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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
1168189792336379599 ~1994
1168190511051371459111 ~1998
1168231979345855779 ~1995
1168236112336472239 ~1994
1168249792336499599 ~1994
1168255912336511839 ~1994
1168257712336515439 ~1994
1168262632336525279 ~1994
1168320112336640239 ~1994
1168379392336758799 ~1994
1168381312336762639 ~1994
116841689163578364710 ~1996
1168452712336905439 ~1994
1168459312336918639 ~1994
1168477432336954879 ~1994
116856431210341575910 ~1996
1168580392337160799 ~1994
1168619579348956579 ~1995
1168631392337262799 ~1994
1168648792337297599 ~1994
1168649417011896479 ~1995
1168663337011979999 ~1995
1168695232337390479 ~1994
116869759116869759110 ~1996
1168724032337448079 ~1994
Exponent Prime Factor Digits Year
1168750192337500399 ~1994
1168772512337545039 ~1994
1168810337012861999 ~1995
1168861817013170879 ~1995
1168867792337735599 ~1994
1168871032337742079 ~1994
1168930432337860879 ~1994
116893937654606047310 ~1998
1168956592337913199 ~1994
1168991519351932099 ~1995
1168999432337998879 ~1994
1169026792338053599 ~1994
1169036392338072799 ~1994
1169094977014569839 ~1995
1169148592338297199 ~1994
1169167312338334639 ~1994
1169194432338388879 ~1994
1169211599353692739 ~1995
1169217712338435439 ~1994
1169240777015444639 ~1995
1169253592338507199 ~1994
1169279032338558079 ~1994
1169282632338565279 ~1994
1169287432338574879 ~1994
1169290192338580399 ~1994
Exponent Prime Factor Digits Year
1169296792338593599 ~1994
1169326192338652399 ~1994
1169355017016130079 ~1995
1169367832338735679 ~1994
1169386912338773839 ~1994
1169405392338810799 ~1994
1169466112338932239 ~1994
1169485019355880099 ~1995
1169500792339001599 ~1994
1169534512339069039 ~1994
1169557312339114639 ~1994
1169566432339132879 ~1994
116959751491230954310 ~1997
1169627992339255999 ~1994
1169665432339330879 ~1994
1169674912339349839 ~1994
1169680379357442979 ~1995
1169741032339482079 ~1994
1169746912339493839 ~1994
1169801512339603039 ~1994
1169853112339706239 ~1994
1169878792339757599 ~1994
1169889232339778479 ~1994
1169929792339859599 ~1994
1169940712339881439 ~1994
Exponent Prime Factor Digits Year
1169964592339929199 ~1994
1169978512339957039 ~1994
1170025312340050639 ~1994
1170161992340323999 ~1994
1170173392340346799 ~1994
1170186592340373199 ~1994
1170204479361635779 ~1995
1170254512340509039 ~1994
1170273899362191139 ~1995
1170315179362521379 ~1995
1170332392340664799 ~1994
117034321912867703910 ~1998
1170358432340716879 ~1994
1170371392340742799 ~1994
1170375592340751199 ~1994
1170377512340755039 ~1994
1170441832340883679 ~1994
117044743117044743110 ~1996
1170455032340910079 ~1994
1170460312340920639 ~1994
1170484432340968879 ~1994
117049601444788483910 ~1997
1170521392341042799 ~1994
1170526192341052399 ~1994
1170551391428072695911 ~1998
2503
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25-05-04