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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
2029106099405821219910 ~2004
20291228271623298261711 ~2005
202916316114609974759312 ~2008
2029164503405832900710 ~2004
2029166963405833392710 ~2004
2029215719405843143910 ~2004
2029230839405846167910 ~2004
20292438371217546302311 ~2005
2029266539405853307910 ~2004
2029296023405859204710 ~2004
2029298339405859667910 ~2004
2029344983405868996710 ~2004
2029353611405870722310 ~2004
2029407239405881447910 ~2004
20294360332841210446311 ~2006
20294381331217662879911 ~2005
2029440071405888014310 ~2004
2029497551405899510310 ~2004
2029507559405901511910 ~2004
2029510319405902063910 ~2004
2029517051405903410310 ~2004
2029522811405904562310 ~2004
20295660611217739636711 ~2005
2029624139405924827910 ~2004
2029669919405933983910 ~2004
Exponent Prime Factor Digits Year
2029740371405948074310 ~2004
2029745111405949022310 ~2004
2029778279405955655910 ~2004
2029809779405961955910 ~2004
2029908131405981626310 ~2004
2029985339405997067910 ~2004
2029989443405997888710 ~2004
20300044673654008040711 ~2006
2030007839406001567910 ~2004
2030035751406007150310 ~2004
20302299912030229991111 ~2005
203029810768218016395312 ~2009
2030298443406059688710 ~2004
20303083311624246664911 ~2005
2030335019406067003910 ~2004
2030345483406069096710 ~2004
2030466239406093247910 ~2004
20304728413248756545711 ~2006
2030601803406120360710 ~2004
2030603339406120667910 ~2004
2030653931406130786310 ~2004
20306577772842920887911 ~2006
20307277731218436663911 ~2005
20307418872030741887111 ~2005
2030754419406150883910 ~2004
Exponent Prime Factor Digits Year
2030848343406169668710 ~2004
2030895011406179002310 ~2004
2030909663406181932710 ~2004
2031175823406235164710 ~2004
20311877296093563187111 ~2007
2031193691406238738310 ~2004
2031197351406239470310 ~2004
2031301043406260208710 ~2004
20313303411625064272911 ~2005
20313655731218819343911 ~2005
2031374699406274939910 ~2004
20314041131218842467911 ~2005
20315467931218928075911 ~2005
20315626512031562651111 ~2005
20317026496095107947111 ~2007
2031705971406341194310 ~2004
20317349773250775963311 ~2006
2031806963406361392710 ~2004
2031808631406361726310 ~2004
2031974183406394836710 ~2004
20320740131219244407911 ~2005
20321079291625686343311 ~2005
20321289411219277364711 ~2005
2032197743406439548710 ~2004
2032266839406453367910 ~2004
Exponent Prime Factor Digits Year
2032302599406460519910 ~2004
2032336679406467335910 ~2004
2032350011406470002310 ~2004
2032359071406471814310 ~2004
2032413059406482611910 ~2004
20324845513251975281711 ~2006
2032539683406507936710 ~2004
2032586711406517342310 ~2004
20326210371219572622311 ~2005
20326936393658848550311 ~2006
2032777919406555583910 ~2004
20328239171219694350311 ~2005
2032850591406570118310 ~2004
20328831596505226108911 ~2007
203300186912604611587912 ~2007
20330719211219843152711 ~2005
20332834571219970074311 ~2005
20332996273253279403311 ~2006
2033302163406660432710 ~2004
2033426231406685246310 ~2004
2033452451406690490310 ~2004
2033467259406693451910 ~2004
20335046331220102779911 ~2005
2033549123406709824710 ~2004
2033553443406710688710 ~2004
3731
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25-04-13