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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
1139293312278586639 ~1994
1139305432278610879 ~1994
1139311432278622879 ~1994
1139329432278658879 ~1994
113940331113940331110 ~1996
1139426632278853279 ~1994
113943103113943103110 ~1996
1139459992278919999 ~1994
1139482312278964639 ~1994
1139573392279146799 ~1994
1139586232279172479 ~1994
1139607616837645679 ~1995
1139611432279222879 ~1994
1139614376837686239 ~1995
1139638192279276399 ~1994
1139660032279320079 ~1994
1139696992279393999 ~1994
113972867205151160710 ~1996
1139766832279533679 ~1994
1139795392279590799 ~1994
1139852992279705999 ~1994
1139854792279709599 ~1994
1139883592279767199 ~1994
1139885992279771999 ~1994
1139908792279817599 ~1994
Exponent Prime Factor Digits Year
1139909632279819279 ~1994
1139931112279862239 ~1994
1139957536839745199 ~1995
1139966992279933999 ~1994
1139977432279954879 ~1994
1140038032280076079 ~1994
1140054832280109679 ~1994
1140068392280136799 ~1994
114009439387632092710 ~1997
1140139616840837679 ~1995
1140174832280349679 ~1994
1140184312280368639 ~1994
114026707114026707110 ~1996
1140270712280541439 ~1994
1140318112280636239 ~1994
1140347992280695999 ~1994
1140421432280842879 ~1994
1140423536842541199 ~1995
1140436199123489539 ~1995
1140436633010752703311 ~1999
1140464512280929039 ~1994
1140555736843334399 ~1995
1140559792281119599 ~1994
1140582112281164239 ~1994
1140585232281170479 ~1994
Exponent Prime Factor Digits Year
1140623632281247279 ~1994
1140643679125149379 ~1995
1140653536843921199 ~1995
1140670912281341839 ~1994
1140774232281548479 ~1994
1140800032281600079 ~1994
1140813712281627439 ~1994
1140827392281654799 ~1994
1140855112281710239 ~1994
1140855719126845699 ~1995
1140920392281840799 ~1994
1140929392281858799 ~1994
1140946792281893599 ~1994
1140955192281910399 ~1994
1140957592281915199 ~1994
1140973312281946639 ~1994
1140984592281969199 ~1994
1141022512282045039 ~1994
1141024979128199779 ~1995
1141025032282050079 ~1994
1141038832282077679 ~1994
1141070992282141999 ~1994
1141089592282179199 ~1994
1141099216846595279 ~1995
1141168816847012879 ~1995
Exponent Prime Factor Digits Year
1141196392282392799 ~1994
114128767114128767110 ~1996
1141290232282580479 ~1994
1141365232282730479 ~1994
1141384216848305279 ~1995
1141452112282904239 ~1994
1141473112282946239 ~1994
1141473792853684475111 ~1999
1141482779131862179 ~1995
1141527112283054239 ~1994
1141542592283085199 ~1994
1141543432283086879 ~1994
1141548112283096239 ~1994
1141549192283098399 ~1994
1141558432283116879 ~1994
1141575592283151199 ~1994
1141600919132807299 ~1995
114162239365319164910 ~1997
1141622632283245279 ~1994
1141634032283268079 ~1994
1141641616849849679 ~1995
114164161182662657710
1141644232283288479 ~1994
1141655393653297248111 ~1999
1141669312283338639 ~1994
2478
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25-04-20