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#1 |
Account Deleted
"Tim Sorbera"
Aug 2006
San Antonio, TX USA
11·389 Posts |
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Not sure if interest in this will continue, but I'll help a bit.
![]() Reserving k=500k-1M. This is a rather small and easy chunk of work. One core of my i5, taking 0.640 ms per iteration, (or 4 minutes and 9.6 seconds per candidate) should finish all 262 candidates in about 18 hours and 10 minutes. A multiple-million reservation would be a more typically-sized piece of work for most people. Last fiddled with by Oddball on 2010-05-24 at 00:07 Reason: changing title |
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#2 |
Account Deleted
"Tim Sorbera"
Aug 2006
San Antonio, TX USA
11×389 Posts |
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This file is too undersieved to do primality testing already. With NewPGen (I'm running an i5 on 32-bit XP; tpsieve with one thread is around half the speed) I can eliminate about one k every 2 seconds compared to one LLR test every 250 seconds. Unless I'm mistaken, (or shouldn't be ignoring things like accounting for double checks) that means that the sieve depth needs roughly 7 doublings (2 with 7 doublings is 2*2^7=256, just about 250) before it's optimally sieved for 32-bit (if you can get 64-bit sievers, sieve speed might approximately double, which might mean about another doubling). That puts it at roughly 400-450T (3.33*2^7=426.24) before primality tests ought to be run on this range.
I'm not putting a serious effort to sieving this at the moment, but I sieved it to 3.38T (107 factors in 267 seconds) with NewPGen. The new file is attached. (you might need to rename it to remove the ".zip" before it'll open, as the forum doesn't like .7z but only .7z will compress to under the attachment limit) Last fiddled with by TimSorbet on 2010-05-04 at 19:04 |
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#3 |
May 2010
49910 Posts |
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Hmmm, it looks like I can't edit the first post. Maybe that's because I'm not a mod. But anyway, I'm reserving 1M-1.2M. So far, we have:
Code:
Range Reserved by Status Primes found 0.0M-0.3M Oddball complete 0 0.3M-0.5M Oddball complete 0 0.5M-1.0M Mini-Geek complete 0 1.0M-1.2M Oddball in progress ? Last fiddled with by Oddball on 2010-05-05 at 05:11 Reason: typo |
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#4 |
Mar 2005
Internet; Ukraine, Kiev
1100101112 Posts |
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My Core i5 can help sieving with all 4 cores (running 64-bit Linux of course). I just want to ensure that neither my nor anyone else's CPU hours would be wasted.
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#5 | |
May 2010
499 Posts |
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Right now, just sieve 10G-150G to 8.1T. When you're done, merge that file into the 1M-10G file (which is also sieved to 8.1T) uploaded here: http://www.sendspace.com/file/dfee42 You can then sieve the whole 1M-150G file at once from that point on. I couldn't do that because my PC didn't have enough RAM, but the RAM that usually comes with a core i5 should be enough to do the job. I'll keep the old system for the credits the same. If/when a twin is found, the finder shares the credit with both the top siever and the top LLR tester. |
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#6 |
May 2010
499 Posts |
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Those of you who want to jump right into LLR testing can start by downloading the attached file. It contains k=1M-10M, sieved to 8.1T. There are about 470 candidates per 1M.
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#7 |
Mar 2005
Internet; Ukraine, Kiev
11×37 Posts |
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#8 |
Account Deleted
"Tim Sorbera"
Aug 2006
San Antonio, TX USA
10B716 Posts |
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I don't think it exists yet, you'll have to start it from the beginning.
Apparently Oddball decided to change the scope of this. The only older files posted were for k=200k-200M, and now he's talking about 1M-10G and 10G-150G. |
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#9 | ||
Mar 2010
43 Posts |
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I haven't been on mersenneforum for quite some time, but I'll give this project a try. Reserving 1.2M-1.4M.
Quote:
From: http://www.mersenneforum.org/showthread.php?t=13375 Quote:
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#10 | ||
May 2010
499 Posts |
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Quote:
Anyway, I'm done with my old range (results attached). No primes were found, so I'm getting 1.4M-1.7M. Here's the current status: Code:
Range Reserved by Status Primes found 0.0M-0.3M Oddball complete 0 0.3M-0.5M Oddball complete 0 0.5M-1.0M Mini-Geek complete 0 1.0M-1.2M Oddball complete 0 1.2M-1.4M Historian complete 0 1.4M-1.7M Oddball in progress ? 1.7M+ available |
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#11 |
Mar 2006
Germany
2,999 Posts |
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Looking at the First Twin k (see bottom, first graph) the estimated k-value for n=333333 using the formula k=0.2784*n^1.9652 is k=19871455920.
The real values was k=65516468355. So for n=390000 it's estimated for k=27053869866 or about 27G. |
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