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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.
Exp. Prime Factor Digits Year
7920959158419198 ~1985
7921229633698338 ~1986
7921493475289598 ~1986
7921559158431198 ~1985
79218171109054399 ~1987
7921943158438878 ~1985
7922111158442238 ~1985
7922219633777538 ~1986
79222272693557199 ~1988
7922231158444638 ~1985
7922231633778498
7922303158446078 ~1985
7922483158449678 ~1985
79226531901436739 ~1988
7922821475369278 ~1986
79230431267686899 ~1987
7923059158461198 ~1985
7923131158462638 ~1985
7923281633862498 ~1986
7923371633869698 ~1986
79233972377019119 ~1988
7923991792399118 ~1987
7924019158480398 ~1985
7924019209194101710
79240731109370239 ~1987
Exp. Prime Factor Digits Year
7924079158481598 ~1985
7924079633926338
7924739158494798 ~1985
79248791426478239 ~1987
7924883158497678 ~1985
7924991158499838 ~1985
79252371902056899 ~1988
79253771268060339 ~1987
7925471158509438 ~1985
7925711634056898 ~1986
7925741475544478 ~1986
7925759158515198 ~1985
7925761475545678 ~1986
7925843158516878 ~1985
7925849634067938 ~1986
7925891158517838 ~1985
7926311158526238 ~1985
79264193804681139 ~1988
7926497475589838 ~1986
79265092536482899 ~1988
7926517475591038 ~1986
79267131109739839 ~1987
7927013475620798 ~1986
79270579512468419 ~1989
7927259158545198 ~1985
Exp. Prime Factor Digits Year
7927511158550238 ~1985
7927891792789118 ~1987
7927919158558398 ~1985
7927943158558878 ~1985
7928183158563678 ~1985
7928423158568478 ~1985
7928831158576638 ~1985
79288491110038879 ~1987
7928857475731438 ~1986
79290077136106319 ~1989
7929017475741038 ~1986
79290171110062399
79293071903033699 ~1988
7929343114182539310 ~1989
7929371158587438 ~1985
7929547792954718 ~1987
7929563158591278 ~1985
79296176343693619 ~1989
7929683158593678 ~1985
7929899158597998 ~1985
7930037475802238 ~1986
7930229177637129710 ~1990
79302711427448799 ~1987
7930463158609278 ~1985
7930757475845438 ~1986
Exp. Prime Factor Digits Year
7930859158617198 ~1985
7930943158618878 ~1985
7931117475867038 ~1986
7931249634499938 ~1986
7931353475881198 ~1986
7931411158628238 ~1985
7931459158629198 ~1985
7931519158630398 ~1985
7931597475895838 ~1986
7931771158635438 ~1985
7931831158636638 ~1985
7932053475923198 ~1986
7932517475951038 ~1986
7932553475953198 ~1986
7932809634624738 ~1986
7932839158656798 ~1985
79328931110605039 ~1987
7933109634648738 ~1986
7933231793323118 ~1987
7933319158666398 ~1985
7933379158667598 ~1985
79334813014722799 ~1988
7933511158670238 ~1985
7933813476028798 ~1986
7934099158681998 ~1985
899
GIMPS The Prime Pages FactorDb.com
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25-07-08