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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
172878132766050099 ~1990
17287859345757198 ~1987
17288291345765838 ~1987
172883531037301199 ~1989
172885732420400239 ~1990
17288951345779038 ~1987
17289143345782878 ~1987
17289179345783598 ~1987
172894216915768419 ~1991
17290391345807838 ~1987
17290439345808798 ~1987
17290631345812638 ~1987
172908371037450239 ~1989
17290979345819598 ~1987
17291471345829438 ~1987
17291759345835198 ~1987
17291951345839038 ~1987
17292059345841198 ~1987
17292623345852478 ~1987
17292911345858238 ~1987
172930931037585599 ~1989
17293151345863038 ~1987
17294111345882238 ~1987
17296043345920878 ~1987
172961932421467039 ~1990
Exponent Prime Factor Digits Year
17296271345925438 ~1987
172963131037778799 ~1989
172963371037780239 ~1989
17296451345929038 ~1987
17296703345934078 ~1987
172969971383759779 ~1989
17297123345942478 ~1987
17297183345943678 ~1987
172974591383796739 ~1989
17297471345949438 ~1987
17297699345953998 ~1987
172978791383830339 ~1989
172979771037878639 ~1989
172980531037883199 ~1989
17298287221418073710 ~1992
17298383345967678 ~1987
172984871729848719 ~1989
17298791345975838 ~1987
17298923345978478 ~1987
172992235535751379 ~1990
17299883345997678 ~1987
172999811037998879 ~1989
17300303346006078 ~1987
173005331038031999 ~1989
173007111384056899 ~1989
Exponent Prime Factor Digits Year
173008311384066499 ~1989
173008513114153199 ~1990
173009531038057199 ~1989
173018531038111199 ~1989
17301923346038478 ~1987
173021931038131599 ~1989
17303063346061278 ~1987
17303171346063438 ~1987
173032671384261379 ~1989
17303999346079998 ~1987
173040834499061599 ~1990
17304251346085038 ~1987
17304719346094398 ~1987
173051111730511119 ~1989
17305391346107838 ~1987
17305511346110238 ~1987
17305559346111198 ~1987
17305919346118398 ~1988
173059333807305279 ~1990
17306423346128478 ~1988
17306483346129678 ~1988
17306543346130878 ~1988
17306651346133038 ~1988
17306771346135438 ~1988
173071371384570979 ~1989
Exponent Prime Factor Digits Year
17308103346162078 ~1988
17308139346162798 ~1988
173081391384651139
17308463346169278 ~1988
17308559346171198 ~1988
173091011038546079 ~1989
17309291346185838 ~1988
173092915538973139
173108171038649039 ~1989
17311139346222798 ~1988
17311379346227598 ~1988
173121111384968899 ~1989
173126931038761599 ~1989
17312891346257838 ~1988
17313479346269598 ~1988
173138091385104739 ~1989
17313839346276798 ~1988
17314019346280398 ~1988
17314091346281838 ~1988
173146372424049199 ~1990
17314679346293598 ~1988
17314931346298638 ~1988
17315351346307038 ~1988
17315531346310638 ~1988
17315723346314478 ~1988
1324
GIMPS The Prime Pages FactorDb.com
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25-05-04