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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
828074334968445999 ~1994
828078111656156239 ~1993
828083991656167999 ~1993
82808569182178851910 ~1995
828088791656177599 ~1993
828092631656185279 ~1993
828098991656197999 ~1993
82811581248434743110 ~1996
828116276624930179 ~1994
828117831656235679 ~1993
828177231656354479 ~1993
828185534969113199 ~1994
828197031656394079 ~1993
828214431656428879 ~1993
828238791656477599 ~1993
828320631656641279 ~1993
828324374969946239 ~1994
828329991656659999 ~1993
828334311656668639 ~1993
828339831656679679 ~1993
828372111656744239 ~1993
828378831656757679 ~1993
828389991656779999 ~1993
828418791656837599 ~1993
828448431656896879 ~1993
Exponent Prime Factor Digits Year
828457974970747839 ~1994
828458031656916079 ~1993
828460191656920399 ~1993
828472934970837599 ~1994
82850447215411162310 ~1996
828505911657011839 ~1993
82855937115998311910 ~1995
828563631657127279 ~1993
828580014971480079 ~1994
828599414971596479 ~1994
828680391657360799 ~1993
828690711657381439 ~1993
82870793116019110310 ~1995
82873057132596891310 ~1995
828733911657467839 ~1993
828738111657476239 ~1993
828742791657485599 ~1993
828773391657546799 ~1993
828774711657549439 ~1993
82878487132605579310 ~1995
828790911657581839 ~1993
828811431657622879 ~1993
828815631657631279 ~1993
828816711657633439 ~1993
828820311657640639 ~1993
Exponent Prime Factor Digits Year
828824414972946479 ~1994
828831591657663199 ~1993
82887319480746450310 ~1996
828894591657789199 ~1993
828896996631175939 ~1994
82890097397872465710 ~1996
82890257116046359910 ~1995
828913311657826639 ~1993
828917031657834079 ~1993
828951591657903199 ~1993
828970431657940879 ~1993
828984111657968239 ~1993
828991431657982879 ~1993
829010511658021039 ~1993
829017711658035439 ~1993
82903409198968181710 ~1996
829045734974274399 ~1994
829048311658096639 ~1993
829063911658127839 ~1993
82907087414535435110 ~1996
829129191658258399 ~1993
829135911658271839 ~1993
829139031658278079 ~1993
829182716633461699 ~1994
829188176633505379 ~1994
Exponent Prime Factor Digits Year
829189316633514499 ~1994
829216134975296799 ~1994
829230774975384639 ~1994
829245711658491439 ~1993
829247391658494799 ~1993
829258316634066499 ~1994
829267191658534399 ~1993
829291631277109110311 ~1997
829300911658601839 ~1993
829301031658602079 ~1993
829321191658642399 ~1993
829322631658645279 ~1993
829365711658731439 ~1993
829375311658750639 ~1993
829379031658758079 ~1993
829381431658762879 ~1993
82942709398125003310 ~1996
829433631658867279 ~1993
829438311658876639 ~1993
82943977199065544910 ~1996
829477791658955599 ~1993
829478031658956079 ~1993
829511391659022799 ~1993
829512134977072799 ~1994
829536831659073679 ~1993
2666
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26-08-30