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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
479353195870637 ~1983
4793851767016178 ~1985
47938631629913439 ~1986
4794259479425918 ~1985
47942691438280719 ~1986
4794287383542978 ~1985
479429995885997 ~1983
4794299862973838
4794437287666238 ~1984
479474395894877 ~1983
4794781287686878 ~1984
479479195895837 ~1983
479489995897997 ~1983
4794953671293438 ~1985
47949614219565699 ~1987
4795157287709438 ~1984
4795243479524318 ~1985
4795337383626978 ~1985
47956131534596179 ~1986
4795873287752398 ~1984
479588395917677 ~1983
4796039383683138 ~1985
4796081287764878 ~1984
47960831151059939 ~1986
479611195922237 ~1983
Exp. Prime Factor Digits Year
4796119479611918 ~1985
4796191767390578 ~1985
4796237287774238 ~1984
4796249383699938 ~1985
4796381383710498 ~1985
4796437287786238 ~1984
4796593287795598 ~1984
479663995932797 ~1983
47966991151207779 ~1986
479678395935677 ~1983
4796837383746978 ~1985
479705995941197 ~1983
4797211767553778 ~1985
479726395945277 ~1983
47973131151355139 ~1986
479737195947437 ~1983
479750395950077 ~1983
479756395951277 ~1983
479759995951997 ~1983
4797629383810338 ~1985
4797677287860638 ~1984
479801995960397 ~1983
4798039863647038 ~1985
479809195961837 ~1983
4798181383854498 ~1985
Exp. Prime Factor Digits Year
4798481287908878 ~1984
479852395970477 ~1983
479857195971437 ~1983
479867995973597 ~1983
4798861767817778 ~1985
4799023479902318 ~1985
479930395986077 ~1983
4799351383948098 ~1985
4799407479940718 ~1985
4799407863893278
47997192015881999 ~1986
4799897383991778 ~1985
4799981383998498 ~1985
480002396000477 ~1983
480008396001677 ~1983
4800199480019918 ~1985
4800241288014478 ~1984
48002531056055679 ~1986
48003471248090239 ~1986
4800401288024078 ~1984
4800667480066718 ~1985
480068396013677 ~1983
48011331152271939 ~1986
4801213288072798 ~1984
48015531152372739 ~1986
Exp. Prime Factor Digits Year
48016733457204579 ~1987
4801829384146338 ~1985
4802093288125598 ~1984
480224396044877 ~1983
4802461288147678 ~1984
4802513288150798 ~1984
480254396050877 ~1983
480272396054477 ~1983
48029272401463519 ~1987
48029474322652319 ~1987
480305996061197 ~1983
480311996062397 ~1983
4803137384250978 ~1985
48032231921289219 ~1986
48032772305572979 ~1987
48032831921313219 ~1986
48033071633124399 ~1986
48034271152822499 ~1986
4803767384301378 ~1985
480392396078477 ~1983
4803991480399118 ~1985
4804021288241278 ~1984
4804133288247998 ~1984
4804201288252078 ~1984
4804253288255198 ~1984
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