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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
31391099627821998 ~1990
31391183627823678 ~1990
31392083627841678 ~1990
31392143627842878 ~1990
31392359627847198 ~1990
313926795650682239 ~1992
31393163627863278 ~1990
31393559627871198 ~1990
31394591627891838 ~1990
31394683125578732110 ~1993
31394711627894238 ~1990
31396199627923998 ~1990
31396223627924478 ~1990
31396439627928798 ~1990
313964713139647119 ~1991
31396499627929998 ~1990
313967094395539279 ~1992
31396811627936238 ~1990
31397543627950878 ~1990
31397603627952078 ~1990
31397843627956878 ~1990
31398131627962638 ~1990
313981312511850499
31398239627964798 ~1990
31398359627967198 ~1990
Exponent Prime Factor Digits Year
313984811883908879 ~1991
313985171883911039 ~1991
31398863627977278 ~1990
31399451627989038 ~1990
31400951628019038 ~1990
31401239628024798 ~1990
31401743628034878 ~1990
31402139628042798 ~1990
31402823628056478 ~1990
314029395652529039 ~1992
31403159628063198 ~1990
31404251628085038 ~1990
31405151628103038 ~1990
31405343628106878 ~1990
31405763628115278 ~1990
31406783628135678 ~1990
314068494396958879 ~1992
314068737537649539 ~1992
31407023628140478 ~1990
31407419628148398 ~1990
31407539628150798 ~1990
31407683628153678 ~1990
31407923628158478 ~1990
31408379628167598 ~1990
314085131884510799 ~1991
Exponent Prime Factor Digits Year
31408631628172638 ~1990
31409039628180798 ~1990
31409459628189198 ~1990
31409519628190398 ~1990
31409699628193998 ~1990
314098035025568499 ~1992
31410023628200478 ~1990
314101335025621299 ~1992
31410371628207438 ~1990
314109892512879139 ~1991
31412351628247038 ~1990
31412723628254478 ~1990
314131811884790879 ~1991
31413911628278238 ~1990
314141833141418319 ~1991
31414499628289998 ~1990
31414991628299838 ~1990
31415231628304638 ~1990
31415339628306798 ~1990
31415603628312078 ~1990
31416083628321678 ~1990
314162392513299139 ~1991
31416383628327678 ~1990
31416419628328398 ~1990
31416431628328638 ~1990
Exponent Prime Factor Digits Year
31416611628332238 ~1990
31416659628333198 ~1990
31416971628339438 ~1990
31417031628340638 ~1990
31417871628357438 ~1990
31418351628367038 ~1990
31418459628369198 ~1990
31418819628376398 ~1990
31419071628381438 ~1990
31419203628384078 ~1990
314192872513542979 ~1991
31419599628391998 ~1990
31420223628404478 ~1990
314204572513636579 ~1991
314204896912507599 ~1992
314206513142065119 ~1991
31420859628417198 ~1990
31421111628422238 ~1990
314211411885268479 ~1991
31421699628433998 ~1990
314219473142194719 ~1991
31421963628439278 ~1990
31422203628444078 ~1990
31422311628446238 ~1990
31422659628453198 ~1990
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