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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
20790743415814878 ~1988
20791691415833838 ~1988
20792771415855438 ~1988
20793323415866478 ~1988
20793659415873198 ~1988
20794283415885678 ~1988
20794619415892398 ~1988
20794919415898398 ~1988
20795543415910878 ~1988
20795891415917838 ~1988
20795903415918078 ~1988
20796323415926478 ~1988
20796731415934638 ~1988
20797151415943038 ~1988
20797223415944478 ~1988
20797499415949998 ~1988
207976034991424739 ~1991
20797739415954798 ~1988
20797943415958878 ~1988
20798231415964638 ~1988
207987974991711299 ~1991
20799323415986478 ~1988
20799503415990078 ~1988
20799563415991278 ~1988
20799743415994878 ~1988
Exponent Prime Factor Digits Year
20800151416003038 ~1988
208001771447692319311 ~1994
208001814592679964911 ~1996
20800319416006398 ~1988
208003571248021439 ~1989
20800379416007598 ~1988
20800523416010478 ~1988
208011011248066079 ~1989
20801243416024878 ~1988
20801699416033998 ~1988
20801783416035678 ~1988
20802907120656860710 ~1992
20802923416058478 ~1988
208030671664245379 ~1990
20803091416061838 ~1988
20803091104015455110
208032171664257379 ~1990
20803259416065198 ~1988
20803703416074078 ~1988
208037773328604339 ~1990
208043871664350979 ~1990
20804783416095678 ~1988
208048731248292399 ~1989
208049294993182979 ~1991
208049331248295999 ~1989
Exponent Prime Factor Digits Year
20805539416110798 ~1988
20805623416112478 ~1988
208060811248364879 ~1989
20806091416121838 ~1988
20807159416143198 ~1988
20807183416143678 ~1988
20807219416144398 ~1988
208075032080750319 ~1990
208075611248453679 ~1989
20807723416154478 ~1988
20808071416161438 ~1988
208091211248547279 ~1989
20809403416188078 ~1988
208099611248597679 ~1989
20809991416199838 ~1988
208103993745871839 ~1990
20810459416209198 ~1988
20810651416213038 ~1988
20810759149837464910 ~1992
20810819416216398 ~1988
20810831416216638 ~1988
20810843416216878 ~1988
20811491416229838 ~1988
20811611416232238 ~1988
20811779416235598 ~1988
Exponent Prime Factor Digits Year
208117791664942339
20811911416238238 ~1988
208123814578723839 ~1991
208123972913735599 ~1990
20812931416258638 ~1988
20812943416258878 ~1988
20813399416267998 ~1988
208134471665075779 ~1990
208140291665122339 ~1990
208140614579093439 ~1991
20814263416285278 ~1988
208143711665149699 ~1990
20814539416290798 ~1988
208145592081455919 ~1990
20814719416294398 ~1988
20814971416299438 ~1988
20815211416304238 ~1988
208158531248951199 ~1989
20815859416317198 ~1988
20815979416319598 ~1988
208160211665281699 ~1990
208160871665286979 ~1990
20816231416324638 ~1988
208162814579581839 ~1991
20816303416326078 ~1988
1446
GIMPS The Prime Pages FactorDb.com
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25-05-04