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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
106885321171016513710 ~1996
1068866032137732079 ~1994
1068868312137736639 ~1994
1068869632137739279 ~1994
1068921712137843439 ~1994
1068959032137918079 ~1994
1068987232137974479 ~1994
1068988871988319298311 ~1999
1069006918552055299 ~1995
1069033736414202399 ~1995
1069042432138084879 ~1994
106908103106908103110 ~1995
1069102912138205839 ~1994
1069109816414658879 ~1995
1069126336414757999 ~1995
1069132378553058979 ~1995
1069147792138295599 ~1994
1069162031026395548911 ~1998
1069195312138390639 ~1994
1069227232138454479 ~1994
1069272418554179299 ~1995
1069278118554224899 ~1995
1069361632138723279 ~1994
1069377112138754239 ~1994
106944499449166895910 ~1997
Exponent Prime Factor Digits Year
1069454632138909279 ~1994
106947439106947439110 ~1995
1069504912139009839 ~1994
106951037256682488910 ~1996
1069515832139031679 ~1994
1069519192139038399 ~1994
1069595512139191039 ~1994
1069600432139200879 ~1994
1069659232139318479 ~1994
1069683712139367439 ~1994
1069713832139427679 ~1994
1069719712139439439 ~1994
1069730632139461279 ~1994
1069763992139527999 ~1994
1069766512139533039 ~1994
1069827478558619779 ~1995
106983413320950239110 ~1997
1069890232139780479 ~1994
1069912432139824879 ~1994
1069930912139861839 ~1994
1069940032139880079 ~1994
1069957192139914399 ~1994
106995727363785471910 ~1997
1069971832139943679 ~1994
1069979392589350123911 ~1999
Exponent Prime Factor Digits Year
1069990192139980399 ~1994
1070038378560306979 ~1995
1070039512140079039 ~1994
1070045392140090799 ~1994
107008087192614556710 ~1996
1070097232140194479 ~1994
1070099392140198799 ~1994
1070148776420892639 ~1995
1070159392140318799 ~1994
1070194312140388639 ~1994
1070221432140442879 ~1994
107024557256858936910 ~1996
1070249992140499999 ~1994
1070250016421500079 ~1995
1070263192140526399 ~1994
1070265112140530239 ~1994
1070266912140533839 ~1994
1070288998562311939 ~1995
1070330392140660799 ~1994
1070351632140703279 ~1994
1070380912140761839 ~1994
107039167706458502310 ~1997
1070424592140849199 ~1994
1070448592140897199 ~1994
1070519936423119599 ~1995
Exponent Prime Factor Digits Year
1070556736423340399 ~1995
1070627992141255999 ~1994
1070706176424237039 ~1995
1070714536424287199 ~1995
1070731432141462879 ~1994
1070795512141591039 ~1994
1070797376424784239 ~1995
107080777428323108110 ~1997
107080783107080783110 ~1995
1070830192141660399 ~1994
1070832712141665439 ~1994
107085827278423150310 ~1996
1070869432141738879 ~1994
1070869792141739599 ~1994
1070877232141754479 ~1994
1070897992141795999 ~1994
1070967712141935439 ~1994
107104853149946794310 ~1996
1071068218568545699 ~1995
1071079432142158879 ~1994
1071096832142193679 ~1994
1071103312142206639 ~1994
1071115912142231839 ~1994
107118491342779171310 ~1997
107121467278515814310 ~1996
2446
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25-04-20