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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
14159399283187998 ~1987
14160551283211038 ~1987
14160683283213678 ~1987
14160851283217038 ~1987
14161093849665598 ~1988
14161601849696078 ~1988
141616271416162719 ~1989
141616276797580979
14161853849711198 ~1988
14162171283243438 ~1987
141625212266003379 ~1989
14162639283252798 ~1987
14162783283255678 ~1987
14163313849798798 ~1988
14163323283266478 ~1987
14163731283274638 ~1987
14164583283291678 ~1987
14164679283293598 ~1987
14165219283304398 ~1987
14165273849916398 ~1988
14166203283324078 ~1987
141662633683228399 ~1990
141665577933271939 ~1990
14166851283337038 ~1987
14166863283337278 ~1987
Exponent Prime Factor Digits Year
14167259283345198 ~1987
141673973400175299 ~1989
14167691283353838 ~1987
141680396800658739 ~1990
14168603283372078 ~1987
14169119283382398 ~1987
141693293400638979 ~1989
14169359283387198 ~1987
14169731283394638 ~1987
141703073400873699 ~1989
14170811283416238 ~1987
14170883283417678 ~1987
14171051283421038 ~1987
14171303283426078 ~1987
14171483283429678 ~1987
14171543283430878 ~1987
14171771283435438 ~1987
14172317850339038 ~1988
14172863283457278 ~1987
14172971283459438 ~1987
14173811283476238 ~1987
14174339283486798 ~1987
14174711283494238 ~1987
14174813850488798 ~1988
14174879283497598 ~1987
Exponent Prime Factor Digits Year
14175179283503598 ~1987
14175233850513998 ~1988
14175431283508638 ~1987
14175971283519438 ~1987
14176081382754187110 ~1992
14176243127586187110 ~1991
14176361850581678 ~1988
141763632268218099 ~1989
14176753850605198 ~1988
141768732268299699 ~1989
14177153850629198 ~1988
14177279283545598 ~1987
14177483283549678 ~1987
14177519283550398 ~1987
14177753850665198 ~1988
14177783283555678 ~1987
14178431283568638 ~1987
14178937850736238 ~1988
14179163283583278 ~1987
14179199283583998 ~1987
14179211283584238 ~1987
141794211134353699 ~1988
14179619283592398 ~1987
14179943283598878 ~1987
141802934254087919 ~1990
Exponent Prime Factor Digits Year
14180833102101997710 ~1991
14181659283633198 ~1987
141823311134586499 ~1988
141825894538428499 ~1990
14182631283652638 ~1987
14183033147503543310 ~1991
14183483283669678 ~1987
14183951283679038 ~1987
14184347207091466310 ~1991
14184563283691278 ~1987
14184899283697998 ~1987
14184959283699198 ~1987
141850512553309199 ~1989
14185271283705438 ~1987
14185331283706638 ~1987
14185439283708798 ~1987
14185573851134398 ~1988
14185679283713598 ~1987
141858191418581919 ~1989
141858671418586719 ~1989
14185991283719838 ~1987
14186531283730638 ~1987
141865673404776099 ~1989
14187083283741678 ~1987
14187143283742878 ~1987
1219
GIMPS The Prime Pages FactorDb.com
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25-07-08