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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
792489917924899119 ~1994
79249691142649443910 ~1995
792497991584995999 ~1993
79250147142650264710 ~1995
792514374755086239 ~1994
79253177190207624910 ~1995
792553911585107839 ~1993
792604791585209599 ~1993
792612974755677839 ~1994
792619911585239839 ~1993
792630111585260239 ~1993
792644991585289999 ~1993
792682614756095679 ~1994
792691934756151599 ~1994
792732231585464479 ~1993
792748791585497599 ~1993
792749632869753660711 ~1998
792760334756561999 ~1994
792772791585545599 ~1993
792776031585552079 ~1993
792791631585583279 ~1993
792805014756830079 ~1994
792806991585613999 ~1993
792829016342632099 ~1994
79284367126854987310 ~1995
Exponent Prime Factor Digits Year
792855414757132479 ~1994
792867711585735439 ~1993
792870111585740239 ~1993
792878391585756799 ~1993
792887631585775279 ~1993
792905096343240739 ~1994
792910277929102719 ~1994
792914534757487199 ~1994
79291963126867140910 ~1995
792921831585843679 ~1993
792941511585883039 ~1993
792960231585920479 ~1993
792991911585983839 ~1993
793019511586039039 ~1993
793029111586058239 ~1993
793041111586082239 ~1993
793043991586087999 ~1993
793050711586101439 ~1993
793056591586113199 ~1993
793097391586194799 ~1993
793100814758604879 ~1994
793159911586319839 ~1993
793197831586395679 ~1993
79325591951907092110 ~1997
793258814759552879 ~1994
Exponent Prime Factor Digits Year
793286574759719439 ~1994
793293591586587199 ~1993
793296231586592479 ~1993
793325631586651279 ~1993
793328391586656799 ~1993
793340391586680799 ~1993
793348911586697839 ~1993
793393614760361679 ~1994
793430511586861039 ~1993
793509831587019679 ~1993
793543214761259279 ~1994
793572591587145199 ~1993
793589631587179279 ~1993
79360289111104404710 ~1995
793606431587212879 ~1993
79361159253955708910 ~1996
79361747206340542310 ~1995
793631391587262799 ~1993
793639431587278879 ~1993
793670031587340079 ~1993
793684376349474979 ~1994
793690791587381599 ~1993
793700237937002319 ~1994
793700991587401999 ~1993
793717311587434639 ~1993
Exponent Prime Factor Digits Year
79375577111125807910 ~1995
793758974762553839 ~1994
793759311587518639 ~1993
793773231587546479 ~1993
793781991587563999 ~1993
793820031587640079 ~1993
793851231587702479 ~1993
793856534763139199 ~1994
793869774763218639 ~1994
793890591587781199 ~1993
793913216351305699 ~1994
793925631587851279 ~1993
793942191587884399 ~1993
793951311587902639 ~1993
793968711587937439 ~1993
793972374763834239 ~1994
793981911587963839 ~1993
793992831587985679 ~1993
794000631588001279 ~1993
794005431588010879 ~1993
794016776352134179 ~1994
794022476352179779 ~1994
794034077940340719 ~1994
794049111588098239 ~1993
794073437940734319 ~1994
2301
GIMPS The Prime Pages FactorDb.com
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25-05-04