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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
73940359133092646310 ~1995
739420311478840639 ~1993
739422591478845199 ~1993
739433511478867039 ~1993
739435431478870879 ~1993
739440231478880479 ~1993
739442391478884799 ~1993
739447431478894879 ~1993
739457477394574719 ~1994
739463031478926079 ~1993
739463991478927999 ~1993
73947421118315873710 ~1995
739487991478975999 ~1993
73949429399326916710 ~1996
739494974436969839 ~1994
739517631479035279 ~1993
73952563177486151310 ~1995
739529511479059039 ~1993
739532214437193279 ~1994
739540911479081839 ~1993
739547391479094799 ~1993
73955023118328036910 ~1995
739556477395564719 ~1994
739560231479120479 ~1993
739571717395717119 ~1994
Exponent Prime Factor Digits Year
739573791479147599 ~1993
739573911479147839 ~1993
739577334437463999 ~1994
73958867177501280910 ~1995
739597191479194399 ~1993
739597791479195599 ~1993
739599711479199439 ~1993
739631991479263999 ~1993
739644591479289199 ~1993
739651911479303839 ~1993
739671111479342239 ~1993
739677437396774319 ~1994
739689591479379199 ~1993
739699791479399599 ~1993
739704111479408239 ~1993
739720431479440879 ~1993
73975423118360676910 ~1995
739759431479518879 ~1993
739765311479530639 ~1993
739766031479532079 ~1993
739769774438618639 ~1994
739807134438842799 ~1994
739812231479624479 ~1993
739814031479628079 ~1993
739815591479631199 ~1993
Exponent Prime Factor Digits Year
739815711479631439 ~1993
73987933118380692910 ~1995
739885615919084899 ~1994
73988899251562256710 ~1996
739896831479793679 ~1993
739898031479796079 ~1993
739913991479827999 ~1993
739919991479839999 ~1993
739928391479856799 ~1993
739942791479885599 ~1993
739954791479909599 ~1993
739976391479952799 ~1993
739983614439901679 ~1994
739984431479968879 ~1993
739988391479976799 ~1993
74001583118402532910 ~1995
74001617103602263910 ~1995
740018031480036079 ~1993
74001869236805980910 ~1995
740046111480092239 ~1993
740055111480110239 ~1993
740077791480155599 ~1993
740107431480214879 ~1993
740130591480261199 ~1993
740144631480289279 ~1993
Exponent Prime Factor Digits Year
740159391480318799 ~1993
740160534440963199 ~1994
74016121118425793710 ~1995
740167911480335839 ~1993
740171991480343999 ~1993
74017943192446651910 ~1995
740185791480371599 ~1993
740213031480426079 ~1993
740214111480428239 ~1993
740227791480455599 ~1993
740229111480458239 ~1993
740229534441377199 ~1994
740233431480466879 ~1993
740246631480493279 ~1993
740255934441535599 ~1994
740266431480532879 ~1993
74029937414567647310 ~1996
740312991480625999 ~1993
740325831480651679 ~1993
740331295922650339 ~1994
740384391480768799 ~1993
740386191480772399 ~1993
740395191480790399 ~1993
740404375923234979 ~1994
740405631480811279 ~1993
2628
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26-10-25