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
1359480232718960479 ~1994
1359511312719022639 ~1994
1359541912719083839 ~1994
135956113217529780910 ~1997
1359590512719181039 ~1994
135966251108773000910 ~1996
135970829190359160710 ~1997
1359757432719514879 ~1995
1359771112719542239 ~1995
1359774538158647199 ~1996
1359778378158670239 ~1996
1359807832719615679 ~1995
1359827992719655999 ~1995
1359859312719718639 ~1995
1359901192719802399 ~1995
1359992032719984079 ~1995
1360026832720053679 ~1995
1360071018160426079 ~1996
1360083112720166239 ~1995
1360134832720269679 ~1995
1360171792720343599 ~1995
1360174432720348879 ~1995
1360182738161096399 ~1996
1360197592720395199 ~1995
1360200232720400479 ~1995
Exponent Prime Factor Digits Year
1360201912720403839 ~1995
1360221138161326799 ~1996
1360257232720514479 ~1995
136025917217641467310 ~1997
136026857108821485710 ~1996
1360314112720628239 ~1995
1360325512720651039 ~1995
1360372432720744879 ~1995
1360379032720758079 ~1995
1360410978162465839 ~1996
1360424992720849999 ~1995
136044373326506495310 ~1997
1360502632721005279 ~1995
1360508512721017039 ~1995
1360566112721132239 ~1995
1360570792721141599 ~1995
1360579131170098051911 ~1999
136064969108851975310 ~1996
1360651312721302639 ~1995
1360691512721383039 ~1995
1360701112721402239 ~1995
1360722592721445199 ~1995
136072933326575039310 ~1997
1360784512721569039 ~1995
1360787632721575279 ~1995
Exponent Prime Factor Digits Year
1360841032721682079 ~1995
136085267108868213710 ~1996
1360891192721782399 ~1995
1360902712721805439 ~1995
1360903432721806879 ~1995
1360906312721812639 ~1995
136091453190528034310 ~1997
136098509108878807310 ~1996
1361097131524428785711 ~1999
1361100112722200239 ~1995
136110631136110631110 ~1996
1361181738167090399 ~1996
1361189032722378079 ~1995
1361206192722412399 ~1995
1361251338167507999 ~1996
136130443136130443110 ~1996
1361311192722622399 ~1995
1361314192722628399 ~1995
1361367832722735679 ~1995
1361377192722754399 ~1995
136139581408418743110 ~1997
136141927462882551910 ~1998
1361439018168634079 ~1996
1361493712722987439 ~1995
1361520832723041679 ~1995
Exponent Prime Factor Digits Year
1361522392723044799 ~1995
1361605818169634879 ~1996
1361610592723221199 ~1995
136165541108932432910 ~1996
136166557217866491310 ~1997
1361686192723372399 ~1995
1361697232723394479 ~1995
1361715712723431439 ~1995
136178729108942983310 ~1996
1361791432723582879 ~1995
1361856832723713679 ~1995
1361861632723723279 ~1995
136187983326851159310 ~1997
1361909032723818079 ~1995
1361939512723879039 ~1995
1361949311225754379111 ~1999
1362006112724012239 ~1995
1362034432724068879 ~1995
1362071992724143999 ~1995
1362093712724187439 ~1995
1362114832724229679 ~1995
136216211108972968910 ~1996
136217117108973693710 ~1996
1362173512724347039 ~1995
1362198832724397679 ~1995
2569
GIMPS The Prime Pages FactorDb.com
Home
4.739.325 digits 		e-mail
25-04-20