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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
146027683233644292910 ~1997
1460290432920580879 ~1995
146034839262862710310 ~1997
1460427832920855679 ~1995
1460433778762602639 ~1996
1460494792920989599 ~1995
1460511232921022479 ~1995
1460513032921026079 ~1995
1460525418763152479 ~1996
146055187233688299310 ~1997
1460577832921155679 ~1995
1460632938763797599 ~1996
1460689578764137439 ~1996
1460705632921411279 ~1995
1460723938764343599 ~1996
1460784778764708639 ~1996
1460800192921600399 ~1995
1460868832921737679 ~1995
1460893738765362399 ~1996
146090387116872309710 ~1996
1460905312921810639 ~1995
1460955712921911439 ~1995
1461046312922092639 ~1995
146104631116883704910
1461059578766357439 ~1996
Exponent Prime Factor Digits Year
1461074992922149999 ~1995
1461108138766648799 ~1996
1461123112922246239 ~1995
1461134032922268079 ~1995
1461156112922312239 ~1995
1461175792922351599 ~1995
1461178432922356879 ~1995
1461190792922381599 ~1995
1461233632922467279 ~1995
1461276791198246967911 ~1999
146128519146128519110 ~1996
1461294712922589439 ~1995
1461325792922651599 ~1995
1461328912922657839 ~1995
1461363832922727679 ~1995
1461427192922854399 ~1995
1461441112922882239 ~1995
1461474832922949679 ~1995
1461486592922973199 ~1995
1461546112923092239 ~1995
1461673192923346399 ~1995
1461705712923411439 ~1995
1461729592923459199 ~1995
1461746632923493279 ~1995
1461759832923519679 ~1995
Exponent Prime Factor Digits Year
1461814432923628879 ~1995
1461822592923645199 ~1995
1461941992923883999 ~1995
1461945232923890479 ~1995
1461956632923913279 ~1995
1461970432923940879 ~1995
1461981832923963679 ~1995
1462060312924120639 ~1995
1462065832924131679 ~1995
1462078018772468079 ~1996
1462113112924226239 ~1995
1462142512924285039 ~1995
1462161112924322239 ~1995
1462178032924356079 ~1995
146222771116978216910 ~1996
1462244392924488799 ~1995
146234021116987216910 ~1996
1462465312924930639 ~1995
1462507432925014879 ~1995
146253893468012457710 ~1998
146256437117005149710 ~1996
1462580392925160799 ~1995
146259907146259907110 ~1996
1462610992925221999 ~1995
1462638232925276479 ~1995
Exponent Prime Factor Digits Year
1462699131170159304111 ~1999
146270549117016439310 ~1996
1462769512925539039 ~1995
1462867792925735599 ~1995
1462911418777468479 ~1996
1462923232925846479 ~1995
1462934032925868079 ~1995
1462936432925872879 ~1995
1462939192925878399 ~1995
1463036032926072079 ~1995
146303779263346802310 ~1997
1463040712926081439 ~1995
1463048032926096079 ~1995
146305279146305279110 ~1996
1463069992926139999 ~1995
146308091263354563910 ~1997
1463081392926162799 ~1995
146309411117047528910 ~1996
1463112712926225439 ~1995
1463120512926241039 ~1995
1463142712926285439 ~1995
1463222578779335439 ~1996
1463232232926464479 ~1995
1463237392926474799 ~1995
146324119146324119110 ~1996
2617
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25-05-04