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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
852130311704260639 ~1993
852131511704263039 ~1993
852149535112897199 ~1994
852194415113166479 ~1994
852195231704390479 ~1993
852197335113183999 ~1994
852203631704407279 ~1993
85221907153399432710 ~1995
852223311704446639 ~1993
852245631704491279 ~1993
852272511704545039 ~1993
852280791704561599 ~1993
852325191704650399 ~1993
852340311704680639 ~1993
852395775114374639 ~1994
852416991704833999 ~1993
852440391704880799 ~1993
852452031704904079 ~1993
852473391704946799 ~1993
852499911704999839 ~1993
852505735115034399 ~1994
852517911705035839 ~1993
852526311705052639 ~1993
852547815115286879 ~1994
85255909204614181710 ~1996
Exponent Prime Factor Digits Year
852582231705164479 ~1993
852596175115577039 ~1994
852606111705212239 ~1993
852661935115971599 ~1994
852672711705345439 ~1993
852698391705396799 ~1993
852699111705398239 ~1993
852703311705406639 ~1993
852705831705411679 ~1993
852709815116258879 ~1994
852720231705440479 ~1993
852737631705475279 ~1993
852763911705527839 ~1993
852773031705546079 ~1993
852831111705662239 ~1993
852831318528313119 ~1995
852847791705695599 ~1993
852869631705739279 ~1993
852872631705745279 ~1993
852874935117249599 ~1994
852901513002213315311 ~1998
852906711705813439 ~1993
85291189597038323110 ~1997
852962031705924079 ~1993
852967911705935839 ~1993
Exponent Prime Factor Digits Year
852995031705990079 ~1993
85300609255901827110 ~1996
853014175118085039 ~1994
853015016824120099 ~1994
85301627221784230310 ~1996
853031096807188098311 ~1999
85303243204727783310 ~1996
853061631706123279 ~1993
853085935118515599 ~1994
853098831706197679 ~1993
853100118531001119 ~1995
85311451494806415910 ~1997
853115991706231999 ~1993
853126735118760399 ~1994
853139511706279039 ~1993
853174376825394979 ~1994
853196031706392079 ~1993
853209231706418479 ~1993
853212591706425199 ~1993
853217815119306879 ~1994
853220335119321999 ~1994
853224591706449199 ~1993
853233831706467679 ~1993
853249191706498399 ~1993
853251111706502239 ~1993
Exponent Prime Factor Digits Year
853279431706558879 ~1993
853287831706575679 ~1993
853288911706577839 ~1993
85329089119460724710 ~1995
853304391706608799 ~1993
853342191706684399 ~1993
853344711706689439 ~1993
853358631706717279 ~1993
853395711706791439 ~1993
853405998534059919 ~1995
853449711706899439 ~1993
853460838534608319 ~1995
853495335120971999 ~1994
853506535121039199 ~1994
853522191707044399 ~1993
853537911707075839 ~1993
853539591707079199 ~1993
853550511707101039 ~1993
853553391707106799 ~1993
853587111707174239 ~1993
853595031707190079 ~1993
853612191707224399 ~1993
853614831707229679 ~1993
853635711707271439 ~1993
853651015121906079 ~1994
2339
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25-05-04