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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
9750271975027118 ~1987
9750311195006238 ~1986
9750371195007438 ~1986
9750557585033438 ~1987
9750659195013198 ~1986
9750737585044238 ~1987
97508931365125039 ~1988
9751139195022798 ~1986
97512891365180479 ~1988
9751321585079278 ~1987
9751403195028078 ~1986
9751499780119938 ~1987
97516632340399139 ~1988
9751667780133378 ~1987
9751811195036238 ~1986
9752003195040078 ~1986
9752293585137598 ~1987
9752399195047998 ~1986
9752591195051838 ~1986
97528574486314239 ~1989
9752861585171678 ~1987
9752969780237538 ~1987
9752999195059998 ~1986
9753011195060238 ~1986
9753179195063598 ~1986
Exp. Prime Factor Digits Year
9753277585196638 ~1987
9753637585218238 ~1987
9753899195077998 ~1986
9753917780313378 ~1987
9753983195079678 ~1986
9754321585259278 ~1987
9754621585277278 ~1987
9754763195095278 ~1986
9754859195097198 ~1986
9754919195098398 ~1986
97552691636934138311 ~1993
9755327780426178 ~1987
9755351195107038 ~1986
9755831195116638 ~1986
9756083195121678 ~1986
9756193585371598 ~1987
97562772926883119 ~1988
97564372341544899 ~1988
97567794097847199 ~1989
9757019195140398 ~1986
9757199195143998 ~1986
9757217171727019310 ~1990
9757271195145438 ~1986
97574831561197299 ~1988
9757523195150478 ~1986
Exp. Prime Factor Digits Year
9757703195154078 ~1986
97579271561268339 ~1988
9758173585490398 ~1987
9758261585495678 ~1987
9758579195171598 ~1986
9758591780687298 ~1987
9758653585519198 ~1987
9758741585524478 ~1987
9758767975876718 ~1987
9758999195179998 ~1986
9759023195180478 ~1986
9759047780723778 ~1987
9759143195182878 ~1986
9759437585566238 ~1987
9759539195190798 ~1986
9759551780764098 ~1987
9759553585573198 ~1987
9759803195196078 ~1986
9759917585595038 ~1987
9760367780829378 ~1987
9760403195208078 ~1986
9760511780840898 ~1987
9760739195214798 ~1986
97607393123436499
9760979780878338 ~1987
Exp. Prime Factor Digits Year
9760981585658878 ~1987
9761033585661998 ~1987
9761243195224878 ~1986
9761351195227038 ~1986
97616398785475119 ~1990
9761693585701598 ~1987
9761711195234238 ~1986
97617531366645439 ~1988
9762353585741198 ~1987
9762611195252238 ~1986
9762853585771198 ~1987
9762917585775038 ~1987
9763141585788478 ~1987
9763361585801678 ~1987
97635532929065919 ~1988
9764257585855438 ~1987
9764317585859038 ~1987
9764399195287998 ~1986
9764591195291838 ~1986
9764617585877038 ~1987
9764663195293278 ~1986
9764921585895278 ~1987
9764939195298798 ~1986
9765023195300478 ~1986
9765473585928398 ~1987
1053
GIMPS The Prime Pages FactorDb.com
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26-04-05