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Computational predictions!
This thread is somewhat related to the"[URL="http://www.mersenneforum.org/showthread.php?t=17706"]Predict M49...[/URL]" thread.
Basically, name a few interesting (to you?) computations and everyone in the thread gets to predict when they will occur. Our two choices are: F12 completely factored? F33 primality status determined? |
First factorization of a 1024-bit hard integer
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First factor found for M1277.
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First known factor of any of the double-mersennes MM61,89,107, and 127 - especially the latter.
Of course if a given one of these happens to be 'uncooperative' and have a sufficiently large smallest-factor it may remain forever out of reach - cf. previous discussions on this forum about the minimal physical size of a quantum computer which could factor MM127 and what 'clock rate' said size implies, for example. |
[QUOTE=lycorn;412163]First factor found for M1277.[/QUOTE]Long before my challenge.
WAG: before the end of 2016 |
[QUOTE=xilman;412188]Long before my challenge.
WAG: before the end of 2016[/QUOTE] "Predictions are hard, especially about the future." -- Yogi Berra (RIP) |
Ha! I would invest few thousand dollars for the F12 (or any Fx) full factorization, if I would know this can be done to the mid of next year. I would really like to make a nice 100 b-day present to Richard Guy... (and get that $10 check from him! yaaaarrrr! :chappy:).
:razz: |
[QUOTE=xilman;412161]First factorization of a 1024-bit hard integer[/QUOTE]
Early 2020. Someone will try to get it done this decade, and miss by a little. Factor of M1277: 18 months, so April 2017. Or next week, if Mr Propper returns and takes aim. |
[QUOTE=VBCurtis;412214]...Or next week, if Mr Propper returns and takes aim.[/QUOTE]
:smile: |
RSA2048
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First 100M+ Mersenne Prime (exponent)
First 100M+ Mersenne Prime (digits) |
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