Home e-mail
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
607257111214514239 ~1992
607260591214521199 ~1992
60726997242907988110 ~1995
607277631214555279 ~1992
60728251546554259110 ~1996
607298814858390499 ~1993
607303431214606879 ~1992
607315191214630399 ~1992
607318733643912399 ~1993
607321373643928239 ~1993
607323591214647199 ~1992
607325991214651999 ~1992
607328391214656799 ~1992
60732967109319340710 ~1994
607354311214708639 ~1992
607356831214713679 ~1992
607359439717750899 ~1994
607372191214744399 ~1992
607372791214745599 ~1992
60737767109327980710 ~1994
607398591214797199 ~1992
607405791214811599 ~1992
607413111214826239 ~1992
607421511214843039 ~1992
607440591214881199 ~1992
Exponent Prime Factor Digits Year
607460991214921999 ~1992
607462911214925839 ~1992
607481533644889199 ~1993
60749189437394160910 ~1996
607541631215083279 ~1992
607557591215115199 ~1992
607559933645359599 ~1993
607562631215125279 ~1992
607569111215138239 ~1992
607580419721286579 ~1994
607600791215201599 ~1992
607633311215266639 ~1992
607638831215277679 ~1992
607645911215291839 ~1992
607647711215295439 ~1992
607660191215320399 ~1992
607666791215333599 ~1992
607675431215350879 ~1992
607688874861510979 ~1993
607691413646148479 ~1993
607702191215404399 ~1992
607712813646276879 ~1993
607723573646341439 ~1993
607733596077335919 ~1993
607737111215474239 ~1992
Exponent Prime Factor Digits Year
607757094862056739 ~1993
60775849328189584710 ~1995
607798614862388899 ~1993
607806231215612479 ~1992
607816311215632639 ~1992
607850933647105599 ~1993
607872111215744239 ~1992
607890831215781679 ~1992
607894791215789599 ~1992
607903373647420239 ~1993
607925511215851039 ~1992
607927791215855599 ~1992
607928991215857999 ~1992
607929231215858479 ~1992
607954191215908399 ~1992
607960311215920639 ~1992
607963914863711299 ~1993
607988333647929999 ~1993
608024871130926258311 ~1997
608036694864293539 ~1993
608043711216087439 ~1992
608048991216097999 ~1992
608070231216140479 ~1992
608095791216191599 ~1992
608096539729544499 ~1994
Exponent Prime Factor Digits Year
608106711216213439 ~1992
608110213648661279 ~1993
60811139145946733710 ~1994
608129031216258079 ~1992
608133591216267199 ~1992
608147391216294799 ~1992
608151231216302479 ~1992
60815207158119538310 ~1995
608163174865305379 ~1993
608170791216341599 ~1992
608173431216346879 ~1992
608183391216366799 ~1992
608185311216370639 ~1992
608197431216394879 ~1992
608204511216409039 ~1992
608221971459732728111 ~1997
608228511216457039 ~1992
60823307158140598310 ~1995
608256474866051779 ~1993
608259111216518239 ~1992
608276391216552799 ~1992
60829913523137251910 ~1996
608304174866433379 ~1993
608316231216632479 ~1992
608323911216647839 ~1992
2146
GIMPS The Prime Pages FactorDb.com
Home
4.739.325 digits 		e-mail
25-04-20