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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
17211731344234638 ~1988
17211839344236798 ~1988
172123371032740239 ~1989
17212379344247598 ~1988
172124171032745039 ~1989
17212463344249278 ~1988
17212859344257198 ~1988
17212883344257678 ~1988
17212931344258638 ~1988
172129574131109699 ~1990
17213123344262478 ~1988
17213291344265838 ~1988
172138811032832879 ~1989
17214539344290798 ~1988
172151295164538719 ~1990
17215151344303038 ~1988
172151531032909199 ~1989
17215259344305198 ~1988
17215391344307838 ~1988
17215631344312638 ~1988
172157411032944479 ~1989
17216159344323198 ~1988
172164531032987199 ~1989
17216663344333278 ~1988
17217131344342638 ~1988
Exponent Prime Factor Digits Year
17217143344342878 ~1988
172173011033038079 ~1989
17218031344360638 ~1988
17218703344374078 ~1988
172196874477118639 ~1990
172198791377590339 ~1989
17220323344406478 ~1988
17221079344421598 ~1988
17222171344443438 ~1988
172222812755564979 ~1990
17222483551119456110 ~1993
17223131344462638 ~1988
17223539344470798 ~1988
172237511722375119 ~1989
172237932755806899 ~1990
172238411033430479 ~1989
17223971344479438 ~1988
172240191377921539 ~1989
17224331344486638 ~1988
17224643344492878 ~1988
172246732411454239 ~1990
172249791377998339 ~1989
17225051344501038 ~1988
17225531344510638 ~1988
172257731033546399 ~1989
Exponent Prime Factor Digits Year
17226239344524798 ~1988
17226383344527678 ~1988
172266111378128899 ~1989
172267391722673919 ~1989
17226743344534878 ~1988
17227571344551438 ~1988
172276011033656079 ~1989
17227739344554798 ~1988
17227811344556238 ~1988
172278771033672639 ~1989
17227979344559598 ~1988
172280871378246979 ~1989
17228111344562238 ~1988
172285371378282979 ~1989
17228663344573278 ~1988
172286712756587379 ~1990
172287117236058639 ~1991
17229011344580238 ~1988
172290591378324739 ~1989
172291271722912719 ~1989
172294811033768879 ~1989
172295391378363139 ~1989
172295811378366499 ~1989
17229851344597038 ~1988
17230019344600398 ~1988
Exponent Prime Factor Digits Year
17230259344605198 ~1988
17230403344608078 ~1988
172309571033857439 ~1989
17231099344621998 ~1988
17231171344623438 ~1988
172313211033879279 ~1989
17231867168872296710 ~1992
17232263344645278 ~1988
172325411033952479 ~1989
172326892412576479 ~1990
17233691344673838 ~1988
17233763344675278 ~1988
172342931034057599 ~1989
17234303344686078 ~1988
172345991723459919 ~1989
17234603344692078 ~1988
17234963344699278 ~1988
17235083344701678 ~1988
172352411034114479 ~1989
17235563344711278 ~1988
172358511378868099 ~1989
172369811034218879 ~1989
172370211034221279 ~1989
17237183344743678 ~1988
172375516895020419 ~1991
1403
GIMPS The Prime Pages FactorDb.com
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26-03-29