Home e-mail
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
588770991177541999 ~1992
588784939420558899 ~1994
588798111177596239 ~1992
588831831177663679 ~1992
588835791177671599 ~1992
588880791177761599 ~1992
58888421282664420910 ~1995
588889191177778399 ~1992
588892791177785599 ~1992
588905631177811279 ~1992
588926511177853039 ~1992
588927591177855199 ~1992
588936435889364319 ~1993
588952333533713999 ~1993
588958911177917839 ~1992
588961791177923599 ~1992
588967311177934639 ~1992
588972711177945439 ~1992
588983631177967279 ~1992
588988911177977839 ~1992
589000013534000079 ~1993
589000431178000879 ~1992
589012311178024639 ~1992
589023591178047199 ~1992
589024191178048399 ~1992
Exponent Prime Factor Digits Year
589041373534248239 ~1993
589048973534293839 ~1993
589050231178100479 ~1992
589051311178102639 ~1992
589061214712489699 ~1993
589104711178209439 ~1992
589121631178243279 ~1992
589135733534814399 ~1993
589140013534840079 ~1993
589140591178281199 ~1992
589146591178293199 ~1992
589153791178307599 ~1992
589192911178385839 ~1992
589197439427158899 ~1994
589221174713769379 ~1993
589222911178445839 ~1992
589225791178451599 ~1992
589231311178462639 ~1992
589241991178483999 ~1992
589252498249534879 ~1994
589255431178510879 ~1992
589258311178516639 ~1992
589260831178521679 ~1992
589264014714112099 ~1993
589266174714129379 ~1993
Exponent Prime Factor Digits Year
589267973535607839 ~1993
589273974714191779 ~1993
589282014714256099 ~1993
589290111178580239 ~1992
589301419428822579 ~1994
589303275893032719 ~1993
589331031178662079 ~1992
589336431178672879 ~1992
589336914714695299 ~1993
589342213536053279 ~1993
589363431178726879 ~1992
589369311178738639 ~1992
589398315893983119 ~1993
589398831178797679 ~1992
589422231178844479 ~1992
589422594715380739 ~1993
589431613536589679 ~1993
589436391178872799 ~1992
589452791414686696111 ~1997
589474573536847439 ~1993
589483819431740979 ~1994
589494591178989199 ~1992
589497111178994239 ~1992
589518773537112639 ~1993
58953539141488493710 ~1994
Exponent Prime Factor Digits Year
589543733537262399 ~1993
589557231179114479 ~1992
589559994716479939 ~1993
589572591179145199 ~1992
589573311179146639 ~1992
589590111179180239 ~1992
58959079141501789710 ~1994
589592031179184079 ~1992
589601595896015919 ~1993
589603733537622399 ~1993
589616631179233279 ~1992
589617173537703039 ~1993
589629831179259679 ~1992
589666431179332879 ~1992
589680111179360239 ~1992
589728413538370479 ~1993
589734173538405039 ~1993
589754094718032739 ~1993
589754631179509279 ~1992
589755711179511439 ~1992
589768911179537839 ~1992
589781631179563279 ~1992
589785711179571439 ~1992
58979803424654581710 ~1995
58979959106163926310 ~1994
2253
GIMPS The Prime Pages FactorDb.com
Home
5.157.210 digits 		e-mail
25-11-02