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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
5782103115642078 ~1984
5782163115643278 ~1984
5782391115647838 ~1984
5782577809560798 ~1986
5782657346959438 ~1985
5782951578295118 ~1986
5782951925272178
5783153346989198 ~1985
5783339462667138 ~1985
5783363115667278 ~1984
5783369462669538 ~1985
5783381347002878 ~1985
5783549809696878 ~1986
5783983925437298 ~1986
5784089462727138 ~1985
57842693123505279 ~1987
5784323115686478 ~1984
5784421347065278 ~1985
5784563115691278 ~1984
5784599462767938 ~1985
5784673347080398 ~1985
5784959115699198 ~1984
5785001462800098 ~1985
57850811272717839 ~1986
57851033239657699 ~1987
Exp. Prime Factor Digits Year
5785337462826978 ~1985
5785463115709278 ~1984
5785511115710238 ~1984
5785589462847138 ~1985
5785691115713838 ~1984
5785807578580718 ~1986
57858371735751119 ~1987
5785859115717198 ~1984
5785889462871138 ~1985
5785889810024478
5785991115719838 ~1984
5786281347176878 ~1985
5786327462906178 ~1985
5786359578635918 ~1986
5786369462909538 ~1985
5786461347187678 ~1985
5786537462922978 ~1985
5786861462948898 ~1985
5787167462973378 ~1985
5787217347233038 ~1985
5787851115757038 ~1984
5787869463029538 ~1985
5788043115760878 ~1984
5788193347291598 ~1985
57882473241418339 ~1987
Exp. Prime Factor Digits Year
5788439115768798 ~1984
5788457347307438 ~1985
5788463115769278 ~1984
5788621347317278 ~1985
5788697810417598 ~1986
5788793347327598 ~1985
5789071578907118 ~1986
5789363115787278 ~1984
57896172315846819 ~1987
5789711115794238 ~1984
57897791042160239 ~1986
5789891115797838 ~1984
5789891463191298
5790097347405838 ~1985
57902092200279439 ~1987
5790419115808398 ~1984
5790439579043918 ~1986
57905291389726979 ~1986
5790539115810798 ~1984
5790569810679678 ~1986
57905711042302799 ~1986
57908092779588339 ~1987
5790847579084718 ~1986
57908472316338819
5790857347451438 ~1985
Exp. Prime Factor Digits Year
5790899115817998 ~1984
5790943579094318 ~1986
5791091115821838 ~1984
5791109463288738 ~1985
5791153347469198 ~1985
5791217810770398 ~1986
5791231579123118 ~1986
5791337347480238 ~1985
5791403115828078 ~1984
5791463115829278 ~1984
5791517347491038 ~1985
5791757347505438 ~1985
5791811115836238 ~1984
5791987579198718 ~1986
5792027463362178 ~1985
5792099463367938 ~1985
5792323579232318 ~1986
57923331853546579 ~1987
5792441463395298 ~1985
57924471506036239 ~1987
5792789463423138 ~1985
5792789810990478
5792867463429378 ~1985
5792879115857598 ~1984
5792909463432738 ~1985
782
GIMPS The Prime Pages FactorDb.com
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26-07-19