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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
9511871190237438 ~1986
95120039892483139 ~1990
9512081760966498 ~1987
9512351760988098 ~1987
9512641570758478 ~1987
9512759190255198 ~1986
9512873570772398 ~1987
9513197761055778 ~1987
9513359190267198 ~1986
9513473570808398 ~1987
9513527761082178 ~1987
9513923190278478 ~1986
9513937570836238 ~1987
9514073570844398 ~1987
95141518562735919 ~1990
9514229761138338 ~1987
9514247761139778 ~1987
95145531332037439 ~1988
9514643190292878 ~1986
9514691190293838 ~1986
9514859190297198 ~1986
95148911712680399 ~1988
9514919190298398 ~1986
9515069761205538 ~1987
9515459190309198 ~1986
Exp. Prime Factor Digits Year
9515531190310638 ~1986
9515593570935598 ~1987
9515659951565918 ~1987
9515873570952398 ~1987
9516281570976878 ~1987
9516443190328878 ~1986
9516673571000398 ~1987
95171393045484499 ~1988
9517381571042878 ~1987
9517439190348798 ~1986
9517559761404738 ~1987
9517691190353838 ~1986
9517691761415298
95177594568524339 ~1989
9518071951807118 ~1987
9518141761451298 ~1987
9518219190364398 ~1986
9518339190366798 ~1986
9518471190369438 ~1986
95184771332586799 ~1988
9519179190383598 ~1986
9519179761534338
9519203190384078 ~1986
9519347761547778 ~1987
9519481571168878 ~1987
Exp. Prime Factor Digits Year
9519557571173438 ~1987
95199432284786339 ~1988
9520037571202238 ~1987
95200617616048819 ~1989
9520559190411198 ~1986
9520747952074718 ~1987
9520939952093918 ~1987
9521051190421038 ~1986
9521279190425598 ~1986
9521297571277838 ~1987
95215692285176579 ~1988
9521723190434478 ~1986
9521851952185118 ~1987
9522113571326798 ~1987
9522119190442398 ~1986
9522203190444078 ~1986
9522361571341678 ~1987
9522523952252318 ~1987
9522761761820898 ~1987
9522791190455838 ~1986
9522871952287118 ~1987
9523001571380078 ~1987
9523139761851138 ~1987
9523181571390878 ~1987
9523229761858338 ~1987
Exp. Prime Factor Digits Year
9523271190465438 ~1986
9523421761873698 ~1987
95239032285736739 ~1988
9524261571455678 ~1987
9524279761942338 ~1987
9524363190487278 ~1986
95243931333415039 ~1988
9524447190488940110 ~1990
9524591190491838 ~1986
95249877048490399 ~1989
9525077571504638 ~1987
9525371190507438 ~1986
9525563190511278 ~1986
9525569762045538 ~1987
9525871952587118 ~1987
9526247762099778 ~1987
9526259190525198 ~1986
9526271190525438 ~1986
9526403190528078 ~1986
9526841571610478 ~1987
95269973620258879 ~1989
9527101571626078 ~1987
9527213571632798 ~1987
9527311952731118 ~1987
9527801762224098 ~1987
1035
GIMPS The Prime Pages FactorDb.com
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26-03-15