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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
1107388792214777599 ~1994
1107392878859142979 ~1995
1107419936644519599 ~1995
1107434032214868079 ~1994
1107449992214899999 ~1994
1107467992214935999 ~1994
1107478312214956639 ~1994
1107481816644890879 ~1995
1107497992214995999 ~1994
1107516298860130339 ~1995
1107519832215039679 ~1994
1107529912215059839 ~1994
1107557216645343279 ~1995
1107557512215115039 ~1994
1107574016645444079 ~1995
1107580192215160399 ~1994
1107614992215229999 ~1994
1107630712215261439 ~1994
1107645232215290479 ~1994
110764721332294163110 ~1997
1107655192215310399 ~1994
1107661192215322399 ~1994
1107708712215417439 ~1994
1107726536646359199 ~1995
1107735416646412479 ~1995
Exponent Prime Factor Digits Year
1107760312215520639 ~1994
1107770992215541999 ~1994
1107783592215567199 ~1994
1107793792215587599 ~1994
110786087199414956710 ~1996
1107879232215758479 ~1994
1107890536647343199 ~1995
110789249332367747110 ~1997
1107919978863359779 ~1995
110793647199428564710 ~1996
1107941992215883999 ~1994
1107973912215947839 ~1994
1107997792215995599 ~1994
1108036312216072639 ~1994
1108044178864353379 ~1995
1108046936648281599 ~1995
1108056832216113679 ~1994
1108094032216188079 ~1994
1108102792216205599 ~1994
1108105432216210879 ~1994
1108113416648680479 ~1995
1108132312216264639 ~1994
1108136998865095939 ~1995
110818651642748175910 ~1997
1108207016649242079 ~1995
Exponent Prime Factor Digits Year
1108219792216439599 ~1994
1108221112216442239 ~1994
1108222192216444399 ~1994
1108286032216572079 ~1994
110828659709303417710 ~1998
1108295398866363139 ~1995
1108300912216601839 ~1994
1108306912216613839 ~1994
1108317832216635679 ~1994
1108323112216646239 ~1994
1108366792216733599 ~1994
1108374776650248639 ~1995
1108378432216756879 ~1994
1108397632216795279 ~1994
1108422712216845439 ~1994
1108490998867927939 ~1995
1108528736651172399 ~1995
110853377155194727910 ~1996
110853731354731939310 ~1997
1108573192217146399 ~1994
1108605232217210479 ~1994
1108626112217252239 ~1994
1108653112217306239 ~1994
1108660798869286339 ~1995
1108686832217373679 ~1994
Exponent Prime Factor Digits Year
1108711192217422399 ~1994
110871463266091511310 ~1996
1108729912217459839 ~1994
110874199199573558310 ~1996
1108754032217508079 ~1994
1108770232217540479 ~1994
1108806832217613679 ~1994
1108823576652941439 ~1995
110884997155238995910 ~1996
1108868512217737039 ~1994
1108890592217781199 ~1994
1108919392217838799 ~1994
1108929232217858479 ~1994
1108946398871571139 ~1995
1108951936653711599 ~1995
1109003518872028099 ~1995
1109015512218031039 ~1994
1109035192218070399 ~1994
1109041792218083599 ~1994
1109048032218096079 ~1994
1109061712218123439 ~1994
1109066392218132799 ~1994
110907437266177848910 ~1996
1109114536654687199 ~1995
1109121832218243679 ~1994
2727
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26-03-22