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
2311784634623569279 ~1996
2311814514623629039 ~1996
2311858194623716399 ~1996
231197573138718543910 ~1997
231199601138719760710 ~1997
231202537138721522310 ~1997
2312185794624371599 ~1996
2312191194624382399 ~1996
231220681138732408710 ~1997
2312247234624494479 ~1996
2312284434624568879 ~1996
2312341314624682639 ~1996
2312342994624685999 ~1996
2312343594624687199 ~1996
2312348514624697039 ~1996
231243553138746131910 ~1997
23124647943335590164712 ~2004
2312533434625066879 ~1996
231258199416264758310 ~1999
231260551370016881710 ~1999
231265261138759156710 ~1997
2312684034625368079 ~1996
2312692314625384639 ~1996
2312861034625722079 ~1996
2313031794626063599 ~1996
Exponent Prime Factor Digits Year
231303997370086395310 ~1999
2313047634626095279 ~1996
231307697138784618310 ~1997
2313083514626167039 ~1996
2313267594626535199 ~1996
2313275994626551999 ~1996
2313277794626555599 ~1996
2313355434626710879 ~1996
2313420114626840239 ~1996
231359201138815520710 ~1997
2313659994627319999 ~1996
2313712194627424399 ~1996
2314200114628400239 ~1996
2314217634628435279 ~1996
2314236114628472239 ~1996
231424573138854743910 ~1997
231424681138854808710 ~1997
231426397138855838310 ~1997
2314374834628749679 ~1996
231437737138862642310 ~1997
231441073138864643910 ~1997
2314412634628825279 ~1996
2314430994628861999 ~1996
231443131231443131110 ~1998
2314517391666452520911 ~2000
Exponent Prime Factor Digits Year
2314517891249839660711 ~2000
231455977138873586310 ~1997
2314631034629262079 ~1996
2314685634629371279 ~1996
2314790514629581039 ~1996
2314891434629782879 ~1996
2314898514629797039 ~1996
2314933314629866639 ~1996
231505853138903511910 ~1997
2315068392037260183311 ~2000
2315120634630241279 ~1996
2315124834630249679 ~1996
231516281185213024910 ~1998
231522839185218271310 ~1998
231524591185219672910 ~1998
231525667926102668110 ~2000
2315358234630716479 ~1996
231539617370463387310 ~1999
2315402994630805999 ~1996
2315449194630898399 ~1996
231545747555709792910 ~1999
2315561034631122079 ~1996
2315697594631395199 ~1996
231577987555787168910 ~1999
2315785914631571839 ~1996
Exponent Prime Factor Digits Year
231582629324215680710 ~1998
231586757138952054310 ~1997
2315874234631748479 ~1996
2315990514631981039 ~1996
231601091185280872910 ~1998
231604621138962772710 ~1997
2316094314632188639 ~1996
231612707416902872710 ~1999
2316204234632408479 ~1996
231622799185298239310 ~1998
231624017185299213710 ~1998
2316295434632590879 ~1996
2316319434632638879 ~1996
2316321114632642239 ~1996
2316323994632647999 ~1996
2316326034632652079 ~1996
2316346314632692639 ~1996
2316347034632694079 ~1996
2316354714632709439 ~1996
231644687185315749710 ~1998
2316469314632938639 ~1996
2316501834633003679 ~1996
2316563634633127279 ~1996
2316622194633244399 ~1996
2316625914633251839 ~1996
2821
GIMPS The Prime Pages FactorDb.com
Home
4.724.182 digits 		e-mail
25-04-13