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
737772111475544239 ~1992
737775774426654639 ~1994
737792031475584079 ~1992
737809191475618399 ~1992
737832111475664239 ~1992
737839911475679839 ~1992
737845191475690399 ~1992
737884431475768879 ~1992
737890311475780639 ~1992
73789853103305794310 ~1994
737919614427517679 ~1994
737944311475888639 ~1992
737944431475888879 ~1992
73797553118076084910 ~1995
737976111475952239 ~1992
737976734427860399 ~1994
737984631475969279 ~1992
738013791476027599 ~1992
738014991476029999 ~1992
738022975904183779 ~1994
738032597380325919 ~1994
738051111476102239 ~1992
738074511476149039 ~1992
73807771132853987910 ~1995
738081774428490639 ~1994
Exponent Prime Factor Digits Year
738099077380990719 ~1994
738103911476207839 ~1992
738110631476221279 ~1992
738167511476335039 ~1992
738170214429021279 ~1994
738183591476367199 ~1992
738205075905640579 ~1994
738209631476419279 ~1992
738222917382229119 ~1994
738229431476458879 ~1992
738237231476474479 ~1992
738239092893897232911 ~1998
738245111240251784911 ~1997
738269991476539999 ~1992
738270231476540479 ~1992
738286911476573839 ~1992
738297711476595439 ~1992
73830103251022350310 ~1995
738305391476610799 ~1992
738306111476612239 ~1992
738310911476621839 ~1992
738313431476626879 ~1992
738326631476653279 ~1992
738337311476674639 ~1992
738342831476685679 ~1992
Exponent Prime Factor Digits Year
738371391476742799 ~1992
738388191476776399 ~1992
738412311476824639 ~1992
738413597384135919 ~1994
73842697516898879110 ~1996
738429711476859439 ~1992
738471591476943199 ~1992
738490334430941999 ~1994
738494631476989279 ~1992
738529911477059839 ~1992
738530334431181999 ~1994
738533031477066079 ~1992
73855073103397102310 ~1995
738562214431373279 ~1994
73856813221570439110 ~1995
738578631477157279 ~1992
738580911477161839 ~1992
738600475908803779 ~1994
738610431477220879 ~1992
738614574431687439 ~1994
738616911477233839 ~1992
738617414431704479 ~1994
738628911477257839 ~1992
738632991477265999 ~1992
738634791477269599 ~1992
Exponent Prime Factor Digits Year
738644031477288079 ~1992
73866007428422840710 ~1996
738662391477324799 ~1992
738663231477326479 ~1992
738669831477339679 ~1992
738683631477367279 ~1992
738690111477380239 ~1992
73873561118197697710 ~1995
738740391477480799 ~1992
738754791477509599 ~1992
738762591477525199 ~1992
738765591477531199 ~1992
738771591477543199 ~1992
738773991477547999 ~1992
738827174432963039 ~1994
738831231477662479 ~1992
738838791477677599 ~1992
738859791477719599 ~1992
738876591477753199 ~1992
738905991477811999 ~1992
738906471300475387311 ~1997
738920511477841039 ~1992
738959031477918079 ~1992
738996534433979199 ~1994
739001031478002079 ~1992
2247
GIMPS The Prime Pages FactorDb.com
Home
4.724.182 digits 		e-mail
25-04-13