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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
151452737121162189710 ~1996
1514536579087219439 ~1996
1514576513029153039 ~1995
1514579033029158079 ~1995
1514657993029315999 ~1995
1514696033029392079 ~1995
1514758433029516879 ~1995
1514787792423660464111 ~2000
1514835113029670239 ~1995
1514838233029676479 ~1995
151488979636253711910 ~1998
1514895713029791439 ~1995
1514921633029843279 ~1995
151499849121199879310 ~1996
151508087121206469710 ~1996
1515107172787797192911 ~2000
1515108113030216239 ~1995
1515198593030397199 ~1995
151520189121216151310 ~1996
151521151242433841710 ~1997
1515212993030425999 ~1995
151523093484873897710 ~1998
1515236419091418479 ~1996
1515317539091905199 ~1996
1515343913030687839 ~1995
Exponent Prime Factor Digits Year
1515368513030737039 ~1995
1515417593030835199 ~1995
1515463313030926639 ~1995
151548191121238552910 ~1996
1515502193031004399 ~1995
1515537713031075439 ~1995
1515561833031123679 ~1995
1515603713031207439 ~1995
1515607139093642799 ~1996
151564841121251872910 ~1996
1515677393031354799 ~1995
1515712139094272799 ~1996
1515729593031459199 ~1995
1515776633031553279 ~1995
1515814913031629839 ~1995
151581851121265480910 ~1996
1515851393031702799 ~1995
1515859193031718399 ~1995
151591511121273208910 ~1996
1515923513031847039 ~1995
1515944633031889279 ~1995
1516003313032006639 ~1995
1516007179096043039 ~1996
1516008619096051679 ~1996
1516062113032124239 ~1995
Exponent Prime Factor Digits Year
1516068593032137199 ~1995
1516086833032173679 ~1995
1516110593032221199 ~1995
1516129313032258639 ~1995
1516134113032268239 ~1995
1516149233032298479 ~1995
1516174913032349839 ~1995
1516189913032379839 ~1995
151619789454859367110 ~1998
151620251394212652710 ~1998
1516211993032423999 ~1995
1516215833032431679 ~1995
1516240193032480399 ~1995
1516254593032509199 ~1995
1516254833032509679 ~1995
1516295033032590079 ~1995
151635457242616731310 ~1997
1516355219098131279 ~1996
1516364539098187199 ~1996
1516391393032782799 ~1995
1516400393032800799 ~1995
1516499513032999039 ~1995
151650461121320368910 ~1996
1516622939099737599 ~1996
1516661993033323999 ~1995
Exponent Prime Factor Digits Year
1516683233033366479 ~1995
1516704113033408239 ~1995
151671329121337063310 ~1996
1516721513033443039 ~1995
151672201242675521710 ~1997
151673597121338877710 ~1996
1516752619100515679 ~1996
1516782833033565679 ~1995
151679789121343831310 ~1996
1516814513033629039 ~1995
1516827179100963039 ~1996
1516842233033684479 ~1995
151685491242696785710 ~1997
1516860713033721439 ~1995
1516889179101335039 ~1996
1516897433033794879 ~1995
1516917979101507839 ~1996
1516968793064276955911 ~2000
1516981193033962399 ~1995
1517030633034061279 ~1995
1517055779102334639 ~1996
151706173364094815310 ~1998
1517085233034170479 ~1995
1517160113034320239 ~1995
1517218313034436639 ~1995
2909
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26-03-22