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
965734791931469599 ~1993
965743191931486399 ~1993
965749791931499599 ~1993
965756391931512799 ~1993
965771391931542799 ~1993
96582169231797205710 ~1996
965829735794978399 ~1995
96583939173851090310 ~1996
965847591931695199 ~1993
96586769135221476710 ~1995
965883919658839119 ~1995
965900031931800079 ~1993
965905191931810399 ~1993
965918991931837999 ~1993
965920311931840639 ~1993
965938791931877599 ~1993
965939335795635999 ~1995
965942031931884079 ~1993
965957991931915999 ~1993
965978631931957279 ~1993
965988135795928799 ~1995
96598987386395948110 ~1997
966001911932003839 ~1993
966061791932123599 ~1993
966067911932135839 ~1993
Exponent Prime Factor Digits Year
966071511932143039 ~1993
966077817728622499 ~1995
966078831932157679 ~1993
966083815796502879 ~1995
966088615796531679 ~1995
966118879661188719 ~1995
96612319231869565710 ~1996
966126711932253439 ~1993
966150679661506719 ~1995
966187191932374399 ~1993
966194239661942319 ~1995
966209631932419279 ~1993
966224391932448799 ~1993
966242715043786946311 ~1999
966280615797683679 ~1995
966291111932582239 ~1993
966306231932612479 ~1993
966373375798240239 ~1995
96641399773131192110 ~1997
96644671173960407910 ~1996
96649463231958711310 ~1996
966512511933025039 ~1993
96651493212633284710 ~1996
966516831933033679 ~1993
966542031933084079 ~1993
Exponent Prime Factor Digits Year
96658571173985427910 ~1996
966592191933184399 ~1993
966598191933196399 ~1993
966598791933197599 ~1993
966600231933200479 ~1993
966613911933227839 ~1993
966618111933236239 ~1993
966631791933263599 ~1993
966640791933281599 ~1993
966653631933307279 ~1993
966672111933344239 ~1993
966673575800041439 ~1995
966732591933465199 ~1993
966739431933478879 ~1993
966755031933510079 ~1993
966804711933609439 ~1993
966832197734657539 ~1995
966840111933680239 ~1993
966864231933728479 ~1993
966868191933736399 ~1993
966870111933740239 ~1993
966876831933753679 ~1993
966878031933756079 ~1993
966880431933760879 ~1993
96688073135363302310 ~1995
Exponent Prime Factor Digits Year
966917391933834799 ~1993
966959391933918799 ~1993
966960775801764639 ~1995
966996231933992479 ~1993
967016511934033039 ~1993
967020591934041199 ~1993
967045191934090399 ~1993
96706297154730075310 ~1996
967095591934191199 ~1993
967122111934244239 ~1993
967148991934297999 ~1993
967190335803141999 ~1995
967202511934405039 ~1993
967214031934428079 ~1993
967228975803373839 ~1995
967239111934478239 ~1993
967241391934482799 ~1993
96724829232139589710 ~1996
967291311934582639 ~1993
967294431934588879 ~1993
967342791934685599 ~1993
967392111934784239 ~1993
967394631934789279 ~1993
96739523541741328910 ~1997
967417791934835599 ~1993
2702
GIMPS The Prime Pages FactorDb.com
Home
5.620.889 digits 		e-mail
26-06-07