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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
546099795460997919 ~1993
546104031092208079 ~1991
546118911092237839 ~1991
546120111092240239 ~1991
546123675461236719 ~1993
546131991092263999 ~1991
546155274369242179 ~1993
546171195461711919 ~1993
546189231092378479 ~1991
546198111092396239 ~1991
54619951316795715910 ~1995
54620261207556991910 ~1995
546203391092406799 ~1991
546218511092437039 ~1991
54625397131100952910 ~1994
546254631092509279 ~1991
546263991092527999 ~1991
54626629349610425710 ~1995
546267111092534239 ~1991
546274911092549839 ~1991
546277311092554639 ~1991
546278031092556079 ~1991
546282799833090239 ~1994
546289431092578879 ~1991
546291111092582239 ~1991
Exponent Prime Factor Digits Year
546299773277798639 ~1993
546300893190397197711 ~1997
546302031092604079 ~1991
546307311092614639 ~1991
546317631092635279 ~1991
546339831092679679 ~1991
546341991092683999 ~1991
546346311092692639 ~1991
546350991092701999 ~1991
546351373278108239 ~1993
546357711092715439 ~1991
546366111092732239 ~1991
546374031092748079 ~1991
546396711092793439 ~1991
546412431092824879 ~1991
546415515464155119 ~1993
546424878742797939 ~1994
546427137649979839 ~1994
54643097262286865710 ~1995
546432711092865439 ~1991
546440031092880079 ~1991
546459711092919439 ~1991
546461991092923999 ~1991
546463791092927599 ~1991
546471231092942479 ~1991
Exponent Prime Factor Digits Year
546472911092945839 ~1991
546475074371800579 ~1993
546479031092958079 ~1991
546484791092969599 ~1991
546496911092993839 ~1991
546500213279001279 ~1993
546503391093006799 ~1991
546520431093040879 ~1991
546530214372241699 ~1993
546538314372306499 ~1993
546541791093083599 ~1991
546548631093097279 ~1991
546554097651757279 ~1994
546565733279394399 ~1993
546571431093142879 ~1991
546571911093143839 ~1991
546584031093168079 ~1991
546586191093172399 ~1991
546615831093231679 ~1991
546623173279739039 ~1993
546634431093268879 ~1991
546636013279816079 ~1993
546639231093278479 ~1991
546643213279859279 ~1993
546651111093302239 ~1991
Exponent Prime Factor Digits Year
546655191093310399 ~1991
546675533280053199 ~1993
546676813280060879 ~1993
546680274373442179 ~1993
546689631093379279 ~1991
54669257207743176710 ~1995
546697613280185679 ~1993
54671333131211199310 ~1994
546744231093488479 ~1991
546744414373955299 ~1993
54675373164026119110 ~1994
546754791093509599 ~1991
546766191093532399 ~1991
546781674374253379 ~1993
546789831093579679 ~1991
546796614374372899 ~1993
546796791093593599 ~1991
546817191093634399 ~1991
546821631093643279 ~1991
54682231262474708910 ~1995
546825831093651679 ~1991
546840111093680239 ~1991
546840831093681679 ~1991
546843231093686479 ~1991
546852591093705199 ~1991
2363
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26-07-19