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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
28179732112254378568911 ~2006
2818033931563606786310 ~2005
2818042583563608516710 ~2005
2818074599563614919910 ~2005
28180805571690848334311 ~2006
28181347211690880832711 ~2006
2818136831563627366310 ~2005
2818258511563651702310 ~2005
2818308743563661748710 ~2005
28183166474509306635311 ~2007
2818358531563671706310 ~2005
2818482911563696582310 ~2005
2818548191563709638310 ~2005
28186481531691188891911 ~2006
28186597496764783397711 ~2007
2818686371563737274310 ~2005
2818700471563740094310 ~2005
2818715411563743082310 ~2005
2818939919563787983910 ~2005
2819042591563808518310 ~2005
2819401103563880220710 ~2005
2819670323563934064710 ~2005
2819798879563959775910 ~2005
2819801291563960258310 ~2005
2819833151563966630310 ~2005
Exponent Prime Factor Digits Year
28199570092255965607311 ~2006
2819980571563996114310 ~2005
2820026039564005207910 ~2005
2820140363564028072710 ~2005
28201954371692117262311 ~2006
2820256823564051364710 ~2005
2820265403564053080710 ~2005
2820325103564065020710 ~2005
2820335663564067132710 ~2005
2820380219564076043910 ~2005
2820562271564112454310 ~2005
2820571163564114232710 ~2005
28206253931692375235911 ~2006
2820639071564127814310 ~2005
28209702771692582166311 ~2006
2820986159564197231910 ~2005
28210543611692632616711 ~2006
2821062311564212462310 ~2005
2821091051564218210310 ~2005
2821114199564222839910 ~2005
2821397651564279530310 ~2005
28214114931692846895911 ~2006
2821432079564286415910 ~2005
2821471379564294275910 ~2005
2821528679564305735910 ~2005
Exponent Prime Factor Digits Year
2821686611564337322310 ~2005
2821687499564337499910 ~2005
2821705163564341032710 ~2005
2821877963564375592710 ~2005
2821965551564393110310 ~2005
2821978403564395680710 ~2005
2821990823564398164710 ~2005
28220825411693249524711 ~2006
2822176319564435263910 ~2005
2822502311564500462310 ~2005
2822514323564502864710 ~2005
28225592771693535566311 ~2006
28226817472258145397711 ~2006
2822725043564545008710 ~2005
28227490571693649434311 ~2006
28228290674516526507311 ~2007
28228335971693700158311 ~2006
2822932103564586420710 ~2005
2823028343564605668710 ~2005
2823131543564626308710 ~2005
2823169403564633880710 ~2005
2823235319564647063910 ~2005
2823413591564682718310 ~2005
28234847531694090851911 ~2006
2823686003564737200710 ~2005
Exponent Prime Factor Digits Year
2823717899564743579910 ~2005
2823809783564761956710 ~2005
28239905092259192407311 ~2006
28242341512259387320911 ~2006
2824277783564855556710 ~2005
28244199531694651971911 ~2006
2824420799564884159910 ~2005
28245544571694732674311 ~2006
2824572323564914464710 ~2005
2824617431564923486310 ~2005
2824985063564997012710 ~2005
28250279811695016788711 ~2006
2825145023565029004710 ~2005
2825166551565033310310 ~2005
2825188043565037608710 ~2005
28252369032825236903111 ~2007
2825348483565069696710 ~2005
28253839211695230352711 ~2006
28254147974520663675311 ~2007
28254421211695265272711 ~2006
2825498831565099766310 ~2005
282553447710737031012712 ~2008
2825584043565116808710 ~2005
28257393796781774509711 ~2007
2825759903565151980710 ~2005
3970
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25-07-08