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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
1067551792135103599 ~1994
1067645218541161699 ~1995
1067668792135337599 ~1994
1067680192135360399 ~1994
1067736376406418239 ~1995
1067738392135476799 ~1994
1067745136406470799 ~1995
1067757832135515679 ~1994
1067767312135534639 ~1994
1067794198542353539 ~1995
1067908912135817839 ~1994
1067912992135825999 ~1994
1067919592135839199 ~1994
1067953192135906399 ~1994
1067970232135940479 ~1994
1067991112135982239 ~1994
1067991832135983679 ~1994
1067999416407996479 ~1995
1068020512136041039 ~1994
1068039898544319139 ~1995
1068118498544947939 ~1995
1068143032136286079 ~1994
1068189832136379679 ~1994
1068192832136385679 ~1994
1068199912136399839 ~1994
Exponent Prime Factor Digits Year
1068251398546011139 ~1995
1068258712136517439 ~1994
1068296032136592079 ~1994
1068307192136614399 ~1994
106833847106833847110 ~1995
106845659256429581710 ~1996
106846769406017722310 ~1997
1068469192136938399 ~1994
1068493976410963839 ~1995
1068533992137067999 ~1994
1068557392137114799 ~1994
1068649936411899599 ~1995
1068659392137318799 ~1994
1068669232137338479 ~1994
1068670936412025599 ~1995
1068678112137356239 ~1994
1068678616412071679 ~1995
1068724312137448639 ~1994
1068739792137479599 ~1994
1068748792137497599 ~1994
1068751432137502879 ~1994
1068798592137597199 ~1994
1068833632137667279 ~1994
1068835192137670399 ~1994
1068839632137679279 ~1994
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
2457
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25-05-04