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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
31741043634820878 ~1990
317427011904562079 ~1991
31742831133319890310 ~1993
31743083634861678 ~1990
31743191634863838 ~1990
317440011904640079 ~1991
31744103634882078 ~1990
317441593174415919 ~1991
317442131904652799 ~1991
317442497618619779 ~1992
31744283634885678 ~1990
31744319634886398 ~1990
31744343634886878 ~1990
31744463634889278 ~1990
31744571634891438 ~1990
317455131904730799 ~1991
31746719634934398 ~1990
31746791634935838 ~1990
31747139634942798 ~1990
31747799634955998 ~1990
31749923634998478 ~1990
31750343635006878 ~1990
31751003635020078 ~1990
31751039635020798 ~1990
31751711635034238 ~1990
Exponent Prime Factor Digits Year
31752599635051998 ~1990
31753079635061598 ~1990
31753451635069038 ~1990
31753499635069998 ~1990
31753583635071678 ~1990
317549233175492319 ~1991
31755539635110798 ~1990
31756271635125438 ~1990
31756601101621123310 ~1993
31756643635132878 ~1990
31757111635142238 ~1990
31757339635146798 ~1990
317578273175782719 ~1991
31758263635165278 ~1990
317582835081325299 ~1992
31758383635167678 ~1990
31759319635186398 ~1990
31759919635198398 ~1990
31760243635204878 ~1990
31760699635213998 ~1990
31761311635226238 ~1990
31761923635238478 ~1990
31762691635253838 ~1990
31763051635261038 ~1990
317632575082121139 ~1992
Exponent Prime Factor Digits Year
31763351635267038 ~1990
31763579635271598 ~1990
31763951635279038 ~1990
31764059635281198 ~1990
31764431635288638 ~1990
31764731635294638 ~1990
31765043635300878 ~1990
31765703635314078 ~1990
317657872541262979 ~1991
31765823635316478 ~1990
31766051101651363310 ~1993
31766291635325838 ~1990
31766699635333998 ~1990
31766711635334238 ~1990
317667112541336899
31766771635335438 ~1990
317670771906024639 ~1991
31767083635341678 ~1990
317671371906028239 ~1991
31767419635348398 ~1990
31767539635350798 ~1990
31767779635355598 ~1990
31768031635360638 ~1990
31768043635360878 ~1990
317685913176859119 ~1991
Exponent Prime Factor Digits Year
31769459635389198 ~1990
31769879635397598 ~1990
317703011906218079 ~1991
31770803635416078 ~1990
317708392541667139 ~1991
31771139635422798 ~1990
31772183635443678 ~1990
31772459635449198 ~1990
31773179635463598 ~1990
31773191635463838 ~1990
31773743635474878 ~1990
31773851635477038 ~1990
31774331635486638 ~1990
317748371906490239 ~1991
31774943635498878 ~1990
317749971906499839 ~1991
31775171635503438 ~1990
31775291635505838 ~1990
31775531635510638 ~1990
31776359635527198 ~1990
31776623635532478 ~1990
31776743635534878 ~1990
31777331635546638 ~1990
31777391635547838 ~1990
31777871635557438 ~1990
1796
GIMPS The Prime Pages FactorDb.com
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25-06-29