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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
75318301120509281710 ~1995
753190374519142239 ~1994
753208791506417599 ~1993
75320963316348044710 ~1996
753236031506472079 ~1993
75323851120518161710 ~1995
753246591506493199 ~1993
753266276026130179 ~1994
753296031506592079 ~1993
753297591506595199 ~1993
753312116026496899 ~1994
753329511506659039 ~1993
753338996026711939 ~1994
753339414520036479 ~1994
753339591506679199 ~1993
753390591506781199 ~1993
753394997533949919 ~1994
753426774520560639 ~1994
753432231506864479 ~1993
753458631506917279 ~1993
753459831506919679 ~1993
753484311506968639 ~1993
753499934520999599 ~1994
753525231507050479 ~1993
753528831507057679 ~1993
Exponent Prime Factor Digits Year
753537014521222079 ~1994
753551031507102079 ~1993
753629511507259039 ~1993
753654917536549119 ~1994
753663111507326239 ~1993
753672831507345679 ~1993
753677511507355039 ~1993
753678231507356479 ~1993
753680574522083439 ~1994
753684734522108399 ~1994
753688311507376639 ~1993
753690111507380239 ~1993
753694334522165999 ~1994
75370453180889087310 ~1995
753751191507502399 ~1993
753764031507528079 ~1993
753791511507583039 ~1993
75380059180912141710 ~1995
753801831507603679 ~1993
753805311507610639 ~1993
75381209105533692710 ~1995
753823791507647599 ~1993
753828831507657679 ~1993
753851096030808739 ~1994
753884511507769039 ~1993
Exponent Prime Factor Digits Year
753889191507778399 ~1993
753889911507779839 ~1993
75389429105545200710 ~1995
753898191507796399 ~1993
753903534523421199 ~1994
753903614523421679 ~1994
753910911507821839 ~1993
753911574523469439 ~1994
753914414523486479 ~1994
753918734523512399 ~1994
753936831507873679 ~1993
75395479256344628710 ~1996
753956516031652099 ~1994
753970676031765379 ~1994
753993231507986479 ~1993
754015911508031839 ~1993
75402433120643892910 ~1995
754030431508060879 ~1993
754049631508099279 ~1993
754055031508110079 ~1993
754106511508213039 ~1993
754118391508236799 ~1993
75413951135745111910 ~1995
754143591508287199 ~1993
75415609361994923310 ~1996
Exponent Prime Factor Digits Year
754164414524986479 ~1994
754184631508369279 ~1993
754189076033512579 ~1994
754192196033537539 ~1994
754194111508388239 ~1993
75422423241351753710 ~1995
754272591508545199 ~1993
754281174525687039 ~1994
754282191508564399 ~1993
754289391508578799 ~1993
754313511508627039 ~1993
754314231508628479 ~1993
75431723316813236710 ~1996
754325477543254719 ~1994
754335111508670239 ~1993
754350111508700239 ~1993
754356231508712479 ~1993
75437017120699227310 ~1995
754371296034970339 ~1994
754390431508780879 ~1993
754394391508788799 ~1993
754451511508903039 ~1993
754459431508918879 ~1993
754463696035709539 ~1994
754467111508934239 ~1993
2312
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25-06-29