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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
534667191069334399 ~1991
534689631069379279 ~1991
534704337485860639 ~1993
534712791069425599 ~1991
534714591069429199 ~1991
534719031069438079 ~1991
534726231069452479 ~1991
534730995347309919 ~1993
534739679625314079 ~1994
534753711069507439 ~1991
534754191069508399 ~1991
53475683171122185710 ~1994
534761511069523039 ~1991
534781431069562879 ~1991
534796974278375779 ~1993
534813831069627679 ~1991
534817333208903999 ~1993
53482271224625538310 ~1995
534828231069656479 ~1991
534831378557301939 ~1994
534843831069687679 ~1991
534844191069688399 ~1991
534845511069691039 ~1991
534861831069723679 ~1991
534872574278980579 ~1993
Exponent Prime Factor Digits Year
534892791069785599 ~1991
534900711069801439 ~1991
534916431069832879 ~1991
534926511069853039 ~1991
534927733209566399 ~1993
534931311069862639 ~1991
534932631069865279 ~1991
534941173209647039 ~1993
534946911069893839 ~1991
534952191069904399 ~1991
534963231069926479 ~1991
534976213209857279 ~1993
534978591069957199 ~1991
534990013209940079 ~1993
535000911070001839 ~1991
535005294280042339 ~1993
535007631070015279 ~1991
535022573210135439 ~1993
535035111070070239 ~1991
535038231070076479 ~1991
535046031070092079 ~1991
535049991070099999 ~1991
535052813210316879 ~1993
535052991070105999 ~1991
535058631070117279 ~1991
Exponent Prime Factor Digits Year
535070991070141999 ~1991
535079631070159279 ~1991
535096791070193599 ~1991
535110711070221439 ~1991
535151933210911599 ~1993
535162311070324639 ~1991
535165791070331599 ~1991
535166933211001599 ~1993
535173231070346479 ~1991
535179111070358239 ~1991
535181413211088479 ~1993
535183013211098079 ~1993
535186911070373839 ~1991
535188795351887919 ~1993
535204191070408399 ~1991
535213014281704099 ~1993
535220991070441999 ~1991
535224591070449199 ~1991
535226991070453999 ~1991
535241574281932579 ~1993
535300191070600399 ~1991
535313991070627999 ~1991
535317711070635439 ~1991
535328631070657279 ~1991
535338414282707299 ~1993
Exponent Prime Factor Digits Year
535355631070711279 ~1991
535368111070736239 ~1991
535372933212237599 ~1993
535373031070746079 ~1991
53538971642467652110 ~1996
535401111070802239 ~1991
535414311070828639 ~1991
535442214283537699 ~1993
535464111070928239 ~1991
535465431070930879 ~1991
535472391070944799 ~1991
535500111071000239 ~1991
535515831071031679 ~1991
535518591071037199 ~1991
535550094284400739 ~1993
535569111071138239 ~1991
535570791071141599 ~1991
535583271928099772111 ~1997
535588191071176399 ~1991
535599591071199199 ~1991
535599733213598399 ~1993
535606213213637279 ~1993
535607511071215039 ~1991
535616031071232079 ~1991
535624938569998899 ~1994
2084
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25-05-04