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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
22460363449207278 ~1988
22460531125778973710 ~1992
22460939449218798 ~1988
224609391796875139
22461203449224078 ~1988
22461371449227438 ~1988
22461431449228638 ~1988
22461503449230078 ~1988
224619411347716479 ~1990
22462031449240638 ~1988
224621571347729439 ~1990
224623392246233919 ~1990
22462463449249278 ~1988
22463183449263678 ~1988
224633171347799039 ~1990
22463351449267038 ~1988
22463527215649859310 ~1993
22463543449270878 ~1988
22463999449279998 ~1988
22465451449309038 ~1988
224656791797254339 ~1990
22466063449321278 ~1988
22466183449323678 ~1988
22466291449325838 ~1988
22466519449330398 ~1988
Exponent Prime Factor Digits Year
22466651449333038 ~1988
22466819449336398 ~1988
224674493145442879 ~1990
22467911449358238 ~1988
22468703449374078 ~1988
22469003449380078 ~1988
22469099449381998 ~1988
22469543449390878 ~1988
22469819449396398 ~1988
22470263449405278 ~1988
224703131348218799 ~1990
22470743449414878 ~1988
224709411797675299 ~1990
22471133229205556710 ~1993
22471139449422798 ~1988
224713331348279999 ~1990
22471451449429038 ~1988
22471583449431678 ~1988
22471859449437198 ~1988
22472111449442238 ~1988
224722376741671119 ~1991
224723771348342639 ~1990
22472519449450398 ~1988
224726414943981039 ~1991
224729931348379599 ~1990
Exponent Prime Factor Digits Year
22473131449462638 ~1988
224737098989483619 ~1992
224737675393704099 ~1991
22474031449480638 ~1988
22474223449484478 ~1988
224742973595887539 ~1991
224745411797963299 ~1990
22475291449505838 ~1988
22475639449512798 ~1988
22475699449513998 ~1988
22475903449518078 ~1988
224759531348557199 ~1990
22476119449522398 ~1988
22476263449525278 ~1988
22476599449531998 ~1988
22477223449544478 ~1988
22477319449546398 ~1988
22477919449558398 ~1988
22478303449566078 ~1988
224790011348740079 ~1990
22479563449591278 ~1988
22479911449598238 ~1988
22480583449611678 ~1988
224806032248060319 ~1990
22480691449613838 ~1988
Exponent Prime Factor Digits Year
224809491798475939 ~1990
224811011348866079 ~1990
22481279449625598 ~1988
22481363449627278 ~1988
22481639449632798 ~1988
224818978543120879 ~1992
22481951449639038 ~1988
224819511798556099
22482443701452221710 ~1994
22482623449652478 ~1988
22482731112413655110 ~1992
224831411348988479 ~1990
22483151449663038 ~1988
22483283449665678 ~1988
22483871449677438 ~1988
22483931449678638 ~1988
22483991449679838 ~1988
224840391798723139 ~1990
22484459449689198 ~1988
22485299449705998 ~1988
22485503449710078 ~1988
22485563449711278 ~1988
22485791449715838 ~1988
224865531349193199 ~1990
224871731349230399 ~1990
1541
GIMPS The Prime Pages FactorDb.com
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25-09-22