Home e-mail
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
994958991989917999 ~1994
994967511989935039 ~1994
994976031989952079 ~1994
994984191989968399 ~1994
994985991989971999 ~1994
99501541159202465710 ~1996
995018511990037039 ~1994
995029191990058399 ~1994
995032311990064639 ~1994
995035615970213679 ~1995
995039031990078079 ~1994
995078391990156799 ~1994
995089335970535999 ~1995
995125791990251599 ~1994
995126031990252079 ~1994
995126877961014979 ~1995
995147631990295279 ~1994
995166012866078108911 ~1999
995166711990333439 ~1994
995174031990348079 ~1994
995200399952003919 ~1995
995205591990411199 ~1994
995208919952089119 ~1995
995211711990423439 ~1994
995215311990430639 ~1994
Exponent Prime Factor Digits Year
995237991990475999 ~1994
995270893801934799911 ~1999
99531491179156683910 ~1996
995393877963150979 ~1995
995417535972505199 ~1995
99542167179175900710 ~1996
995425077963400579 ~1995
995440311990880639 ~1994
995445831990891679 ~1994
99545143159272228910 ~1996
995461975972771839 ~1995
995473191990946399 ~1994
995474391990948799 ~1994
995488735972932399 ~1995
995492511990985039 ~1994
995500135973000799 ~1995
995522415973134479 ~1995
995545791991091599 ~1994
995588391991176799 ~1994
995592177964737379 ~1995
995599191991198399 ~1994
995626135973756799 ~1995
99563887179214996710 ~1996
995659431991318879 ~1994
995668431991336879 ~1994
Exponent Prime Factor Digits Year
995680197965441539 ~1995
99569957139397939910 ~1996
995718831991437679 ~1994
995735877965886979 ~1995
995750511991501039 ~1994
995764431991528879 ~1994
995771391991542799 ~1994
995783991991567999 ~1994
995804697966437539 ~1995
995810391991620799 ~1994
995810631991621279 ~1994
995813511991627039 ~1994
995832231991664479 ~1994
995851311991702639 ~1994
995866911991733839 ~1994
995882391991764799 ~1994
995905911991811839 ~1994
99590651179263171910 ~1996
995942631991885279 ~1994
995943111991886239 ~1994
99598757139438259910 ~1996
995996631991993279 ~1994
99601277139441787910 ~1996
996041815976250879 ~1995
996053391992106799 ~1994
Exponent Prime Factor Digits Year
996088191992176399 ~1994
996102079961020719 ~1995
996105735976634399 ~1995
996106015976636079 ~1995
996108591992217199 ~1994
996110511992221039 ~1994
99613331179303995910 ~1996
99613837776987928710 ~1997
996139639961396319 ~1995
99614561318766595310 ~1996
996157311992314639 ~1994
99616007179308812710 ~1996
996165771255168870311 ~1998
996177231992354479 ~1994
996215397969723139 ~1995
996231591992463199 ~1994
996304311992608639 ~1994
99631183159409892910 ~1996
996353217970825699 ~1995
996362397970899139 ~1995
996378831992757679 ~1994
996384711992769439 ~1994
996386575978319439 ~1995
996398097971184739 ~1995
996408111992816239 ~1994
2804
GIMPS The Prime Pages FactorDb.com
Home
5.860.524 digits 		e-mail
26-09-27