Home e-mail
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
885367191770734399 ~1993
885400431770800879 ~1993
885409878854098719 ~1995
885415431770830879 ~1993
88542059637502824910 ~1997
885505191771010399 ~1993
885520431771040879 ~1993
88553251159395851910 ~1995
885569991771139999 ~1993
885598431771196879 ~1993
885598975313593839 ~1994
885609111771218239 ~1993
885611031771222079 ~1993
885611991771223999 ~1993
885643191771286399 ~1993
885649791771299599 ~1993
885650331115919415911 ~1997
88565747442828735110 ~1996
885673431771346879 ~1993
885676311771352639 ~1993
885710511771421039 ~1993
885711591771423199 ~1993
88571261283428035310 ~1996
885720591771441199 ~1993
885737391771474799 ~1993
Exponent Prime Factor Digits Year
885754191771508399 ~1993
885759415314556479 ~1994
885761775314570639 ~1994
885803631771607279 ~1993
885809631771619279 ~1993
885810231771620479 ~1993
88581107159445992710 ~1995
885831231771662479 ~1993
885833031771666079 ~1993
885879231771758479 ~1993
885897078858970719 ~1995
885911031771822079 ~1993
88597709124036792710 ~1995
885982278859822719 ~1995
885994311771988639 ~1993
886011477088091779 ~1995
886035231772070479 ~1993
886039431772078879 ~1993
886103391772206799 ~1993
886113711772227439 ~1993
88612099159501778310 ~1995
886190575317143439 ~1994
886198311772396639 ~1993
886222977089783779 ~1995
88623593124073030310 ~1995
Exponent Prime Factor Digits Year
886238031772476079 ~1993
886291791772583599 ~1993
886304631772609279 ~1993
886317711772635439 ~1993
886338591772677199 ~1993
886343031772686079 ~1993
886369911772739839 ~1993
886376391772752799 ~1993
886393077091144579 ~1995
886449711772899439 ~1993
886490517091924099 ~1995
886496631772993279 ~1993
886530831773061679 ~1993
886547391773094799 ~1993
886557615319345679 ~1994
886574215319445279 ~1994
886584078865840719 ~1995
886607511773215039 ~1993
886614591773229199 ~1993
88662061141859297710 ~1995
88666189212798853710 ~1996
886688031773376079 ~1993
886689135320134799 ~1994
886695711773391439 ~1993
886746111773492239 ~1993
Exponent Prime Factor Digits Year
886761231773522479 ~1993
886764918867649119 ~1995
886772991773545999 ~1993
886819911773639839 ~1993
886832991773665999 ~1993
886853511773707039 ~1993
886858677094869379 ~1995
886865991773731999 ~1993
886866591773733199 ~1993
88690453141904724910 ~1995
886911535321469199 ~1994
886930791773861599 ~1993
886963191773926399 ~1993
886990431773980879 ~1993
886992831773985679 ~1993
887014791774029599 ~1993
887043831774087679 ~1993
887050398870503919 ~1995
887090517096724099 ~1995
88716379372608791910 ~1996
887171175323027039 ~1994
887180991774361999 ~1993
887203431774406879 ~1993
887205591774411199 ~1993
887214711774429439 ~1993
2411
GIMPS The Prime Pages FactorDb.com
Home
4.918.085 digits 		e-mail
25-07-13