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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
3677669997355339999 ~1998
367771769294217415310 ~1999
3677926197355852399 ~1998
3677988837355977679 ~1998
3678097797356195599 ~1998
3678116637356233279 ~1998
3678178197356356399 ~1998
3678190317356380639 ~1998
3678219837356439679 ~1998
367823741294258992910 ~1999
3678440511177100963311 ~2001
3678503637357007279 ~1998
3678683397357366799 ~1998
367878481220727088710 ~1999
3678848517357697039 ~1998
3678904437357808879 ~1998
367900381220740228710 ~1999
3679017837358035679 ~1998
367907521220744512710 ~1999
3679116237358232479 ~1998
3679233597358467199 ~1998
3679285797358571599 ~1998
367938941220763364710 ~1999
367945661220767396710 ~1999
3679619637359239279 ~1998
Exponent Prime Factor Digits Year
3679696317359392639 ~1998
3679749237359498479 ~1998
3679832517359665039 ~1998
368003287368003287110 ~2000
3680174771692880394311 ~2001
3680182197360364399 ~1998
3680337237360674479 ~1998
368035621220821372710 ~1999
3680359317360718639 ~1998
3680423997360847999 ~1998
3680437437360874879 ~1998
3680512317361024639 ~1998
368055971294444776910 ~1999
3680692917361385839 ~1998
3681042837362085679 ~1998
3681061437362122879 ~1998
3681167517362335039 ~1998
3681299997362599999 ~1998
368132291294505832910 ~1999
3681409197362818399 ~1998
3681543237363086479 ~1998
3681559197363118399 ~1998
368157149515420008710 ~2000
3681572997363145999 ~1998
3681619917363239839 ~1998
Exponent Prime Factor Digits Year
3681644037363288079 ~1998
3681776517363553039 ~1998
3681783117363566239 ~1998
3681785397363570799 ~1998
368184577220910746310 ~1999
3681902997363805999 ~1998
3681935037363870079 ~1998
368205437294564349710 ~1999
3682111317364222639 ~1998
3682241637364483279 ~1998
368228039294582431310 ~1999
3682340471251995759911 ~2001
3682413117364826239 ~1998
3682436637364873279 ~1998
368251523957453959910 ~2001
3682685037365370079 ~1998
3682770837365541679 ~1998
3682807197365614399 ~1998
3683041437366082879 ~1998
368320279368320279110 ~2000
3683704797367409599 ~1998
3684146891105244067111 ~2001
3684183117368366239 ~1998
3684195597368391199 ~1998
3684218037368436079 ~1998
Exponent Prime Factor Digits Year
3684298197368596399 ~1998
368438923368438923110 ~2000
368448571589517713710 ~2000
368451073221070643910 ~1999
3684575037369150079 ~1998
368459167368459167110 ~2000
3684639837369279679 ~1998
368467087589547339310 ~2000
3684740037369480079 ~1998
368475533221085319910 ~1999
368484407294787525710 ~1999
368489557221093734310 ~1999
368495311589592497710 ~2000
3684959517369919039 ~1998
3684986397369972799 ~1998
3685025517370051039 ~1998
368532287294825829710 ~1999
3685330197370660399 ~1998
3685384797370769599 ~1998
3685434717370869439 ~1998
3685469037370938079 ~1998
3685689837371379679 ~1998
3685727517371455039 ~1998
368582897221149738310 ~1999
3685839597371679199 ~1998
3058
GIMPS The Prime Pages FactorDb.com
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25-05-04