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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
734141991468283999 ~1992
73414493102780290310 ~1994
734153515873228099 ~1994
734166831468333679 ~1992
734191191468382399 ~1992
734208292922148994311 ~1998
734230374405382239 ~1994
734234391468468799 ~1992
734243391468486799 ~1992
734246511468493039 ~1992
734248614405491679 ~1994
734259231468518479 ~1992
73427897102799055910 ~1994
734280734405684399 ~1994
734281431468562879 ~1992
734324395874595139 ~1994
734332795874662339 ~1994
73434197102807875910 ~1994
734364591468729199 ~1992
734364831468729679 ~1992
734378237343782319 ~1994
734387631468775279 ~1992
734424231468848479 ~1992
734432991468865999 ~1992
734443311468886639 ~1992
Exponent Prime Factor Digits Year
734476311468952639 ~1992
734484111248622987111 ~1997
734496711468993439 ~1992
734516395876131139 ~1994
734517175876137379 ~1994
734528391469056799 ~1992
734529891762871736111 ~1998
734535711469071439 ~1992
73454443176290663310 ~1995
734549631469099279 ~1992
734550917345509119 ~1994
73457413117531860910 ~1995
734576511469153039 ~1992
734580317345803119 ~1994
734587191469174399 ~1992
734603991469207999 ~1992
734621774407730639 ~1994
734653911469307839 ~1992
734681511469363039 ~1992
734705631469411279 ~1992
73471171117553873710 ~1995
734731397347313919 ~1994
734752431469504879 ~1992
73475693102865970310 ~1994
734757295878058339 ~1994
Exponent Prime Factor Digits Year
73477423293909692110 ~1996
734783511469567039 ~1992
734799774408798639 ~1994
734821311469642639 ~1992
734827975878623779 ~1994
734830311469660639 ~1992
734834511469669039 ~1992
734834631469669279 ~1992
734835415878683299 ~1994
73484513102878318310 ~1994
734854911469709839 ~1992
734861391469722799 ~1992
734874711469749439 ~1992
734887574409325439 ~1994
734901614409409679 ~1994
734925437349254319 ~1994
734932431469864879 ~1992
734939391469878799 ~1992
734944191469888399 ~1992
734947191469894399 ~1992
734960774409764639 ~1994
734966511469933039 ~1992
734992911469985839 ~1992
735004191470008399 ~1992
735006711470013439 ~1992
Exponent Prime Factor Digits Year
73501553235204969710 ~1995
73501891117603025710 ~1995
735043911470087839 ~1992
735056391470112799 ~1992
735091795880734339 ~1994
735095991470191999 ~1992
735097911470195839 ~1992
735114414410686479 ~1994
735117591470235199 ~1992
735136911470273839 ~1992
735141831470283679 ~1992
735159831470319679 ~1992
735184791470369599 ~1992
735200391470400799 ~1992
73521157338197322310 ~1996
735215511470431039 ~1992
735272395882179139 ~1994
735273231470546479 ~1992
73528333176467999310 ~1995
735289431470578879 ~1992
735293535514701475111 ~1999
735297077352970719 ~1994
73530409161766899910 ~1995
73534189176482053710 ~1995
735342831470685679 ~1992
2249
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25-04-20