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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
1624001713974401027910 ~2004
162405362310718753911912 ~2007
16240761772273706647911 ~2005
1624158131324831626310 ~2003
1624171799324834359910 ~2003
1624199519324839903910 ~2003
1624224383324844876710 ~2003
1624249373974549623910 ~2004
1624258121974554872710 ~2004
1624259639324851927910 ~2003
1624274699324854939910 ~2003
1624307543324861508710 ~2003
16243521535197926889711 ~2006
1624378103324875620710 ~2003
16244329912923979383911 ~2005
162447215323392399003312 ~2007
1624477163324895432710 ~2003
1624516259324903251910 ~2003
1624557419324911483910 ~2003
1624651403324930280710 ~2003
1624665761974799456710 ~2004
1624693751324938750310 ~2003
1624704803324940960710 ~2003
1624705919324941183910 ~2003
16247274714224291424711 ~2006
Exponent Prime Factor Digits Year
1624784957974870974310 ~2004
16247960711624796071111 ~2005
1624799903324959980710 ~2003
16248522916824379622311 ~2006
1624858619324971723910 ~2003
1625001263325000252710 ~2003
1625002031325000406310 ~2003
1625010301975006180710 ~2004
1625043383325008676710 ~2003
1625064251325012850310 ~2003
1625105921975063552710 ~2004
1625113151325022630310 ~2003
1625174591325034918310 ~2003
16252204971300176397711 ~2004
1625232641975139584710 ~2004
1625247773975148663910 ~2004
16252977171300238173711 ~2004
1625351243325070248710 ~2003
1625355181975213108710 ~2004
1625371523325074304710 ~2003
1625389943325077988710 ~2003
1625390219325078043910 ~2003
1625554103325110820710 ~2003
1625599751325119950310 ~2003
1625611277975366766310 ~2004
Exponent Prime Factor Digits Year
1625671583325134316710 ~2003
1625676599325135319910 ~2003
16257292793901750269711 ~2006
1625752957975451774310 ~2004
1625767631325153526310 ~2003
1625911801975547080710 ~2004
1625934539325186907910 ~2003
16259788031625978803111 ~2005
16260210771300816861711 ~2004
16260257773902461864911 ~2006
1626069563325213912710 ~2003
1626117599325223519910 ~2003
1626127421975676452710 ~2004
1626175931325235186310 ~2003
1626210263325242052710 ~2003
16262355192927223934311 ~2005
1626266459325253291910 ~2003
1626309953975785971910 ~2004
1626377591325275518310 ~2003
1626415799325283159910 ~2003
1626455723325291144710 ~2003
1626550283325310056710 ~2003
16265680671301254453711 ~2004
1626581219325316243910 ~2003
1626588503325317700710 ~2003
Exponent Prime Factor Digits Year
1626614917975968950310 ~2004
1626749843325349968710 ~2003
1626763393976058035910 ~2004
1626809399325361879910 ~2003
1626915203325383040710 ~2003
1626918383325383676710 ~2003
16270307932277843110311 ~2005
1627036841976222104710 ~2004
16270526112928694699911 ~2005
1627178099325435619910 ~2003
16272406791301792543311 ~2004
1627279271325455854310 ~2003
1627288583325457716710 ~2003
16272939791627293979111 ~2005
1627316651325463330310 ~2003
1627338761976403256710 ~2004
16275138471302011077711 ~2004
16275687373906164968911 ~2006
1627587179325517435910 ~2003
1627622939325524587910 ~2003
1627654439325530887910 ~2003
1627776071325555214310 ~2003
1627802063325560412710 ~2003
1627881851325576370310 ~2003
1627912901976747740710 ~2004
3779
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25-07-20