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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
8754131700330498
87545872276192639 ~1988
8754883875488318 ~1987
8755031175100638 ~1985
8755381525322878 ~1986
8755991175119838 ~1985
8756063175121278 ~1985
8756393525383598 ~1986
8756401525384078 ~1986
8756437525386238 ~1986
8756557525393438 ~1986
8756591175131838 ~1985
87569832101675939 ~1988
8757041525422478 ~1986
8757263175145278 ~1985
8757713525462798 ~1986
8757851175157038 ~1985
8758157525489438 ~1986
87581711401307379 ~1987
8758199175163998 ~1985
8758201525492078 ~1986
8758229700658338 ~1987
8758577700686178 ~1987
8758583175171678 ~1985
8758637525518238 ~1986
Exp. Prime Factor Digits Year
8758733525523998 ~1986
8759183175183678 ~1985
8759279175185598 ~1985
87593532627805919 ~1988
8759357700748578 ~1987
8759603175192078 ~1985
8759657525579438 ~1986
8759771175195438 ~1985
8759843175196878 ~1985
8759867700789378 ~1987
8759921525595278 ~1986
8759951175199038 ~1985
8760307876030718 ~1987
87603371401653939 ~1987
8760419700833538 ~1987
8760421525625278 ~1986
8760623175212478 ~1985
8760701525642078 ~1986
8760743175214878 ~1985
8761019175220398 ~1985
8761141525668478 ~1986
8761213525672798 ~1986
87613275081569679 ~1989
8761517700921378 ~1987
8761517112147417710
Exp. Prime Factor Digits Year
8761619175232398 ~1985
8762051175241038 ~1985
8762399175247998 ~1985
8762473525748398 ~1986
8762597525755838 ~1986
8762617525757038 ~1986
8762951175259038 ~1985
8763239175264798 ~1985
8763353525801198 ~1986
8763383175267678 ~1985
8763749701099938 ~1987
8763763876376318 ~1987
8763803175276078 ~1985
8763971175279438 ~1985
8764331175286638 ~1985
8764499175289998 ~1985
8764577525874638 ~1986
8764621525877278 ~1986
8764787701182978 ~1987
8764859175297198 ~1985
8764933525895998 ~1986
8765063175301278 ~1985
8765173525910398 ~1986
87657412629722319 ~1988
8765789701263138 ~1987
Exp. Prime Factor Digits Year
87661131227255839 ~1987
87662231402595699 ~1987
8766503175330078 ~1985
8766899175337998 ~1985
87669412630082319 ~1988
8767001701360098 ~1987
8767061701364898 ~1987
8767777526066638 ~1986
8767883175357678 ~1985
8767951876795118 ~1987
8768233526093998 ~1986
8768351175367038 ~1985
87684071578313279 ~1988
8768561526113678 ~1986
8768579175371598 ~1985
8768717526123038 ~1986
8768737526124238 ~1986
8768891175377838 ~1985
87691432279977199 ~1988
8769443175388878 ~1985
8769503175390078 ~1985
87696532104716739 ~1988
8769973526198398 ~1986
8769983175399678 ~1985
8770063877006318 ~1987
1000
GIMPS The Prime Pages FactorDb.com
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26-07-19