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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
43658123873162478 ~1991
43658651873173038 ~1991
43658843873176878 ~1991
436588932619533599 ~1992
43659443873188878 ~1991
436594791082755079311 ~1996
436604474366044719 ~1992
43660763873215278 ~1991
436617677859118079 ~1993
43663751873275038 ~1991
43663979873279598 ~1991
43664501314384407310 ~1994
43666439873328798 ~1991
43666691873333838 ~1991
43667531873350638 ~1991
43668419873368398 ~1991
436694536987112499 ~1993
43669943873398878 ~1991
436699732620198399 ~1992
436702332620213999 ~1992
436702932620217599 ~1992
436704612620227679 ~1992
43670519873410398 ~1991
43671119873422398 ~1991
43671431873428638 ~1991
Exponent Prime Factor Digits Year
43672631873452638 ~1991
43673243873464878 ~1991
43674563873491278 ~1991
43675199873503998 ~1991
43676879873537598 ~1991
43677923873558478 ~1991
43678331873566638 ~1991
43678331183448990310
43679159873583198 ~1991
43680419873608398 ~1991
43681691873633838 ~1991
43683239873664798 ~1991
436835813494686499 ~1992
43683719873674398 ~1991
43684379873687598 ~1991
43684763183476004710 ~1994
43686743873734878 ~1991
43690043873800878 ~1991
43690511873810238 ~1991
43692791873855838 ~1991
43692851873857038 ~1991
43693157131079471110 ~1994
43694527148561391910 ~1994
43695143873902878 ~1991
43695863873917278 ~1991
Exponent Prime Factor Digits Year
43697651873953038 ~1991
43698503873970078 ~1991
43698971873979438 ~1991
43702259874045198 ~1991
43702619874052398 ~1991
43704107104889856910 ~1993
43704179874083598 ~1991
43704299874085998 ~1991
43704779874095598 ~1991
437056874370568719 ~1992
43705703874114078 ~1991
43705919874118398 ~1991
437062972622377839 ~1992
43706363874127278 ~1991
437068332622409999 ~1992
437073176119024399 ~1993
43707491874149838 ~1991
43708163874163278 ~1991
437083973496671779 ~1992
43709111874182238 ~1991
43709639874192798 ~1991
43709651874193038 ~1991
43709833104903599310 ~1993
43709843874196878 ~1991
43710503874210078 ~1991
Exponent Prime Factor Digits Year
43710851874217038 ~1991
43711103874222078 ~1991
43712183874243678 ~1991
43712579874251598 ~1991
437127412622764479 ~1992
437135332622811999 ~1992
43715159874303198 ~1991
43715531874310638 ~1991
437166372622998239 ~1992
437167332623003999 ~1992
43716899874337998 ~1991
43717391874347838 ~1991
43718039104923293710 ~1993
437187296120622079 ~1993
43719419874388398 ~1991
43719491874389838 ~1991
43720511874410238 ~1991
43720823874416478 ~1991
437209736120936239 ~1993
43721003874420078 ~1991
43721039874420798 ~1991
43722023874440478 ~1991
43724003874480078 ~1991
43724699874493998 ~1991
43725827979458524910 ~1996
1993
GIMPS The Prime Pages FactorDb.com
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25-06-15