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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.
Exp. Prime Factor Digits Year
4094813245688798 ~1984
409481981896397 ~1983
409499981899997 ~1983
4095059327604738 ~1984
4095097245705838 ~1984
4095139737125038 ~1985
4095269327621538 ~1984
409549181909837 ~1983
4095523409552318 ~1984
4095617573386398 ~1985
40956297863607699 ~1987
409567181913437 ~1983
4095953573433438 ~1985
4096073573450238 ~1985
4096349573488878 ~1985
4096397245783838 ~1984
4096693655470898 ~1985
4096871737436798 ~1985
4096879409687918 ~1984
409706381941277 ~1983
40972571884738239 ~1986
4097453245847198 ~1984
4097617245857038 ~1984
409769981953997 ~1983
4097917245875038 ~1984
Exp. Prime Factor Digits Year
4097981245878878 ~1984
4098097245885838 ~1984
4098121245887278 ~1984
409829981965997 ~1983
409835981967197 ~1983
4098491327879298 ~1984
4098697655791538 ~1985
409877981975597 ~1983
4098817245929038 ~1984
409891181978237 ~1983
4099001245940078 ~1984
4099049983771778 ~1985
4099087409908718 ~1984
409981181996237 ~1983
4099853573979438 ~1985
409988381997677 ~1983
4099897245993838 ~1984
410023182004637 ~1983
4100311656049778 ~1985
410042382008477 ~1983
41007371886339039 ~1986
410095182019037 ~1983
410101182020237 ~1983
4101049902230798 ~1985
4101241656198578 ~1985
Exp. Prime Factor Digits Year
4101277246076638 ~1984
4101313656210098 ~1985
4101373246082398 ~1984
410149182029837 ~1983
4101593574223038 ~1985
4101679738302238 ~1985
4101841246110478 ~1984
410198382039677 ~1983
4102237246134238 ~1984
4102291410229118 ~1984
410237982047597 ~1983
4102529328202338 ~1984
4102529574354078
4102663410266318 ~1984
4102697574377598 ~1985
4102711410271118 ~1984
4102733246163998 ~1984
4102793574391038 ~1985
4102843410284318 ~1984
4102909984698178 ~1985
410299182059837 ~1983
410321982064397 ~1983
4103261328260898 ~1984
410327982065597 ~1983
4103641246218478 ~1984
Exp. Prime Factor Digits Year
410369982073997 ~1983
410383182076637 ~1983
4103833246229998 ~1984
4103923410392318 ~1984
4103941246236478 ~1984
410399982079997 ~1983
410401182080237 ~1983
4104371328349698 ~1984
4104647328371778 ~1984
4104673246280398 ~1984
4104677246280638 ~1984
4104707985129698 ~1985
410485182097037 ~1983
4104851328388098
4104857328388578 ~1984
410509182101837 ~1983
4105181328414498 ~1984
4105183410518318 ~1984
410525982105197 ~1983
410531982106397 ~1983
4105351656856178 ~1985
4105373246322398 ~1984
4105601328448098 ~1984
41056391642255619 ~1986
4105793246347598 ~1984
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25-04-13