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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
1323456232646912479 ~1994
1323482992646965999 ~1994
1323487432646974879 ~1994
1323540832647081679 ~1994
1323558592647117199 ~1994
1323576377941458239 ~1996
1323576712647153439 ~1994
1323600712647201439 ~1994
132361301397083903110 ~1997
1323614512647229039 ~1994
1323669112647338239 ~1994
1323683032647366079 ~1994
132372179105897743310 ~1996
1323721817942330879 ~1996
132377761211804417710 ~1997
1323798832647597679 ~1994
1323813232647626479 ~1994
1323837017943022079 ~1996
132386747105909397710 ~1996
1323878512647757039 ~1994
132393449185350828710 ~1997
1323951112647902239 ~1994
1323961912647923839 ~1994
1323968392647936799 ~1994
132398351105918680910 ~1996
Exponent Prime Factor Digits Year
1323986632647973279 ~1994
1324002112648004239 ~1994
1324088512648177039 ~1994
1324115992648231999 ~1994
132418579238353442310 ~1997
1324225617945353679 ~1996
1324226512648453039 ~1994
132423751211878001710 ~1997
1324327912648655839 ~1994
1324330792648661599 ~1994
132439907105951925710 ~1996
132442753211908404910 ~1997
132443081105954464910 ~1996
1324437137946622799 ~1996
132444659105955727310 ~1996
1324472512648945039 ~1994
1324475992648951999 ~1994
1324482232648964479 ~1994
1324505177947031039 ~1996
1324532632649065279 ~1994
1324551592649103199 ~1994
1324580992649161999 ~1994
1324581592649163199 ~1994
132459883132459883110 ~1996
1324600432649200879 ~1994
Exponent Prime Factor Digits Year
1324601992649203999 ~1994
1324617137947702799 ~1996
1324624432649248879 ~1994
132462599238432678310 ~1997
132463817105971053710 ~1996
1324646817947880879 ~1996
1324672432649344879 ~1994
132470747105976597710 ~1996
132475367105980293710 ~1996
1324753792649507599 ~1994
1324756312649512639 ~1994
132477179105981743310 ~1996
1324799337948795999 ~1996
1324815232649630479 ~1994
1324819191059855352111 ~1998
1324821592649643199 ~1994
1324825432649650879 ~1994
132482741821392994310 ~1998
132485491132485491110 ~1996
1324874032649748079 ~1994
1324899112649798239 ~1994
1324921792649843599 ~1994
132492179423974972910
1324933912649867839 ~1994
1324958992649917999 ~1994
Exponent Prime Factor Digits Year
132497419132497419110 ~1996
1325005912650011839 ~1994
1325012512650025039 ~1994
1325030512650061039 ~1994
1325035432650070879 ~1994
1325069632650139279 ~1994
1325120777950724639 ~1996
1325138632650277279 ~1994
1325141577950849439 ~1996
1325147032650294079 ~1994
132518623132518623110 ~1996
1325188432650376879 ~1994
1325195992650391999 ~1994
1325196592650393199 ~1994
1325291217951747279 ~1996
1325322712650645439 ~1994
1325343592650687199 ~1994
1325354392650708799 ~1994
1325372392650744799 ~1994
1325399992650799999 ~1994
132541859556675807910 ~1998
1325482337952893999 ~1996
1325511232651022479 ~1994
1325511832651023679 ~1994
1325515792651031599 ~1994
2717
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25-11-02