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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
1100796112201592239 ~1994
1100799712201599439 ~1994
1100829712201659439 ~1994
1100842072928239906311 ~1999
1100883232201766479 ~1994
1100883832201767679 ~1994
110089747110089747110 ~1996
1100904718807237699 ~1995
110090677176145083310 ~1996
1100916592201833199 ~1994
1100918512201837039 ~1994
1100936032201872079 ~1994
1100958832201917679 ~1994
1100959432201918879 ~1994
1100962432201924879 ~1994
1100979592201959199 ~1994
1100993512201987039 ~1994
1100995192201990399 ~1994
1101000712202001439 ~1994
1101010378808082979 ~1995
110107771110107771110 ~1996
1101101512202203039 ~1994
1101103137201214470311 ~2000
1101104392202208799 ~1994
1101114832202229679 ~1994
Exponent Prime Factor Digits Year
1101133078809064579 ~1995
1101142736606856399 ~1995
1101211136607266799 ~1995
1101212392202424799 ~1994
110124409704796217710 ~1997
1101248632202497279 ~1994
1101251992202503999 ~1994
1101263632202527279 ~1994
1101313312202626639 ~1994
110131591110131591110 ~1996
1101322192202644399 ~1994
110132383110132383110 ~1996
1101332032202664079 ~1994
1101395176608371039 ~1995
1101456536608739199 ~1995
1101463432202926879 ~1994
110146583264351799310 ~1996
1101494218811953699 ~1995
110154181330462543110 ~1997
1101548416609290479 ~1995
1101562616609375679 ~1995
1101581512203163039 ~1994
1101585712203171439 ~1994
1101610816609664879 ~1995
1101611512203223039 ~1994
Exponent Prime Factor Digits Year
1101622432203244879 ~1994
1101641632203283279 ~1994
1101652918813223299 ~1995
1101680392203360799 ~1994
1101697912203395839 ~1994
1101738832203477679 ~1994
1101818032203636079 ~1994
1101820312203640639 ~1994
1101834592203669199 ~1994
1101836578814692579 ~1995
1101848632203697279 ~1994
1101866336611197999 ~1995
1101866512203733039 ~1994
1101885112203770239 ~1994
110191073264458575310 ~1996
1101945832203891679 ~1994
1101952792203905599 ~1994
1101953392203906799 ~1994
1101967312203934639 ~1994
1102032418816259299 ~1995
1102051631697159510311 ~1998
110207147198372864710 ~1996
1102080712204161439 ~1994
1102084312204168639 ~1994
110214317154300043910 ~1996
Exponent Prime Factor Digits Year
1102152712204305439 ~1994
1102164416612986479 ~1995
1102197776613186639 ~1995
1102201912204403839 ~1994
1102203712204407439 ~1994
1102248112204496239 ~1994
1102276792204553599 ~1994
1102313392204626799 ~1994
1102347592204695199 ~1994
110234779110234779110 ~1996
1102354312204708639 ~1994
110237923110237923110 ~1996
1102383112204766239 ~1994
1102390432204780879 ~1994
1102394032204788079 ~1994
1102410298819282339 ~1995
1102415392204830799 ~1994
1102434592204869199 ~1994
1102443832204887679 ~1994
110246069418935062310 ~1997
1102485598819884739 ~1995
1102486432204972879 ~1994
1102497592204995199 ~1994
1102509232205018479 ~1994
1102543792205087599 ~1994
2625
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25-11-17