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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
191555331149331999 ~1989
191558331149349999 ~1989
191561691532493539 ~1989
19156811383136238 ~1988
191569331149415999 ~1989
191573811149442879 ~1989
19157423383148478 ~1988
19157711383154238 ~1988
19157921137937031310 ~1992
19158383383167678 ~1988
191589471532715779 ~1989
19159859383197198 ~1988
19159883383197678 ~1988
19160159383203198 ~1988
191604731149628399 ~1989
19160723383214478 ~1988
19160831383216638 ~1988
191608811149652879 ~1989
19160891383217838 ~1988
19160903383218078 ~1988
19160951383219038 ~1988
19161119383222398 ~1988
191611331149667999 ~1989
19161479383229598 ~1988
19161563383231278 ~1988
Exponent Prime Factor Digits Year
19161731383234638 ~1988
191618514982081279 ~1991
19162259383245198 ~1988
191622913065966579 ~1990
19162439383248798 ~1988
19162499383249998 ~1988
19162571383251438 ~1988
19162739383254798 ~1988
191636299198541939 ~1991
19163657107316479310 ~1991
191638311533106499 ~1989
19164143383282878 ~1988
19164371383287438 ~1988
19164443383288878 ~1988
19164611383292238 ~1988
19164683383293678 ~1988
19165403383308078 ~1988
191655615749668319 ~1991
19165691383313838 ~1988
191657531149945199 ~1989
19166039383320798 ~1988
19166051383321038 ~1988
191664716133270739 ~1991
191666175749985119 ~1991
19167803383356078 ~1988
Exponent Prime Factor Digits Year
191679434600306339 ~1990
191698271916982719 ~1990
19170491383409838 ~1988
19171151383423038 ~1988
19171343383426878 ~1988
19171499383429998 ~1988
191719518052219439 ~1991
19173131383462638 ~1988
19173491383469838 ~1988
191738871533910979 ~1989
19173923383478478 ~1988
19174271383485438 ~1988
19174271107375917710
19174871383497438 ~1988
19174979383499598 ~1988
191750531150503199 ~1989
191755811150534879 ~1989
19175963383519278 ~1988
19176431383528638 ~1988
19176551383531038 ~1988
191767131150602799 ~1989
19177199383543998 ~1988
191772531150635199 ~1989
191773071534184579 ~1989
19177391383547838 ~1988
Exponent Prime Factor Digits Year
191775891534207139 ~1989
19177799383555998 ~1988
19177943383558878 ~1988
19178123383562478 ~1988
19178171383563438 ~1988
19178503157263724710 ~1992
191788211150729279 ~1989
191789771150738639 ~1989
191789932685059039 ~1990
19179371383587438 ~1988
191796491242841255311 ~1994
19179851383597038 ~1988
19179899383597998 ~1988
19180019383600398 ~1988
191804634986920399 ~1991
191810811150864879 ~1989
19181243383624878 ~1988
19181759383635198 ~1988
19181951383639038 ~1988
19182203383644078 ~1988
19182479383649598 ~1988
191826073452869279 ~1990
191826891534615139 ~1989
19183091383661838 ~1988
191831831918318319 ~1990
1384
GIMPS The Prime Pages FactorDb.com
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25-04-13