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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.
Exp. Prime Factor Digits Year
8452721507163278 ~1986
84528771183402799 ~1987
8453099169061998 ~1985
8453177676254178 ~1987
8453597676287778 ~1987
8453639169072798 ~1985
8453663169073278 ~1985
8453693507221598 ~1986
8453759169075198 ~1985
8453821507229278 ~1986
8453849676307938 ~1987
8453897507233838 ~1986
84539091183547279 ~1987
8453999169079998 ~1985
84540671521732079 ~1987
8454191169083838 ~1985
8454211845421118 ~1987
8454371752439019110 ~1992
8454623169092478 ~1985
84547391521853039 ~1987
8454923169098478 ~1985
8454947676395778 ~1987
8455091169101838 ~1985
8455151169103038 ~1985
8455259676420738 ~1987
Exp. Prime Factor Digits Year
8455301676424098 ~1987
8455561507333678 ~1986
8455597507335838 ~1986
8455633507337998 ~1986
84556911522024399 ~1987
8456039169120798 ~1985
8456213507372798 ~1986
84562214058986099 ~1988
8456419845641918 ~1987
8456467845646718 ~1987
8456543169130878 ~1985
8456753507405198 ~1986
84567534735781699
8456761507405678 ~1986
8456891169137838 ~1985
8457563169151278 ~1985
8457781507466878 ~1986
8457989676639138 ~1987
8458001507480078 ~1986
8458091169161838 ~1985
8458117507487038 ~1986
84583695920858319 ~1989
8458501507510078 ~1986
8458811169176238 ~1985
8458991169179838 ~1985
Exp. Prime Factor Digits Year
84591731353467699 ~1987
8459417676753378 ~1987
8459441676755298 ~1987
8459651169193038 ~1985
8459723169194478 ~1985
8459747676779778 ~1987
8459821507589278 ~1986
8459831169196638 ~1985
8460191169203838 ~1985
8460581507634878 ~1986
8461241507674478 ~1986
8461247676899778 ~1987
8461507846150718 ~1987
84615491861540799 ~1988
8461643169232878 ~1985
8461757507705438 ~1986
8462081507724878 ~1986
8462477507748638 ~1986
8462579169251598 ~1985
8462819169256398 ~1985
8462819677025538
8462879169257598 ~1985
8462903169258078 ~1985
8463193507791598 ~1986
84633534739477699 ~1989
Exp. Prime Factor Digits Year
8463979846397918 ~1987
8464331677146498 ~1987
8464517507871038 ~1986
8464811169296238 ~1985
8464837507890238 ~1986
84656232878311839 ~1988
8465713507942798 ~1986
8465819169316398 ~1985
8465927677274178 ~1987
8466043846604318 ~1987
84660433555738079
8466079846607918 ~1987
8466443169328878 ~1985
84669611354713779 ~1987
84671111524079999 ~1987
8467271169345438 ~1985
84674094572400879 ~1989
8467499169349998 ~1985
8467523169350478 ~1985
8467637508058238 ~1986
8467637677410978
8468077508084638 ~1986
8468123169362478 ~1985
84682933387317219 ~1988
8468441508106478 ~1986
929
GIMPS The Prime Pages FactorDb.com
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25-06-01