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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
17812079356241598 ~1988
17812331356246638 ~1988
17812439356248798 ~1988
178126011068756079 ~1989
17812703356254078 ~1988
17813171356263438 ~1988
178135032850160499 ~1990
17813819356276398 ~1988
17813843356276878 ~1988
17814059356281198 ~1988
178143118550869299 ~1991
17814899356297998 ~1988
17815151356303038 ~1988
17815571356311438 ~1988
17815859356317198 ~1988
17815943356318878 ~1988
178163874632260639 ~1990
17816951356339038 ~1988
178170771069024639 ~1989
17817119356342398 ~1988
178171434276114339 ~1990
17817311356346238 ~1988
17817599356351998 ~1988
178178571425428579 ~1989
17818379356367598 ~1988
Exponent Prime Factor Digits Year
17818403356368078 ~1988
178184211069105279 ~1989
17818511356370238 ~1988
178188071781880719 ~1989
178188771069132639 ~1989
17818991356379838 ~1988
17819099356381998 ~1988
17819423356388478 ~1988
17819771356395438 ~1988
178199331069195999 ~1989
17820371356407438 ~1988
17820563356411278 ~1988
17820839356416798 ~1988
178208391425667139
17821103356422078 ~1988
17821691356433838 ~1988
178219631782196319 ~1989
17822243356444878 ~1988
17822459356449198 ~1988
17822663356453278 ~1988
17822879356457598 ~1988
178235571069413439 ~1989
17823983356479678 ~1988
17824571356491438 ~1988
178246371425970979 ~1989
Exponent Prime Factor Digits Year
17824883356497678 ~1988
17825711356514238 ~1988
17825891356517838 ~1988
17825903356518078 ~1988
17826071356521438 ~1988
17826239356524798 ~1988
178269731069618399 ~1989
17827079356541598 ~1988
178270791426166339
17827091356541838 ~1988
17827151356543038 ~1988
17828003356560078 ~1988
178280334278727939 ~1990
17828351356567038 ~1988
178284011069704079 ~1989
17828711356574238 ~1988
178290591426324739 ~1989
17829131356582638 ~1988
17829299356585998 ~1988
17829323356586478 ~1988
178298811069792879 ~1989
178300271783002719 ~1989
17830199356603998 ~1988
17830583356611678 ~1988
17830619356612398 ~1988
Exponent Prime Factor Digits Year
17830811356616238 ~1988
17830919356618398 ~1988
17831483356629678 ~1988
17831591356631838 ~1988
178319531069917199 ~1989
178321194279708579 ~1990
17832263356645278 ~1988
17832323356646478 ~1988
178327071426616579 ~1989
17832791356655838 ~1988
17832851356657038 ~1988
17832911356658238 ~1988
178329531069977199 ~1989
17833043356660878 ~1988
178333271783332719 ~1989
17833379356667598 ~1988
178335071783350719 ~1989
17833559356671198 ~1988
178340991426727939 ~1989
17834123356682478 ~1988
178342331070053999 ~1989
17834279356685598 ~1988
178344291426754339 ~1989
17834639356692798 ~1988
17834699356693998 ~1988
1337
GIMPS The Prime Pages FactorDb.com
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25-04-13