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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
1143306592286613199 ~1994
1143328432286656879 ~1994
1143362512286725039 ~1994
1143375232286750479 ~1994
1143386632286773279 ~1994
114339077160074707910 ~1996
1143438112286876239 ~1994
114345677160083947910 ~1996
1143479032286958079 ~1994
1143487792286975599 ~1994
1143543232287086479 ~1994
1143548819148390499 ~1995
1143591112287182239 ~1994
1143611512287223039 ~1994
1143659632287319279 ~1994
1143681232287362479 ~1994
1143694079149552579 ~1995
1143703312287406639 ~1994
114372451114372451110 ~1996
1143740176862441039 ~1995
1143775192287550399 ~1994
1143790192287580399 ~1994
1143794816862768879 ~1995
114381499205886698310 ~1996
1143828112287656239 ~1994
Exponent Prime Factor Digits Year
114386131114386131110 ~1996
1143863392287726799 ~1994
1143868136863208799 ~1995
1143869536863217199 ~1995
1143870832287741679 ~1994
1143914512287829039 ~1994
1143937816863626879 ~1995
1143944576863667439 ~1995
1143944879151558979 ~1995
114395753274549807310 ~1997
1143958192287916399 ~1994
1144009912288019839 ~1994
1144023112288046239 ~1994
1144050776864304639 ~1995
1144074112288148239 ~1994
1144087792288175599 ~1994
1144099136864594799 ~1995
1144192432288384879 ~1994
1144217992288435999 ~1994
1144231912288463839 ~1994
1144235632288471279 ~1994
1144267376865604239 ~1995
1144271512288543039 ~1994
1144278712288557439 ~1994
1144350119154800899 ~1995
Exponent Prime Factor Digits Year
1144370512288741039 ~1994
1144371771373246124111 ~1998
1144374232288748479 ~1994
1144379279155034179 ~1995
1144390792288781599 ~1994
1144448936866693599 ~1995
1144464112288928239 ~1994
1144477976866867839 ~1995
1144506832289013679 ~1994
1144522312289044639 ~1994
1144523392289046799 ~1994
1144528816867172879 ~1995
114454741251800430310 ~1997
1144579616867477679 ~1995
1144582192289164399 ~1994
1144612192289224399 ~1994
114461587183138539310 ~1996
1144617232289234479 ~1994
1144632119157056899 ~1995
1144646992289293999 ~1994
1144653592289307199 ~1994
1144691632289383279 ~1994
1144697032289394079 ~1994
1144746832289493679 ~1994
1144821712289643439 ~1994
Exponent Prime Factor Digits Year
114483833160277366310 ~1996
1144917592289835199 ~1994
114492211114492211110 ~1996
1144945312289890639 ~1994
1144976392289952799 ~1994
1144980112289960239 ~1994
1144984912289969839 ~1994
114498569160297996710 ~1996
1144998832289997679 ~1994
1145004712290009439 ~1994
114502393251905264710 ~1997
1145025136870150799 ~1995
1145039519160316099 ~1995
1145081879160654979 ~1995
1145084776870508639 ~1995
1145093216870559279 ~1995
114516907114516907110 ~1996
1145200792290401599 ~1994
1145204032290408079 ~1994
1145209432290418879 ~1994
1145217232290434479 ~1994
1145251576871509439 ~1995
114525557160335779910 ~1996
1145285032290570079 ~1994
1145302432290604879 ~1994
2756
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26-04-05