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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
168275811346206499 ~1989
16827983336559678 ~1987
168282611009695679 ~1989
16828403336568078 ~1987
16828991336579838 ~1987
168293771009762639 ~1989
16829471336589438 ~1987
16829531336590638 ~1987
16829843336596878 ~1987
16829999336599998 ~1987
16830419336608398 ~1987
168304331009825999 ~1989
16831151336623038 ~1987
16831583336631678 ~1987
168316015386112339 ~1990
16832171336643438 ~1987
168321971009931839 ~1989
16832219336644398 ~1987
168326571009959439 ~1989
16832663336653278 ~1987
168327411009964479 ~1989
16833023336660478 ~1987
16833203336664078 ~1987
16833623336672478 ~1987
16834451336689038 ~1987
Exponent Prime Factor Digits Year
16834511336690238 ~1987
16834523336690478 ~1987
168345532356837439 ~1989
168345771010074639 ~1989
16834799336695998 ~1987
168348971010093839 ~1989
16835243336704878 ~1987
168352611010115679 ~1989
16835723336714478 ~1987
168357432693718899 ~1990
168358011010148079 ~1989
16835963336719278 ~1987
16836119336722398 ~1987
16836311336726238 ~1987
16836719336734398 ~1987
16837283336745678 ~1987
16837343336746878 ~1987
16837631336752638 ~1987
168376731010260399 ~1989
16838221121235191310 ~1991
168384471347075779 ~1989
168391571010349439 ~1989
168395211010371279 ~1989
168397931010387599 ~1989
168407571347260579 ~1989
Exponent Prime Factor Digits Year
168410571010463439 ~1989
16841399336827998 ~1987
168418731010512399 ~1989
16842131336842638 ~1987
16842323336846478 ~1987
16842851336857038 ~1987
16843019336860398 ~1987
16843979336879598 ~1987
16844039336880798 ~1987
168442811010656879 ~1989
16844363336887278 ~1987
168449171010695039 ~1989
16845611336912238 ~1987
168457571010745439 ~1989
168460571010763439 ~1989
16846463336929278 ~1987
16846799336935998 ~1987
16846811336936238 ~1987
16847111336942238 ~1987
16847279336945598 ~1987
168472791347782339
168473931010843599 ~1989
168475911347807299 ~1989
16848179336963598 ~1987
16848311336966238 ~1987
Exponent Prime Factor Digits Year
16848743336974878 ~1987
168488091347904739 ~1989
168489411010936479 ~1989
16849139336982798 ~1987
168493032695888499 ~1990
16849331336986638 ~1987
168493811010962879 ~1989
16849403336988078 ~1987
16849583336991678 ~1987
168495971010975839 ~1989
16850219337004398 ~1987
168503332359046639 ~1989
16851251337025038 ~1987
16851431337028638 ~1987
16851599337031998 ~1987
16851623337032478 ~1987
168517811011106879 ~1989
16852079337041598 ~1987
16852331337046638 ~1987
168523971348191779 ~1989
168524772696396339 ~1990
16852679337053598 ~1987
168528411011170479 ~1989
16852919337058398 ~1987
16853363337067278 ~1987
1316
GIMPS The Prime Pages FactorDb.com
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25-06-08