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#441 |
"Viliam FurÃk"
Jul 2018
Martin, Slovakia
40010 Posts |
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I have tested k=20020913 and found these primes:
Code:
20020913*2^12-1 20020913*2^14-1 20020913*2^22-1 20020913*2^62-1 20020913*2^72-1 20020913*2^76-1 20020913*2^78-1 20020913*2^88-1 20020913*2^94-1 20020913*2^112-1 20020913*2^120-1 20020913*2^204-1 20020913*2^462-1 20020913*2^1214-1 20020913*2^1798-1 20020913*2^2022-1 20020913*2^3256-1 20020913*2^6406-1 20020913*2^8548-1 20020913*2^18088-1 20020913*2^62416-1 20020913*2^111300-1 20020913*2^162118-1 20020913*2^230406-1 20020913*2^240084-1 20020913*2^316934-1 |
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#442 |
Jun 2020
716 Posts |
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I have now searched k=3382599 from n=250k to n=500k.
Primes: 3382599*2^263753-1 3382599*2^273764-1 3382599*2^283188-1 3382599*2^347133-1 3382599*2^376247-1 3382599*2^381211-1 3382599*2^496591-1 |
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#443 |
Jun 2020
78 Posts |
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k=8847 has been checked up to n=500k.
During these tests the following primes were discovered: Code:
8847*2^52260-1 8847*2^53560-1 8847*2^58340-1 8847*2^67918-1 8847*2^127413-1 8847*2^418900-1 |
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#444 |
Random Account
"Norman D. Powell"
Aug 2009
Indiana, USA.
75816 Posts |
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#445 |
"Alexander"
Nov 2008
The Alamo City
2×11×23 Posts |
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The largest known prime for that k is n=671298, thus I would have tested it to around that level (probably n=675k, since I prefer to round to the next 5k interval). 500k is the limit of my misc_small personal PRPNet server, and this k isn't special enough to run separately, so I won't take it, though I am curious how long it would take. I'll see if I can pull it out of the RSP sieve data.
Last fiddled with by Happy5214 on 2021-01-31 at 03:49 Reason: Sieves already exist. |
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#446 | |
Random Account
"Norman D. Powell"
Aug 2009
Indiana, USA.
23·5·47 Posts |
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A year ago, it seemed like I was always stepping on somebody's toes with what I was doing. I found it difficult to determine what others were running. The Prime Wiki was still limited at the time so I really could not depend on it solely. Some used it, but most did not. I am pleased to see how far the wiki has come since. As for running the LLR test on this sieve, I might, then again, I might not. If I did, I would put the completed results here. If they were needed, that would be alright, If not, that would be alright as well. I could post the finished sieve here in case somebody else would like to run it. |
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#447 | |
"Alexander"
Nov 2008
The Alamo City
7728 Posts |
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As for the issue of stepping on people's toes, I always reserve sequences I work on if they're over n=50k. Below that, it only takes a few hours on my slowest computer, so it's not usually necessary. Last fiddled with by Happy5214 on 2021-02-01 at 05:01 |
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#448 | |
Random Account
"Norman D. Powell"
Aug 2009
Indiana, USA.
23·5·47 Posts |
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I can't make much sense of the file names in your link above. Most are from 2017. I take it these have not been ran? I wouldn't think you would be having problems with 64GB or RAM. I can open any of the archives and view the details with 16GB of RAM on my Windows 10 machine. You mention running a server of some type. If this is on the same system, then it may be using up a lot of RAM. The k=6927 sieve I started two days ago is complete. 19,214 terms remaining from 400e3 to1e6. Since I have the sieve, I might as well run it with LLR. I have two separate folders, one for running and the other for checking for twins. I will have to study the batch files I wrote to get it right. As I wrote, this Xeon sits in a corner mostly unnoticed. I have ran Prime95 on it for weeks without turning the monitor on. It can do the job. |
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#449 | |
"Curtis"
Feb 2005
Riverside, CA
467810 Posts |
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Let's say you made the sieve just to see if you knew how to do it- fine. But now you're going to run your own sieve file through LLR, when you already have a PrimeGrid file sieved to something like 1e17 for the same k-value? Or, is this a case where you have no idea what you're talking about when you say "I can open any of the archives," and aren't actually aware of the sieve files Happy is referring to? |
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#450 | |
Random Account
"Norman D. Powell"
Aug 2009
Indiana, USA.
188010 Posts |
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I will refer to the image attachments below. The first is WinRAR. It shows one of archives from Happy's link open without the need to download it. The second is the contents of the archive in WinRAR's viewer, still without the need to download it. The third is Notepad++ with the contents of the ABCD file visible after I actually downloaded it. The file contains over 4,400,000 lines. Is this sufficient, or do you need more??? |
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#451 |
Mar 2006
Germany
2,879 Posts |
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To give more hints:
- the link Happy given is the thread, so you have to go to the last post in it from 2021-01-19 (although the suspended sieves didn't changed since then in the first post) - next download rsp1M_20150702.abcd (suspended sieves): this file contains all sieves for Riesel 3<k<10000 and n<1M - copy in a directory, unzip it and use srfile.exe to call: srfile -g rsp1M_20150702.abcd (output looks: Read 145955447 terms for 4998 sequences from ABCD format file `rsp1M_20150702.abcd'.) to create every sieve file for all k's separately - grap the t17_b2_k6927.npg to use this as input for LLR it contains 23784 n-values <1M for k=6927 For higher n-values use the "rsp2M_xxx", "rsp3M_xxx" and so on. Last fiddled with by kar_bon on 2021-02-02 at 08:27 |
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