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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.
Exp. Prime Factor Digits Year
9793321587599278 ~1987
97933391286844744711 ~1992
9793571195871438 ~1986
9793583195871678 ~1986
9793877783510178 ~1987
97939511762911199 ~1988
9793963979396318 ~1987
9794003195880078 ~1986
9794051195881038 ~1986
9794069783525538 ~1987
9794119150829432710 ~1990
9794321783545698 ~1987
9794591195891838 ~1986
9794723195894478 ~1986
9794891195897838 ~1986
9795371783629698 ~1987
9795419195908398 ~1986
9796057587763438 ~1987
9796151195923038 ~1986
97961513134768339
9796201587772078 ~1987
9796439195928798 ~1986
9796469783717538 ~1987
9796481587788878 ~1987
9796529783722338 ~1987
Exp. Prime Factor Digits Year
9796933587815998 ~1987
9797279195945598 ~1986
9797603195952078 ~1986
97976515486684579 ~1989
9797699195953998 ~1986
9797783195955678 ~1986
9797833587869998 ~1987
9798059195961198 ~1986
9798101783848098 ~1987
9798479195969598 ~1986
9798917587935038 ~1987
9799019195980398 ~1986
9799271195985438 ~1986
9799319783945538 ~1987
97993331567893299 ~1988
9799411979941118 ~1987
9800261784020898 ~1987
9800639196012798 ~1986
9800639784051138
9800663196013278 ~1986
9800711196014238 ~1986
9800881588052878 ~1987
9800963196019278 ~1986
9801133421448719110 ~1991
9801383196027678 ~1986
Exp. Prime Factor Digits Year
98015991764287839 ~1988
9801791196035838 ~1986
98018512548481279 ~1988
9801941784155298 ~1987
9802031196040638 ~1986
9802061784164898 ~1987
9802501588150078 ~1987
9802511196050238 ~1986
9802571196051438 ~1986
9802631196052638 ~1986
9802777588166638 ~1987
9802811196056238 ~1986
9802921588175278 ~1987
9803177588190638 ~1987
9803219196064398 ~1986
98033331372466639 ~1988
9803399196067998 ~1986
9803413123523003910 ~1990
9803477588208638 ~1987
98039533921581219 ~1989
9804191196083838 ~1986
9804653588279198 ~1987
9804803196096078 ~1986
98052232549357999 ~1988
9805343196106878 ~1986
Exp. Prime Factor Digits Year
9805513588330798 ~1987
9805571196111438 ~1986
9805709784456738 ~1987
9806117588367038 ~1987
9806317588379038 ~1987
9806341588380478 ~1987
9806663196133278 ~1986
9806837588410238 ~1987
9806837784546978
98070432353690339 ~1988
9807449784595938 ~1987
9807503196150078 ~1986
9807593588455598 ~1987
9807779196155598 ~1986
9807797588467838 ~1987
9808391196167838 ~1986
9808619196172398 ~1986
98087034119655279 ~1989
98088311765589599 ~1988
9809231196184638 ~1986
9809711196194238 ~1986
9809711784776898
9809759196195198 ~1986
9809777588586638 ~1987
9809797588587838 ~1987
1034
GIMPS The Prime Pages FactorDb.com
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25-11-17