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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
162345834220991599 ~1990
16234859324697198 ~1987
16235183324703678 ~1987
16235759324715198 ~1987
16235903324718078 ~1987
16236023324720478 ~1987
16236131324722638 ~1987
16236191324723838 ~1987
16236299324725998 ~1987
16236743324734878 ~1987
16237751652757590310 ~1993
16238279324765598 ~1987
16238399324767998 ~1987
162384295196297299 ~1990
16238543324770878 ~1987
16238773974326398 ~1988
16238903324778078 ~1987
16238951324779038 ~1987
16239073974344398 ~1988
16239719324794398 ~1987
16239791324795838 ~1987
162398271299186179 ~1989
16240271324805438 ~1987
16240751324815038 ~1987
16240883324817678 ~1987
Exponent Prime Factor Digits Year
16241051324821038 ~1987
162413871299310979 ~1989
16241471324829438 ~1987
16241591324831838 ~1987
162416271299330179 ~1989
16241633974497998 ~1988
16241639324832798 ~1987
16241891324837838 ~1987
16242203324844078 ~1987
16242251324845038 ~1987
16242431324848638 ~1987
16242491324849838 ~1987
16243079324861598 ~1987
16243091324861838 ~1987
16243133974587998 ~1988
16243739324874798 ~1987
162437572274125999 ~1989
16244099324881998 ~1987
16244603324892078 ~1987
16244699324893998 ~1987
16244771324895438 ~1987
16245037974702238 ~1988
16245059324901198 ~1987
16245431324908638 ~1987
16245533974731998 ~1988
Exponent Prime Factor Digits Year
16246031324920638 ~1987
16246283324925678 ~1987
16246319324926398 ~1987
16246493974789598 ~1988
16246799324935998 ~1987
162474171299793379 ~1989
16247663324953278 ~1987
16248017974881038 ~1988
16248731324974638 ~1987
162490492274866879 ~1989
16249133974947998 ~1988
162491719424519199 ~1991
16249319324986398 ~1987
16249559311991532910 ~1992
16249901974994078 ~1988
16250099325001998 ~1987
162501894875056719 ~1990
16250257975015438 ~1988
16250543325010878 ~1987
162508098775436879 ~1991
16250879325017598 ~1987
162509211300073699 ~1989
16250981975058878 ~1988
16251239325024798 ~1987
16251743325034878 ~1987
Exponent Prime Factor Digits Year
16252259325045198 ~1987
16252403325048078 ~1987
162526992925485839 ~1990
16252751325055038 ~1987
16252991325059838 ~1987
16253053975183198 ~1988
16253201975192078 ~1988
16253291325065838 ~1987
162534013575748239 ~1990
16253423325068478 ~1987
16253603325072078 ~1987
16253771325075438 ~1987
16253843325076878 ~1987
16254743325094878 ~1987
162548412600774579 ~1990
16254971325099438 ~1987
16255801975348078 ~1988
162559191300473539 ~1989
162563712601019379 ~1990
16256483325129678 ~1987
16256843325136878 ~1987
16257071325141438 ~1987
16257133975427998 ~1988
16257551325151038 ~1987
162579071625790719 ~1989
1320
GIMPS The Prime Pages FactorDb.com
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25-09-22