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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
1111063432222126879 ~1994
1111064032222128079 ~1994
1111066312222132639 ~1994
1111070776666424639 ~1995
1111105912222211839 ~1994
1111116471155561128911 ~1998
1111180192222360399 ~1994
1111214632222429279 ~1994
1111217818889742499 ~1995
1111240678889925379 ~1995
1111244512222489039 ~1994
1111280512222561039 ~1994
1111286392222572799 ~1994
111132647266718352910 ~1996
1111327432222654879 ~1994
1111332592222665199 ~1994
1111334392222668799 ~1994
1111335592222671199 ~1994
1111339378890714979 ~1995
111134357155588099910 ~1996
1111375976668255839 ~1995
1111401536668409199 ~1995
1111476376668858239 ~1995
1111483192222966399 ~1994
111148493155607890310 ~1996
Exponent Prime Factor Digits Year
111148529155607940710 ~1996
1111492312222984639 ~1994
111150107266760256910 ~1996
1111502392223004799 ~1994
1111512471089282220711 ~1998
1111612432223224879 ~1994
1111661512223323039 ~1994
1111665712223331439 ~1994
1111672192223344399 ~1994
1111683112223366239 ~1994
1111696216670177279 ~1995
1111698232223396479 ~1994
1111702912223405839 ~1994
1111704131045001882311 ~1998
1111707712223415439 ~1994
1111708312223416639 ~1994
111171079111171079110 ~1996
1111717432223434879 ~1994
111174199111174199110 ~1996
1111806832223613679 ~1994
1111820632223641279 ~1994
1111847216671083279 ~1995
1111857592223715199 ~1994
1111879616671277679 ~1995
1111880398895043139 ~1995
Exponent Prime Factor Digits Year
1111888498895107939 ~1995
1111911118895288899 ~1995
1111913512223827039 ~1994
1111915336671491999 ~1995
1111930792223861599 ~1994
1111982392223964799 ~1994
1111990192223980399 ~1994
1111992232223984479 ~1994
1111998112223996239 ~1994
111202027111202027110 ~1996
1112021032224042079 ~1994
1112057992224115999 ~1994
1112066032224132079 ~1994
1112089312224178639 ~1994
1112115712224231439 ~1994
111212729155697820710 ~1996
1112185432224370879 ~1994
1112188432224376879 ~1994
1112197912224395839 ~1994
1112200976673205839 ~1995
1112204632224409279 ~1994
1112215432224430879 ~1994
1112217776673306639 ~1995
1112232232224464479 ~1994
1112233792224467599 ~1994
Exponent Prime Factor Digits Year
1112276392224552799 ~1994
1112298232224596479 ~1994
1112301592224603199 ~1994
1112306992224613999 ~1994
1112315512224631039 ~1994
1112318032224636079 ~1994
1112325738609401150311 ~2000
1112328712224657439 ~1994
1112413792224827599 ~1994
1112479432224958879 ~1994
1112503192225006399 ~1994
1112506312225012639 ~1994
1112514112225028239 ~1994
1112575192225150399 ~1994
1112578976675473839 ~1995
111258943445035772110 ~1997
1112594512225189039 ~1994
1112626312225252639 ~1994
1112657512225315039 ~1994
1112660632225321279 ~1994
1112662936675977599 ~1995
111269321356061827310 ~1997
1112722792225445599 ~1994
1112742592225485199 ~1994
1112778712225557439 ~1994
2729
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26-03-22