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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
1413863261848317956710 ~2004
1413880883282776176710 ~2002
1413927191282785438310 ~2002
14139362871131149029711 ~2004
1413948863282789772710 ~2002
1413996851282799370310 ~2002
1414009921848405952710 ~2004
1414011743282802348710 ~2002
1414103819282820763910 ~2002
1414117619282823523910 ~2002
1414139879282827975910 ~2002
1414159283282831856710 ~2002
1414166651282833330310 ~2002
1414187063282837412710 ~2002
1414188323282837664710 ~2002
1414204901848522940710 ~2004
1414233911282846782310 ~2002
1414246259282849251910 ~2002
14142553071131404245711 ~2004
1414311971282862394310 ~2002
1414357643282871528710 ~2002
14144211715940568918311 ~2006
1414467611282893522310 ~2002
1414490101848694060710 ~2004
1414539671282907934310 ~2002
Exponent Prime Factor Digits Year
1414575983282915196710 ~2002
1414579871282915974310 ~2002
1414591499282918299910 ~2002
14146271691131701735311 ~2004
1414645163282929032710 ~2002
14146596291131727703311 ~2004
14146897191131751775311 ~2004
14147268291980617560711 ~2005
1414780373848868223910 ~2004
1414854011282970802310 ~2002
1414861081848916648710 ~2004
1414894259282978851910 ~2002
1414945799282989159910 ~2002
14149725114527912035311 ~2005
1415031743283006348710 ~2002
1415081771283016354310 ~2002
1415086091283017218310 ~2002
1415137343283027468710 ~2002
1415173657849104194310 ~2004
1415176523283035304710 ~2002
1415188163283037632710 ~2002
1415217803283043560710 ~2002
1415234651283046930310 ~2002
14153063415661225364111 ~2006
1415374463283074892710 ~2002
Exponent Prime Factor Digits Year
14153761631415376163111 ~2004
1415394481849236688710 ~2004
1415401583283080316710 ~2002
1415423963283084792710 ~2002
1415429219283085843910 ~2002
14154365691132349255311 ~2004
1415472251283094450310 ~2002
14155045332264807252911 ~2005
1415530703283106140710 ~2002
1415573437849344062310 ~2004
1415585579283117115910 ~2002
14155949931981832990311 ~2005
1415635943283127188710 ~2002
1415731511283146302310 ~2002
1415732243283146448710 ~2002
1415735681849441408710 ~2004
1415739239283147847910 ~2002
1415763277849457966310 ~2004
1415771183283154236710 ~2002
1415794151283158830310 ~2002
1415892851283178570310 ~2002
1415898623283179724710 ~2002
1415966999283193399910 ~2002
1415977499283195499910 ~2002
1416028343283205668710 ~2002
Exponent Prime Factor Digits Year
1416039851283207970310 ~2002
141604702711328376216112 ~2006
1416070559283214111910 ~2002
1416088931283217786310 ~2002
1416104363283220872710 ~2002
1416121439283224287910 ~2002
1416136259283227251910 ~2002
1416206903283241380710 ~2002
1416218759283243751910 ~2002
1416277151283255430310 ~2002
1416338471283267694310 ~2002
1416388013849832807910 ~2004
14164046871133123749711 ~2004
14164354573399445096911 ~2005
1416475499283295099910 ~2002
1416509459283301891910 ~2002
1416519371283303874310 ~2002
14165874531983222434311 ~2005
14165957293116510603911 ~2005
1416626171283325234310 ~2002
1416638819283327763910 ~2002
1416741671283348334310 ~2002
1416746819283349363910 ~2002
1416747191283349438310 ~2002
1416776951283355390310 ~2002
3596
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25-04-13