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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
1129101592258203199 ~1994
1129119592258239199 ~1994
1129157392258314799 ~1994
1129176592258353199 ~1994
1129193992258387999 ~1994
1129225912258451839 ~1994
1129230536775383199 ~1995
1129238579033908579 ~1995
1129249912258499839 ~1994
1129337632258675279 ~1994
1129338712258677439 ~1994
1129381019035048099 ~1995
1129424512258849039 ~1994
1129431112258862239 ~1994
1129452232258904479 ~1994
1129512112259024239 ~1994
1129574416777446479 ~1995
1129610632259221279 ~1994
1129616219036929699 ~1995
1129619512259239039 ~1994
1129623832259247679 ~1994
112962907112962907110 ~1996
1129633936777803599 ~1995
1129658512259317039 ~1994
112968629158156080710 ~1996
Exponent Prime Factor Digits Year
1129713192349803435311 ~1999
1129716232259432479 ~1994
1129767112259534239 ~1994
112978211361530275310 ~1997
1129791832259583679 ~1994
1129807792259615599 ~1994
1129847992259695999 ~1994
1129931576779589439 ~1995
1129943632259887279 ~1994
1129949392259898799 ~1994
1129953832259907679 ~1994
1129958936779753599 ~1995
1129985336779911999 ~1995
1130029312260058639 ~1994
1130094712260189439 ~1994
1130107432260214879 ~1994
1130131679041053379 ~1995
113014159113014159110 ~1996
1130179912260359839 ~1994
1130185319041482499 ~1995
1130199112260398239 ~1994
1130220832260441679 ~1994
1130245312260490639 ~1994
1130245912260491839 ~1994
1130257192260514399 ~1994
Exponent Prime Factor Digits Year
1130264512260529039 ~1994
113028523180845636910 ~1996
1130337592260675199 ~1994
1130345632260691279 ~1994
1130378032260756079 ~1994
1130383792260767599 ~1994
1130392319043138499 ~1995
113041651203474971910 ~1996
1130469112260938239 ~1994
1130471632260943279 ~1994
1130477032260954079 ~1994
1130535616783213679 ~1995
1130586112261172239 ~1994
1130589832261179679 ~1994
1130629192261258399 ~1994
1130642992261285999 ~1994
1130661112261322239 ~1994
1130666992261333999 ~1994
1130671912261343839 ~1994
1130694592261389199 ~1994
113070151113070151110 ~1996
1130754112261508239 ~1994
113077247565386235110 ~1997
1130808616784851679 ~1995
113081159203546086310 ~1996
Exponent Prime Factor Digits Year
1130860192261720399 ~1994
1130865112261730239 ~1994
1130867819046942499 ~1995
1130878792261757599 ~1994
113089883361887625710 ~1997
1130900632261801279 ~1994
1130926312261852639 ~1994
1131000079703980600711 ~2000
1131014032262028079 ~1994
1131024712262049439 ~1994
1131051779048414179 ~1995
1131059032262118079 ~1994
1131071392262142799 ~1994
1131091312262182639 ~1994
113109457271462696910 ~1997
1131103792262207599 ~1994
1131120112262240239 ~1994
1131127432262254879 ~1994
1131158392262316799 ~1994
1131161032262322079 ~1994
1131197032262394079 ~1994
1131228179049825379 ~1995
113123443113123443110 ~1996
1131249416787496479 ~1995
1131264176787585039 ~1995
2519
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25-06-15