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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
590134311180268639 ~1992
590142831180285679 ~1992
590145413540872479 ~1993
590148591180297199 ~1992
590150031180300079 ~1992
590150391180300799 ~1992
590174991180349999 ~1992
590184133541104799 ~1993
590190111180380239 ~1992
59020151153452392710 ~1994
590209191180418399 ~1992
590219394721755139 ~1993
590223675902236719 ~1993
590225391180450799 ~1992
590225991180451999 ~1992
590259591180519199 ~1992
590297835902978319 ~1993
590304831180609679 ~1992
590310195903101919 ~1993
590314911180629839 ~1992
590315031180630079 ~1992
590318391180636799 ~1992
590328195903281919 ~1993
590380138265321839 ~1994
590382231180764479 ~1992
Exponent Prime Factor Digits Year
590387813542326879 ~1993
590409591180819199 ~1992
590414031180828079 ~1992
590431911180863839 ~1992
590441773542650639 ~1993
590461333542767999 ~1993
590470738266590239 ~1994
590497791180995599 ~1992
59052859342506582310 ~1995
590532831181065679 ~1992
590535373543212239 ~1993
590539311181078639 ~1992
590545311181090639 ~1992
590559294724474339 ~1993
590563813543382879 ~1993
590577831181155679 ~1992
590595231181190479 ~1992
590605911181211839 ~1992
590610195906101919 ~1993
590641974725135779 ~1993
590645391181290799 ~1992
590648991181297999 ~1992
590656311181312639 ~1992
590679711181359439 ~1992
59068643141764743310 ~1994
Exponent Prime Factor Digits Year
590687213544123279 ~1993
590706591181413199 ~1992
590707995907079919 ~1993
590714511181429039 ~1992
590729391181458799 ~1992
590755431181510879 ~1992
590761311181522639 ~1992
590767791181535599 ~1992
590773074726184579 ~1993
590797191181594399 ~1992
590839191181678399 ~1992
590839431181678879 ~1992
590850111181700239 ~1992
590853439453654899 ~1994
590856711181713439 ~1992
590880591181761199 ~1992
59088527330895751310 ~1995
590897991181795999 ~1992
590908794727270339 ~1993
590935213545611279 ~1993
590947191181894399 ~1992
590954991181909999 ~1992
590986311181972639 ~1992
590991711181983439 ~1992
590994831181989679 ~1992
Exponent Prime Factor Digits Year
59102237177306711110 ~1995
591035031182070079 ~1992
591053533546321199 ~1993
591063013546378079 ~1993
591085191182170399 ~1992
591103213546619279 ~1993
591108231182216479 ~1992
591122173546733039 ~1993
59112499141869997710 ~1994
591129831182259679 ~1992
591145911182291839 ~1992
591149031182298079 ~1992
591155094729240739 ~1993
591158631182317279 ~1992
591168591182337199 ~1992
591171111182342239 ~1992
591182631182365279 ~1992
591188173547129039 ~1993
591201231182402479 ~1992
591202213547213279 ~1993
59120801177362403110 ~1995
591211191182422399 ~1992
591213111182426239 ~1992
591224031182448079 ~1992
591233413547400479 ~1993
2130
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25-04-20