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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
596880917835633283910 ~2002
596951951119390390310 ~2000
596974463119394892710 ~2000
596985881358191528710 ~2001
597027659119405531910 ~2000
597045191119409038310 ~2000
597061691119412338310 ~2000
597063473358238083910 ~2001
597075197358245118310 ~2001
597087203119417440710 ~2000
597092843119418568710 ~2000
597094027597094027110 ~2001
597111719119422343910 ~2000
597115201358269120710 ~2001
597149639119429927910 ~2000
597161483119432296710 ~2000
597171203119434240710 ~2000
597223499119444699910 ~2000
597226523119445304710 ~2000
597227531119445506310 ~2000
597228371119445674310 ~2000
597235139119447027910 ~2000
597246239119449247910 ~2000
597257231119451446310 ~2000
597275183119455036710 ~2000
Exponent Prime Factor Digits Year
597290471119458094310 ~2000
597293357358376014310 ~2001
597306023119461204710 ~2000
597321407477857125710 ~2001
5973443933225659722311 ~2003
597351299119470259910 ~2000
597356833358414099910 ~2001
597362159477889727310 ~2001
597366743119473348710 ~2000
597403151119480630310 ~2000
597409031119481806310 ~2000
597442019119488403910 ~2000
597444359119488871910 ~2000
597460079119492015910 ~2000
5975009571792502871111 ~2002
597501491119500298310 ~2000
597523991119504798310 ~2000
597534263119506852710 ~2000
597545737358527442310 ~2001
5975457711912146467311 ~2002
597572539597572539110 ~2001
597597239119519447910 ~2000
597616163119523232710 ~2000
597623879119524775910 ~2000
597627143119525428710 ~2000
Exponent Prime Factor Digits Year
597631873358579123910 ~2001
597644759119528951910 ~2000
597661139119532227910 ~2000
5976658697171990428111 ~2004
597677351119535470310 ~2000
597683201478146560910 ~2001
597690209478152167310 ~2001
597696131478156904910 ~2001
597740177358644106310 ~2001
597748979119549795910 ~2000
597776213836886698310 ~2002
597781757358669054310 ~2001
597784391119556878310 ~2000
597789487956463179310 ~2002
597811211119562242310 ~2000
597822311119564462310 ~2000
597825209478260167310 ~2001
597837787597837787110 ~2001
5978478671076126160711 ~2002
597851651119570330310 ~2000
597864779119572955910 ~2000
597880931119576186310 ~2000
597888443119577688710 ~2000
597902219119580443910 ~2000
597906503119581300710 ~2000
Exponent Prime Factor Digits Year
597918851119583770310 ~2000
597920831119584166310 ~2000
597922499119584499910 ~2000
597930923119586184710 ~2000
5979386691435052805711 ~2002
597938879119587775910 ~2000
597954781358772868710 ~2001
597965579119593115910 ~2000
597967043119593408710 ~2000
597993083119598616710 ~2000
597995351119599070310 ~2000
5979973391076395210311 ~2002
598015259119603051910 ~2000
598017071119603414310 ~2000
598020767478416613710 ~2001
598026179119605235910 ~2000
598043483119608696710 ~2000
598055411119611082310 ~2000
598070471119614094310 ~2000
598103771119620754310 ~2000
5981055231555074359911 ~2002
598133339119626667910 ~2000
598158971119631794310 ~2000
598175339119635067910 ~2000
598180871119636174310 ~2000
3246
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25-04-13