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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
4454730743890946148710 ~2006
44548468132672908087911 ~2008
4454865923890973184710 ~2006
4455098471891019694310 ~2006
4455101723891020344710 ~2006
4455287339891057467910 ~2006
4455491039891098207910 ~2006
445572095366835814295112 ~2011
44557782972673466978311 ~2008
44559399194455939919111 ~2008
4456146899891229379910 ~2006
4456181039891236207910 ~2006
44568152899804993635911 ~2009
4456980611891396122310 ~2006
4457105771891421154310 ~2006
4457362691891472538310 ~2006
4458005231891601046310 ~2006
44580595812674835748711 ~2008
4458173459891634691910 ~2006
44584426337133508212911 ~2009
44585069532675104171911 ~2008
445855184916942497026312 ~2009
4458710339891742067910 ~2006
4458829031891765806310 ~2006
4459077803891815560710 ~2006
Exponent Prime Factor Digits Year
44591051532675463091911 ~2008
4459191371891838274310 ~2006
4459432871891886574310 ~2006
4459467119891893423910 ~2006
4459650119891930023910 ~2006
44597319617135571137711 ~2009
4459829519891965903910 ~2006
4460321039892064207910 ~2006
4460452319892090463910 ~2006
4460640479892128095910 ~2006
4460776811892155362310 ~2006
4460859563892171912710 ~2006
4461442211892288442310 ~2006
4461571223892314244710 ~2006
4461594023892318804710 ~2006
44616122273569289781711 ~2008
4461794171892358834310 ~2006
44618006412677080384711 ~2008
4462101359892420271910 ~2006
44624581812677474908711 ~2008
44626044372677562662311 ~2008
44628848837140615812911 ~2009
44628958612677737516711 ~2008
44632080113570566408911 ~2008
4463222339892644467910 ~2006
Exponent Prime Factor Digits Year
4463298071892659614310 ~2006
44633502732678010163911 ~2008
4463373023892674604710 ~2006
446349365314283179689712 ~2009
4463542799892708559910 ~2006
4463598011892719602310 ~2006
44637988732678279323911 ~2008
44638085772678285146311 ~2008
4463814011892762802310 ~2006
4464050303892810060710 ~2006
44644421936250219070311 ~2008
4464598991892919798310 ~2006
4464639191892927838310 ~2006
446473020117858920804112 ~2010
4465265099893053019910 ~2006
44652795434465279543111 ~2008
4465359539893071907910 ~2006
44654887073572390965711 ~2008
44654998793572399903311 ~2008
4465812083893162416710 ~2006
44659788412679587304711 ~2008
44660222212679613332711 ~2008
44661850518039133091911 ~2009
4466493263893298652710 ~2006
44666303212679978192711 ~2008
Exponent Prime Factor Digits Year
4466662223893332444710 ~2006
446680072910720321749712 ~2009
4466937983893387596710 ~2006
4466976131893395226310 ~2006
4467046691893409338310 ~2006
44670740412680244424711 ~2008
4467160979893432195910 ~2006
4467333863893466772710 ~2006
44674291817147886689711 ~2009
4467477779893495555910 ~2006
4467700823893540164710 ~2006
4467825671893565134310 ~2006
44679406994467940699111 ~2008
4468018343893603668710 ~2006
4468272923893654584710 ~2006
4468559159893711831910 ~2006
4469201543893840308710 ~2006
4469339243893867848710 ~2006
4469403143893880628710 ~2006
4469419319893883863910 ~2006
4469465723893893144710 ~2006
44695889993575671199311 ~2008
4469626559893925311910 ~2006
4469642423893928484710 ~2006
4469836271893967254310 ~2006
4032
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25-05-04