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
591063013546378079 ~1993
591085191182170399 ~1992
591103213546619279 ~1993
591108231182216479 ~1992
591122173546733039 ~1993
59112499141869997710 ~1994
591129831182259679 ~1992
591145911182291839 ~1992
591149031182298079 ~1992
591153231182306479 ~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
591241014729928099 ~1993
591263631182527279 ~1992
Exponent Prime Factor Digits Year
591278991182557999 ~1992
591287991182575999 ~1992
591290391182580799 ~1992
591330711182661439 ~1992
591330831182661679 ~1992
59133611153747388710 ~1994
591340791182681599 ~1992
591349791182699599 ~1992
591355213548131279 ~1993
591358733548152399 ~1993
591387591182775199 ~1992
591388133548328799 ~1993
59138929319350216710 ~1995
591390231182780479 ~1992
591392874731142979 ~1993
591407213548443279 ~1993
591408915914089119 ~1993
591410511182821039 ~1992
59144749236578996110 ~1995
591455631182911279 ~1992
591466791182933599 ~1992
591498231182996479 ~1992
591507831183015679 ~1992
591537711183075439 ~1992
591546711183093439 ~1992
Exponent Prime Factor Digits Year
591552591183105199 ~1992
591559911183119839 ~1992
591618133549708799 ~1993
591625911183251839 ~1992
591639711183279439 ~1992
591648174733185379 ~1993
591666619466665779 ~1994
591690231183380479 ~1992
591698991183397999 ~1992
591701698283823679 ~1994
591713031183426079 ~1992
591716031183432079 ~1992
591727191183454399 ~1992
591743479467895539 ~1994
59175133130185292710 ~1994
591756591183513199 ~1992
591808791183617599 ~1992
59181259106526266310 ~1994
591813591183627199 ~1992
591839631183679279 ~1992
591847074734776579 ~1993
591855373551132239 ~1993
591869214734953699 ~1993
591877311183754639 ~1992
591890991183781999 ~1992
Exponent Prime Factor Digits Year
591894538286523439 ~1994
591907733551446399 ~1993
591907791183815599 ~1992
591907794735262339
591909174735273379 ~1993
591944835919448319 ~1993
591946074735568579 ~1993
591946373551678239 ~1993
591948711183897439 ~1992
591975711183951439 ~1992
591981231183962479 ~1992
591986694735893539 ~1993
592000515920005119 ~1993
592001391184002799 ~1992
592006194736049539 ~1993
592019511184039039 ~1992
592021311184042639 ~1992
592036191184072399 ~1992
592037991184075999 ~1992
592041435920414319 ~1993
592043031184086079 ~1992
59204597331545743310 ~1995
592065231184130479 ~1992
592073991184147999 ~1992
592074711184149439 ~1992
2176
GIMPS The Prime Pages FactorDb.com
Home
4.888.230 digits 		e-mail
25-06-29