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 Dig. Year
26187440581152374881162312 ~2020
26187516223152375032446312 ~2020
26187518738352375037476712 ~2020
2618862058374609...22731314 2023
26189485979952378971959912 ~2020
26193777992352387555984712 ~2020
26196038930352392077860712 ~2020
26197221647952394443295912 ~2020
26199562073952399124147912 ~2020
26201493115152402986230312 ~2020
26203427011152406854022312 ~2020
26204093609952408187219912 ~2020
26204648249952409296499912 ~2020
26210480113152420960226312 ~2020
26210574055152421148110312 ~2020
26211402674352422805348712 ~2020
26212699297152425398594312 ~2020
26215366633152430733266312 ~2020
26216633633952433267267912 ~2020
26217428822352434857644712 ~2020
26218021801152436043602312 ~2020
26218402741152436805482312 ~2020
26220273973152440547946312 ~2020
2622077134372517...48995314 2024
26221162225152442324450312 ~2020
Exponent Prime Factor Dig. Year
26221725155952443450311912 ~2020
26224615291152449230582312 ~2020
26226120005952452240011912 ~2020
26229064193952458128387912 ~2020
26231122655952462245311912 ~2020
26236506062352473012124712 ~2020
26236572551952473145103912 ~2020
26236622803152473245606312 ~2020
26237557165152475114330312 ~2020
26241204571152482409142312 ~2020
26241422636352482845272712 ~2020
26244262865952488525731912 ~2020
26244670075152489340150312 ~2020
26248661105952497322211912 ~2020
26250416330352500832660712 ~2020
26251905017952503810035912 ~2020
26254848085152509696170312 ~2020
26258780336352517560672712 ~2020
26260990043952521980087912 ~2020
26265110761152530221522312 ~2020
26265270133152530540266312 ~2020
2626538470194522...56671915 2023
26267265299952534530599912 ~2020
26268332131152536664262312 ~2020
26268573043152537146086312 ~2020
Exponent Prime Factor Dig. Year
26271808051152543616102312 ~2020
26272052753952544105507912 ~2020
26274094436352548188872712 ~2020
26275774652352551549304712 ~2020
26275997270352551994540712 ~2020
26277438283152554876566312 ~2020
26279566904352559133808712 ~2020
26282705167152565410334312 ~2020
26283236741952566473483912 ~2020
26283758189952567516379912 ~2020
26284091029152568182058312 ~2020
2628558274918831...03697714 2023
26286314528352572629056712 ~2020
26287282787952574565575912 ~2020
26290559569152581119138312 ~2020
26290819489152581638978312 ~2020
26291397635952582795271912 ~2020
26292356141952584712283912 ~2020
26292801857952585603715912 ~2020
26294370152352588740304712 ~2020
26297691607152595383214312 ~2020
26298825590352597651180712 ~2020
26302059344352604118688712 ~2020
26303373917952606747835912 ~2020
26306999153952613998307912 ~2020
Exponent Prime Factor Dig. Year
26308413920352616827840712 ~2020
26312791903152625583806312 ~2020
26315585291952631170583912 ~2020
26318872970352637745940712 ~2020
26320925360352641850720712 ~2020
26321602298352643204596712 ~2020
2632236153491452...67264915 2023
2632356028135422...17947914 2023
26325394145952650788291912 ~2020
26325808847952651617695912 ~2020
26329625651952659251303912 ~2020
26332461685152664923370312 ~2020
26336087516352672175032712 ~2020
26338090724352676181448712 ~2020
26338232641152676465282312 ~2020
2634007814993002...09088714 2024
26341589216352683178432712 ~2020
26342939855952685879711912 ~2020
26344951193952689902387912 ~2020
2634700734431059...52408715 2023
2634832276693741...32899914 2024
26356742615952713485231912 ~2020
26359597685952719195371912 ~2020
26360233157952720466315912 ~2020
26364707402352729414804712 ~2020
Home
4.768.925 digits
e-mail
25-05-04