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
826872711653745439 ~1993
826877631653755279 ~1993
826883631653767279 ~1993
826906911653813839 ~1993
826907391653814799 ~1993
826920231653840479 ~1993
826948791653897599 ~1993
82697171264630947310 ~1996
827023038270230319 ~1995
827041518270415119 ~1995
827051511654103039 ~1993
82705229115787320710 ~1995
827055831654111679 ~1993
827061591654123199 ~1993
827063391654126799 ~1993
82708631397001428910 ~1996
827120991654241999 ~1993
827125431654250879 ~1993
827136296617090339 ~1994
827142591654285199 ~1993
82721339148898410310 ~1995
827217591654435199 ~1993
82727107148908792710 ~1995
82729057132366491310 ~1995
827336031654672079 ~1993
Exponent Prime Factor Digits Year
827339391654678799 ~1993
827357991654715999 ~1993
82737169182021771910 ~1995
827387631654775279 ~1993
827398311654796639 ~1993
827400831654801679 ~1993
827425911654851839 ~1993
827465631654931279 ~1993
827473191654946399 ~1993
827491191654982399 ~1993
827496711654993439 ~1993
827504031655008079 ~1993
827507991655015999 ~1993
827515791655031599 ~1993
827525631655051279 ~1993
827525991655051999 ~1993
827555276620442179 ~1994
827555391655110799 ~1993
827586711655173439 ~1993
827592231655184479 ~1993
827601591655203199 ~1993
827637111655274239 ~1993
827655974965935839 ~1994
827664231655328479 ~1993
827672838276728319 ~1995
Exponent Prime Factor Digits Year
82770367198648880910 ~1995
827717391655434799 ~1993
827731911655463839 ~1993
827768031655536079 ~1993
827843631655687279 ~1993
827854911655709839 ~1993
827867511655735039 ~1993
827872791655745599 ~1993
827950191655900399 ~1993
827978991655957999 ~1993
827981391655962799 ~1993
827985111655970239 ~1993
827992518279925119 ~1995
827998191655996399 ~1993
828018711656037439 ~1993
828040316624322499 ~1994
828045374968272239 ~1994
828049038280490319 ~1995
828067911656135839 ~1993
828074334968445999 ~1994
828078111656156239 ~1993
82808569182178851910 ~1995
828088791656177599 ~1993
828092631656185279 ~1993
828098991656197999 ~1993
Exponent Prime Factor Digits Year
82811581248434743110 ~1996
828116276624930179 ~1994
828117831656235679 ~1993
828177231656354479 ~1993
828185534969113199 ~1994
828197031656394079 ~1993
828214431656428879 ~1993
828238791656477599 ~1993
828320631656641279 ~1993
828324374969946239 ~1994
828334311656668639 ~1993
828372111656744239 ~1993
828378831656757679 ~1993
828389991656779999 ~1993
828418791656837599 ~1993
828460191656920399 ~1993
82850447215411162310 ~1996
828505911657011839 ~1993
828580014971480079 ~1994
828599414971596479 ~1994
828680391657360799 ~1993
828690711657381439 ~1993
82873057132596891310 ~1995
828733911657467839 ~1993
828738111657476239 ~1993
2313
GIMPS The Prime Pages FactorDb.com
Home
4.739.325 digits 		e-mail
25-04-20