 ~2001
899289491179857898310 ~2001
899386331179877266310 ~2001
899421619899421619110 ~2003
8994232972158615912911 ~2004
899439923179887984710 ~2001
899466371179893274310 ~2001
899468651179893730310 ~2001
899513221539707932710 ~2002
899513243179902648710 ~2001
8995211771439233883311 ~2003
899530259179906051910 ~2001
899565143179913028710 ~2001
899596751179919350310 ~2001
899602813539761687910 ~2002
899616983179923396710 ~2001
899637803179927560710 ~2001
3484
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25-06-08