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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
10741079214821598 ~1986
10741151214823038 ~1986
10741259214825198 ~1986
10741463214829278 ~1986
10741751214835038 ~1986
10742197644531838 ~1987
10742639859411138 ~1987
10743059214861198 ~1986
10743263214865278 ~1986
10744043214880878 ~1986
10744141644648478 ~1987
10744147586630426310 ~1992
10744199214883998 ~1986
10744403214888078 ~1986
10744537644672238 ~1987
10744757859580578 ~1987
10744859214897198 ~1986
10745041644702478 ~1987
10745099214901998 ~1986
10745219214904398 ~1986
10745711214914238 ~1986
10745783214915678 ~1986
107459711074597119 ~1988
107459931504439039 ~1988
10746053644763198 ~1987
Exponent Prime Factor Digits Year
107462472579099299 ~1989
10746401859712098 ~1987
10746473644788398 ~1987
10746563214931278 ~1986
10747151214943038 ~1986
10747259214945198 ~1986
10747991214959838 ~1986
10748099214961998 ~1986
107481133224433919 ~1989
10748161644889678 ~1987
10748513644910798 ~1987
107486717094122879 ~1990
10748713644922798 ~1987
107488937739202979 ~1990
10748987859918978 ~1987
10749071214981438 ~1986
10749143214982878 ~1986
107491437954365839
10749191214983838 ~1986
10749853644991198 ~1987
10749983214999678 ~1986
10750141645008478 ~1987
10750717645043038 ~1987
10750813645048798 ~1987
10751003215020078 ~1986
Exponent Prime Factor Digits Year
10751099215021998 ~1986
10751173645070398 ~1987
10751183215023678 ~1986
10751231215024638 ~1986
10751519215030398 ~1986
10752023215040478 ~1986
107520311075203119 ~1988
10752191215043838 ~1986
10752397645143838 ~1987
10752503215050078 ~1986
10752671215053438 ~1986
10752853645171198 ~1987
10753079215061598 ~1986
10753133645187998 ~1987
10753277860262178 ~1987
107533072795859839 ~1989
10753499215069998 ~1986
10753763215075278 ~1986
107541732581001539 ~1989
107542032581008739 ~1989
10754339215086798 ~1986
107544671935804079 ~1988
10754603215092078 ~1986
10754759215095198 ~1986
10754819215096398 ~1986
Exponent Prime Factor Digits Year
107549591075495919 ~1988
10755011215100238 ~1986
107551371505719199 ~1988
10755359215107198 ~1986
10755553645333198 ~1987
10755821645349278 ~1987
10756217645373038 ~1987
10756723120475297710 ~1990
10757147860571778 ~1987
107571471936286479
107571772581722499 ~1989
10757213645432798 ~1987
107575999681839119 ~1990
10757633645457998 ~1987
10758383215167678 ~1986
10758431215168638 ~1986
10758479215169598 ~1986
10758563215171278 ~1986
10758719215174398 ~1986
10758961645537678 ~1987
10758983215179678 ~1986
10759799215195998 ~1986
10759877645592638 ~1987
10760041645602478 ~1987
10760231215204638 ~1986
1107
GIMPS The Prime Pages FactorDb.com
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26-03-15