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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
48226359198680744654311 ~2009
48227179372893630762311 ~2008
4822747343964549468710 ~2007
48228458932893707535911 ~2008
4822925963964585192710 ~2007
48232422732893945363911 ~2008
4823708891964741778310 ~2007
4823814491964762898310 ~2007
4823833583964766716710 ~2007
48238886332894333179911 ~2008
482393757711577450184912 ~2009
4824070403964814080710 ~2007
4824086831964817366310 ~2007
48241007812894460468711 ~2008
4824643199964928639910 ~2007
4825094303965018860710 ~2007
4825117343965023468710 ~2007
482515423112545401000712 ~2009
48254901914825490191111 ~2008
48255298313860423864911 ~2008
48256356434825635643111 ~2008
4825954439965190887910 ~2007
4825967171965193434310 ~2007
4826035163965207032710 ~2007
482603906311582493751312 ~2009
Exponent Prime Factor Digits Year
4826155403965231080710 ~2007
48261887237721901956911 ~2009
4826331743965266348710 ~2007
4826372459965274491910 ~2007
4826418263965283652710 ~2007
4826453591965290718310 ~2007
4826775539965355107910 ~2007
4827117023965423404710 ~2007
4827537191965507438310 ~2007
4827543443965508688710 ~2007
48278104612896686276711 ~2008
4828041563965608312710 ~2007
48283304693862664375311 ~2008
4828380659965676131910 ~2007
48284998132897099887911 ~2008
482859841911588636205712 ~2009
4828943783965788756710 ~2007
48292075212897524512711 ~2008
48293153478692767624711 ~2009
4829332439965866487910 ~2007
4829354399965870879910 ~2007
4829375651965875130310 ~2007
4829457263965891452710 ~2007
4829483159965896631910 ~2007
4829492231965898446310 ~2007
Exponent Prime Factor Digits Year
4829506163965901232710 ~2007
48295456612897727396711 ~2008
48297323332897839399911 ~2008
48298427278693716908711 ~2009
4829908511965981702310 ~2007
4830081299966016259910 ~2007
48302191932898131515911 ~2008
4830243263966048652710 ~2007
48303013812898180828711 ~2008
4830382871966076574310 ~2007
4830491051966098210310 ~2007
4830704699966140939910 ~2007
4830710903966142180710 ~2007
48307694513864615560911 ~2008
48314367674831436767111 ~2008
4831730243966346048710 ~2007
4831913279966382655910 ~2007
483198710312563166467912 ~2009
4832021483966404296710 ~2007
483203120334790624661712 ~2010
48321764993865741199311 ~2008
4832434319966486863910 ~2007
48333241493866659319311 ~2008
4833359231966671846310 ~2007
4833379823966675964710 ~2007
Exponent Prime Factor Digits Year
4833498731966699746310 ~2007
4833682943966736588710 ~2007
48337229513866978360911 ~2008
4833815579966763115910 ~2007
48340663793867253103311 ~2008
48342290873867383269711 ~2008
48342664332900559859911 ~2008
4834285763966857152710 ~2007
4834373171966874634310 ~2007
48343816212900628972711 ~2008
4834656803966931360710 ~2007
48347332874834733287111 ~2008
4834763963966952792710 ~2007
483497445134811816047312 ~2010
4835052539967010507910 ~2007
48353296932901197815911 ~2008
4835344583967068916710 ~2007
4835960219967192043910 ~2007
48360045773868803661711 ~2008
4836328439967265687910 ~2007
48365467918705784223911 ~2009
4836583091967316618310 ~2007
4836778631967355726310 ~2007
4836838043967367608710 ~2007
4837115243967423048710 ~2007
4142
GIMPS The Prime Pages FactorDb.com
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25-06-29