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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
20112791402255838 ~1988
201128391609027139 ~1989
20112899402257998 ~1988
20113139402262798 ~1988
201133372815867199 ~1990
20113883402277678 ~1988
20114183402283678 ~1988
201143211206859279 ~1989
20114651402293038 ~1988
20115113124713700710 ~1992
20115323402306478 ~1988
20115503402310078 ~1988
20115659402313198 ~1988
20115971402319438 ~1988
20115983402319678 ~1988
20116451402329038 ~1988
201167171207003039 ~1989
20116919402338398 ~1988
20117243402344878 ~1988
20117351402347038 ~1988
20117759402355198 ~1988
20117963402359278 ~1988
20118419402368398 ~1988
201184814426065839 ~1991
20119439402388798 ~1988
Exponent Prime Factor Digits Year
20120543402410878 ~1988
20120651402413038 ~1988
201206571609652579 ~1989
201208011609664099 ~1989
20121539402430798 ~1988
201216834829203939 ~1991
201218391609747139 ~1989
201222411207334479 ~1989
201227635231918399 ~1991
201229971207379839 ~1989
20124323402486478 ~1988
201246473622436479 ~1990
201249532817493439 ~1990
201251531207509199 ~1989
201256311610050499 ~1989
20126399402527998 ~1988
20126891402537838 ~1988
20127851402557038 ~1988
20127911402558238 ~1988
201280611207683679 ~1989
20128211402564238 ~1988
201284211207705279 ~1989
20128583402571678 ~1988
20128763402575278 ~1988
20129159402583198 ~1988
Exponent Prime Factor Digits Year
20129663402593278 ~1988
20129951402599038 ~1988
20130251402605038 ~1988
20130769144941536910 ~1992
20131019402620398 ~1988
20131103402622078 ~1988
20131211402624238 ~1988
20131271402625438 ~1988
201313734831529539 ~1991
20131931402638638 ~1988
20132243402644878 ~1988
20132303402646078 ~1988
20132639402652798 ~1988
20132999402659998 ~1988
20133551402671038 ~1988
20133563402671278 ~1988
20133623402672478 ~1988
20133731402674638 ~1988
20133959402679198 ~1988
20134343402686878 ~1988
20134379402687598 ~1988
20134463402689278 ~1988
20134619402692398 ~1988
20134799402695998 ~1988
20134883402697678 ~1988
Exponent Prime Factor Digits Year
20134931402698638 ~1988
20134979402699598 ~1988
20136503402730078 ~1988
20136731402734638 ~1988
20136911402738238 ~1988
201370811208224879 ~1989
201374173221986739 ~1990
201377832013778319 ~1990
20138159402763198 ~1988
201384531208307199 ~1989
20139011402780238 ~1988
20139131402782638 ~1988
20139239402784798 ~1988
20139503402790078 ~1988
20139683402793678 ~1988
20140031402800638 ~1988
20140091402801838 ~1988
20140271402805438 ~1988
20140331402806638 ~1988
20140559145012024910 ~1992
20140751402815038 ~1988
20140943402818878 ~1988
20141003402820078 ~1988
20141711402834238 ~1988
20143031402860638 ~1988
1370
GIMPS The Prime Pages FactorDb.com
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24-10-27