20200305, 23:04  #1035 
"Curtis"
Feb 2005
Riverside, CA
11×383 Posts 
Gary
Actually, no; my office at work is under construction, and I lost the ability to power that machine for a few weeks during winter. One core has 44.745k left to run, while the other has 49.850k to run. That's why I haven't posted results yet. You can expect results in 610 days. I made sieve files to 100k, so I'll be continuing the work for 6063G above 50k. 
20200319, 05:09  #1036 
"Curtis"
Feb 2005
Riverside, CA
4213_{10} Posts 
Attached are primes for k=6063G from 25k to ~50k. 6061G is already complete to 54k; I left those in the primesfound file.
there is one oddity in the files: For 6163G, 4550k ran in a separate folder, and I had to grep the results file for those primes. That's why the end of that primes file switches from the usual format of LLR primes output to a full text line. I'm continuing with the range to 100k since I already have sieve files for it; I'll pay a little more attention to the range to make sure I'm not holding back a milestone for R3 like I did this month to 50k. 
20200319, 06:33  #1037  
May 2007
Kansas; USA
10150_{10} Posts 
Quote:
I double checked your work. Here are the results: Your files primes for n=25K50K: 9030 primes removed for duplicate k's: 62 Unique k's with primes for n=25K50K: 8968 In my testing I found 8969 unique k's with primes for the range. After sorting both files by k/n and comparing them, I only found the one difference: 61667740072*3^252551 is prime I triple checked it to make sure it is prime. So there are 8969 primes for k=60G63G n=25K50K. 10088 k's remain for the range. You can remove k=61667740072 from your sieve file. 

20200324, 21:37  #1038 
May 2007
Kansas; USA
2×5^{2}×7×29 Posts 
I am in the process of sieving k=25G55G for n=50K100K. It will take a few months.

20200524, 09:22  #1039 
Sep 2011
Germany
5×479 Posts 
Reserving R3 to n=900k (850900k) (02.147G) for BOINC

20200620, 16:35  #1040 
"Nuri, the dragon :P"
Jul 2016
Good old Germany
727 Posts 
R3 krange >63G reached n=500K, found 5 primes. Releasing this range. 33k´s are still remaining in that range.
Code:
63030332504*3^4327561 is prime! 63003288494*3^4403831 is prime! 63035017646*3^4488011 is prime! 63022327226*3^4936781 is prime! 63016920682*3^4986321 is prime! Last fiddled with by MisterBitcoin on 20200620 at 16:36 
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