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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
1079556136477336799 ~1995
1079570992159141999 ~1994
1079586112159172239 ~1994
1079591392159182799 ~1994
1079597512159195039 ~1994
1079669512159339039 ~1994
1079676592159353199 ~1994
1079682712159365439 ~1994
1079712616478275679 ~1995
1079745976478475839 ~1995
1079753776478522639 ~1995
1079777992159555999 ~1994
1079779798638238339 ~1995
1079860192159720399 ~1994
1079878576479271439 ~1995
1079962792159925599 ~1994
1079973416479840479 ~1995
1080036136480216799 ~1995
1080128512160257039 ~1994
1080137992160275999 ~1994
1080150778641206179 ~1995
1080172912160345839 ~1994
108020767108020767110 ~1995
1080223192160446399 ~1994
108025573172840916910 ~1996
Exponent Prime Factor Digits Year
1080260632160521279 ~1994
1080273298642186339 ~1995
1080347632160695279 ~1994
1080351832160703679 ~1994
108044243345741577710 ~1997
1080455512160911039 ~1994
1080462232160924479 ~1994
1080462592160925199 ~1994
1080488512160977039 ~1994
1080492832160985679 ~1994
1080503392161006799 ~1994
1080504298644034339 ~1995
1080508198644065539 ~1995
1080533032161066079 ~1994
1080559912161119839 ~1994
1080582712161165439 ~1994
1080583192161166399 ~1994
1080604432161208879 ~1994
1080608113630843249711 ~1999
1080610912161221839 ~1994
1080647392161294799 ~1994
1080652078645216579 ~1995
108066193172905908910 ~1996
1080721432161442879 ~1994
1080726832161453679 ~1994
Exponent Prime Factor Digits Year
1080764392161528799 ~1994
1080776992161553999 ~1994
1080840712161681439 ~1994
1080840832161681679 ~1994
1080843418646747299 ~1995
1080845032161690079 ~1994
1080854032161708079 ~1994
108086309324258927110 ~1997
1080868312161736639 ~1994
1080874912161749839 ~1994
1080893416485360479 ~1995
1080894832161789679 ~1994
1080895498647163939 ~1995
1080911698647293539 ~1995
1080938776485632639 ~1995
1080955016485730079 ~1995
1080983512161967039 ~1994
1080986517199370156711 ~2000
1080997792161995599 ~1994
1080999616485997679 ~1995
1081007816486046879 ~1995
1081031398648251139 ~1995
1081105936486635599 ~1995
1081107712162215439 ~1994
1081121392162242799 ~1994
Exponent Prime Factor Digits Year
1081147336486883999 ~1995
1081156912162313839 ~1994
1081165216486991279 ~1995
1081201432162402879 ~1994
1081220512162441039 ~1994
1081245616487473679 ~1995
108127963173004740910 ~1996
108129547108129547110 ~1995
1081296416487778479 ~1995
1081314232162628479 ~1994
1081325992162651999 ~1994
1081379776488278639 ~1995
1081395232162790479 ~1994
108139847194651724710 ~1996
1081426792162853599 ~1994
1081471312162942639 ~1994
1081473232162946479 ~1994
1081502336489013999 ~1995
1081531312163062639 ~1994
1081533592163067199 ~1994
1081555216489331279 ~1995
1081590592163181199 ~1994
1081598512163197039 ~1994
1081615192163230399 ~1994
1081616576489699439 ~1995
2451
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25-04-20