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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
1133225699065805539 ~1995
1133248312266496639 ~1994
1133262616799575679 ~1995
1133263736799582399 ~1995
113329193158660870310 ~1996
1133293792266587599 ~1994
1133303632266607279 ~1994
1133304712266609439 ~1994
1133315632266631279 ~1994
1133336392266672799 ~1994
1133349832176031673711 ~1999
1133351512266703039 ~1994
1133368979066951779 ~1995
1133422912266845839 ~1994
1133433832266867679 ~1994
1133448736800692399 ~1995
113344873181351796910
1133454712266909439 ~1994
1133461792266923599 ~1994
1133468992266937999 ~1994
1133500912267001839 ~1994
1133524432267048879 ~1994
1133630392267260799 ~1994
1133633032267266079 ~1994
1133640712267281439 ~1994
Exponent Prime Factor Digits Year
1133647491156320439911 ~1998
1133666512267333039 ~1994
1133694232267388479 ~1994
1133711032267422079 ~1994
1133717992267435999 ~1994
113372089884302294310 ~1998
1133742592267485199 ~1994
1133801032267602079 ~1994
1133811712267623439 ~1994
113392927113392927110 ~1996
1133996512267993039 ~1994
1133999216803995279 ~1995
1134035512268071039 ~1994
1134049192268098399 ~1994
1134057179072457379 ~1995
113407981453631924110 ~1997
1134116811247528491111 ~1998
1134121376804728239 ~1995
1134147119073176899 ~1995
1134207592268415199 ~1994
113422489249529475910 ~1996
1134246832268493679 ~1994
113426549816671152910 ~1998
1134281699074253539 ~1995
1134337912268675839 ~1994
Exponent Prime Factor Digits Year
1134349432268698879 ~1994
1134411712268823439 ~1994
1134447592268895199 ~1994
1134473032268946079 ~1994
1134494032268988079 ~1994
1134572032269144079 ~1994
1134621376807728239 ~1995
1134624299076994339 ~1995
1134665392269330799 ~1994
1134686392269372799 ~1994
1134696176808177039 ~1995
1134721432269442879 ~1994
1134779391112083802311 ~1998
1134783599078268739 ~1995
1134809032269618079 ~1994
1134834112269668239 ~1994
1134834592269669199 ~1994
1134946792269893599 ~1994
1134950032269900079 ~1994
1134994432269988879 ~1994
1134994816809968879 ~1995
113499623839897210310 ~1998
113500351113500351110 ~1996
1135022816810136879 ~1995
113503499272408397710 ~1997
Exponent Prime Factor Digits Year
1135036736810220399 ~1995
1135043992270087999 ~1994
1135064392270128799 ~1994
113514031454056124110 ~1997
1135143112270286239 ~1994
1135172032270344079 ~1994
1135271632270543279 ~1994
1135314712270629439 ~1994
1135343392270686799 ~1994
1135368232270736479 ~1994
1135376032270752079 ~1994
1135387792270775599 ~1994
1135454032270908079 ~1994
1135462432270924879 ~1994
1135470136812820799 ~1995
1135549936813299599 ~1995
113556269272535045710 ~1997
1135601512271203039 ~1994
1135616992271233999 ~1994
1135632376813794239 ~1995
1135645792271291599 ~1994
1135675499085403939 ~1995
1135688632271377279 ~1994
1135717912271435839 ~1994
1135762376814574239 ~1995
2521
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25-06-15