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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
3711055437422110879 ~1998
3711061437422122879 ~1998
3711122397422244799 ~1998
3711366117422732239 ~1998
3711538317423076639 ~1998
3711626997423253999 ~1998
371181857222709114310 ~1999
371190013816618028710 ~2000
371225893222735535910 ~1999
3712297797424595599 ~1998
3712324197424648399 ~1998
371233537222740122310 ~1999
3712580397425160799 ~1998
3712704237425408479 ~1998
3712728717425457439 ~1998
371289041297031232910 ~1999
3713084997426169999 ~1998
3713299437426598879 ~1998
3713367117426734239 ~1998
3713425917426851839 ~1998
3713472717426945439 ~1998
3713595597427191199 ~1998
3713777037427554079 ~1998
3713826597427653199 ~1998
3713984637427969279 ~1998
Exponent Prime Factor Digits Year
371402813891366751310 ~2001
3714133917428267839 ~1998
3714151797428303599 ~1998
3714225597428451199 ~1998
3714364317428728639 ~1998
3714372117428744239 ~1998
371449849891479637710 ~2001
3714690837429381679 ~1998
3714764037429528079 ~1998
3714782517429565039 ~1998
371482829520075960710 ~2000
371484521222890712710 ~1999
371488679297190943310 ~1999
371491171668684107910 ~2000
3714932037429864079 ~1998
371520221222912132710 ~1999
371524513222914707910 ~1999
3715436637430873279 ~1998
371552393222931435910 ~1999
3715614717431229439 ~1998
3715685517431371039 ~1998
3715705197431410399 ~1998
3715713837431427679 ~1998
37157944337232260188712 ~2005
3715856637431713279 ~1998
Exponent Prime Factor Digits Year
371609297222965578310 ~1999
371616407297293125710 ~1999
3716374437432748879 ~1998
371642807297314245710 ~1999
371643827297315061710 ~1999
3716499237432998479 ~1998
371651393891963343310 ~2001
3716563917433127839 ~1998
371720527669096948710 ~2000
3717241917434483839 ~1998
3717407037434814079 ~1998
3717439197434878399 ~1998
3717542037435084079 ~1998
3717836637435673279 ~1998
3717889193643531406311 ~2002
371807353817976176710 ~2000
3718087632453937835911 ~2002
3718087917436175839 ~1998
3718159437436318879 ~1998
3718406997436813999 ~1998
3718583517437167039 ~1998
3718658397437316799 ~1998
371868599297494879310 ~1999
3718693317437386639 ~1998
3718750797437501599 ~1998
Exponent Prime Factor Digits Year
371887337223132402310 ~1999
371898829818177423910 ~2000
3719009997438019999 ~1998
3719219997438439999 ~1998
3719317797438635599 ~1998
3719581797439163599 ~1998
3719668917439337839 ~1998
3719826837439653679 ~1998
371984047371984047110 ~2000
3719843517439687039 ~1998
3719856117439712239 ~1998
3719926197439852399 ~1998
3720043437440086879 ~1998
3720232437440464879 ~1998
3720270597440541199 ~1998
3720413637440827279 ~1998
372055513223233307910 ~1999
3720633717441267439 ~1998
3720635997441271999 ~1998
3720717237441434479 ~1998
372098609297678887310 ~1999
372111017223266610310 ~1999
3721171917442343839 ~1998
3721202397442404799 ~1998
3721248717442497439 ~1998
3062
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25-05-04