Home e-mail
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
902145417217163299 ~1995
902149311804298639 ~1993
902151975412911839 ~1994
902162335412973999 ~1994
902183631804367279 ~1993
902190711804381439 ~1993
902195097217560739 ~1995
902205231804410479 ~1993
902208591804417199 ~1993
902237817217902499 ~1995
902243391804486799 ~1993
902254191804508399 ~1993
902259597218076739 ~1995
902262711804525439 ~1993
902267335413603999 ~1994
902267511804535039 ~1993
902280591804561199 ~1993
902292831804585679 ~1993
902310591804621199 ~1993
902325591804651199 ~1993
902337111804674239 ~1993
902357631804715279 ~1993
902373591804747199 ~1993
902376111804752239 ~1993
902397831804795679 ~1993
Exponent Prime Factor Digits Year
902449911804899839 ~1993
902453391804906799 ~1993
902466711804933439 ~1993
902477631804955279 ~1993
902480511804961039 ~1993
902494311804988639 ~1993
902498775414992639 ~1994
902505775415034639 ~1994
902506191805012399 ~1993
902531391805062799 ~1993
902534631805069279 ~1993
902554791805109599 ~1993
902561391805122799 ~1993
902564991805129999 ~1993
902595231805190479 ~1993
902599431805198879 ~1993
902639631805279279 ~1993
902648175415889039 ~1994
902658735415952399 ~1994
902673711805347439 ~1993
902681631805363279 ~1993
902692791805385599 ~1993
902693631805387279 ~1993
902709591805419199 ~1993
902724735416348399 ~1994
Exponent Prime Factor Digits Year
902736711805473439 ~1993
902755191805510399 ~1993
902766111805532239 ~1993
902780991805561999 ~1993
902807631805615279 ~1993
902810391805620799 ~1993
902825415416952479 ~1994
902832231805664479 ~1993
902836431805672879 ~1993
902836677222693379 ~1995
902846511805693039 ~1993
902852031805704079 ~1993
902853897222831139 ~1995
902877831805755679 ~1993
902878375417270239 ~1994
902894277223154179 ~1995
902903511805807039 ~1993
902911911805823839 ~1993
902912631805825279 ~1993
902914191805828399 ~1993
902944191805888399 ~1993
902946231805892479 ~1993
902957031805914079 ~1993
90299113144478580910 ~1995
902998617223988899 ~1995
Exponent Prime Factor Digits Year
903023391806046799 ~1993
903045231806090479 ~1993
903046191806092399 ~1993
903055311806110639 ~1993
903082791806165599 ~1993
903095991806191999 ~1993
903097311806194639 ~1993
90310117632170819110 ~1997
903122215418733279 ~1994
903132415418794479 ~1994
903148791806297599 ~1993
903165111806330239 ~1993
903166791806333599 ~1993
903184215419105279 ~1994
903207591806415199 ~1993
903211911806423839 ~1993
903243135419458799 ~1994
903248775419492639 ~1994
903278575419671439 ~1994
903332631806665279 ~1993
903337311806674639 ~1993
903453711806907439 ~1993
903464391806928799 ~1993
90352519307198564710 ~1996
903548935421293599 ~1994
2604
GIMPS The Prime Pages FactorDb.com
Home
5.456.260 digits 		e-mail
26-03-22