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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
586065111172130239 ~1992
586066614688532899 ~1993
586088391172176799 ~1992
586096378205349199 ~1994
586097631172195279 ~1992
586104714688837699 ~1993
586120191172240399 ~1992
586125013516750079 ~1993
586137439378198899 ~1994
586139813516838879 ~1993
586141515861415119 ~1993
586141635861416319 ~1993
586147791172295599 ~1992
58615411105507739910 ~1994
586165133516990799 ~1993
586167111172334239 ~1992
586170591172341199 ~1992
586175394689403139 ~1993
58619321175857963110 ~1995
586197831172395679 ~1992
586201431172402879 ~1992
586205631172411279 ~1992
586207911172415839 ~1992
586215675862156719 ~1993
586216014689728099 ~1993
Exponent Prime Factor Digits Year
58621757140692216910 ~1994
586226391172452799 ~1992
586229391172458799 ~1992
586239591172479199 ~1992
586240311172480639 ~1992
586244094689952739 ~1993
586245915862459119 ~1993
586252431172504879 ~1992
586260831172521679 ~1992
586309191172618399 ~1992
586315431172630879 ~1992
586322511172645039 ~1992
586325514690604099 ~1993
586326594690612739 ~1993
586328631172657279 ~1992
58633231938131696110 ~1996
586335831172671679 ~1992
586339614690716899 ~1993
586356831172713679 ~1992
586362711172725439 ~1992
586368133518208799 ~1993
586390791172781599 ~1992
586399791172799599 ~1992
586404533518427199 ~1993
58641151234564604110 ~1995
Exponent Prime Factor Digits Year
586426911172853839 ~1992
586429431172858879 ~1992
586433631172867279 ~1992
586435614691484899 ~1993
586459674691677379 ~1993
586465791172931599 ~1992
586486191172972399 ~1992
586504911173009839 ~1992
586515114692120899 ~1993
586523271137855143911 ~1997
586552791173105599 ~1992
586575231173150479 ~1992
586590711173181439 ~1992
586595631173191279 ~1992
586603791173207599 ~1992
586609911173219839 ~1992
586611111173222239 ~1992
586635711173271439 ~1992
586658511173317039 ~1992
586661031173322079 ~1992
586662591173325199 ~1992
586666973520001839 ~1993
586675791173351599 ~1992
586683591173367199 ~1992
586688933520133599 ~1993
Exponent Prime Factor Digits Year
58671917140812600910 ~1994
586722831173445679 ~1992
586731831173463679 ~1992
586738191173476399 ~1992
586743979387903539 ~1994
586744191173488399 ~1992
586757031173514079 ~1992
586760031173520079 ~1992
586769773520618639 ~1993
586771674694173379 ~1993
586783933520703599 ~1993
586788711173577439 ~1992
58679039105622270310 ~1994
586790514694324099 ~1993
586791774694334179 ~1993
586811631173623279 ~1992
586823213520939279 ~1993
586852791173705599 ~1992
586866231173732479 ~1992
586868631173737279 ~1992
58686899293434495110 ~1995
586886991173773999 ~1992
586891311173782639 ~1992
586894431173788879 ~1992
586899379390389939 ~1994
2402
GIMPS The Prime Pages FactorDb.com
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26-07-05