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Old 2019-12-23, 05:04   #1629
gd_barnes
 
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Attached is a consolidated file of all primes for R66 for n=10001-10999 by n-value. There are 5422 primes for unique k's in the range. A reasonable number.

Note that there were a total of 5441 primes in the posted files. 19 primes were for non-unique k's leaving 5422 k's removed for the range.

Also attached is a file of the 101,671 k's that are remaining at n=10999 for the base. Note that the web page will show fewer since Mark has searched k<243K to n=25K.

The base is technically not at n=11K yet. I'll do a quick run specifically on the single n=11000 to put it there on Monday and post the primes here.
Attached Files
File Type: txt prime-riesel-base66-10K-10.999K.txt (110.8 KB, 15 views)
File Type: zip remain-riesel-base66-10.999K.zip (368.5 KB, 16 views)

Last fiddled with by gd_barnes on 2019-12-23 at 05:42
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Old 2019-12-23, 14:39   #1630
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Quote:
Originally Posted by VBCurtis View Post
No, I mean that I tested all k for 10000 to 10999, but stopped testing at that k-value while n=11000 was going. I tested by n, not by k.
Whew!
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Old 2019-12-23, 22:25   #1631
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R66 single-n n=11000 has been searched for all k's. 3 primes were found:

20790635*66^11000-1
28760888*66^11000-1
49634598*66^11000-1

There are officially 101,668 k's remaining at n=11K for R66.

Subtracting the 52 k's that Mark found prime for k<243K n=11K-25K, there are 101,616 k's remaining for the base.

Primes for n=10K-11K and k's remaining at n=11K are attached.
Attached Files
File Type: txt prime-riesel-base66-10K-11K.txt (110.8 KB, 19 views)
File Type: zip remain-riesel-base66-11K.zip (368.5 KB, 18 views)
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Old 2019-12-24, 22:43   #1632
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Quote:
Originally Posted by gd_barnes View Post
R66 single-n n=11000 has been searched for all k's. 3 primes were found:

20790635*66^11000-1
28760888*66^11000-1
49634598*66^11000-1

There are officially 101,668 k's remaining at n=11K for R66.

Subtracting the 52 k's that Mark found prime for k<243K n=11K-25K, there are 101,616 k's remaining for the base.

Primes for n=10K-11K and k's remaining at n=11K are attached.
I'll apply these primes to the remaining k to save myself a few tests. Thanks.
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Old 2019-12-26, 10:23   #1633
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K4 S53 at 1.515M
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Old 2019-12-28, 18:46   #1634
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In page http://www.noprimeleftbehind.net/cru...e-reserves.htm, S81 k=2036 should be shown "reserved by BOINC to n=2.5M", since for S81, k=2036 testing is the same as base 9 for the same k-value (like R36 k=9582 is shown "reserved by masser", since for R36, k=9582 testing is the same as base 6 k=1597).

Last fiddled with by sweety439 on 2019-12-28 at 18:47
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Old 2020-01-04, 10:17   #1635
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R51 tested to n=50k (25-50k) (100k-3M)

892 primes found, 2739 remain (10492k remain, total range)

Results emailed - Base released
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Old 2020-01-04, 19:46   #1636
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Quote:
Originally Posted by rebirther View Post
R51 tested to n=50k (25-50k) (100k-3M)

892 primes found, 2739 remain (10492k remain, total range)

Results emailed - Base released
The number of primes and k's remaining for k=100K-3M is correct. There are 10432 k's remaining for the entire base.
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Old 2020-01-24, 21:23   #1637
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FYI, I have about two months of testing left for the first batch of R66 results. Those results will cover a little less than one-sixth of the k that remain.
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Old 2020-01-25, 07:48   #1638
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S42 tested to n=600k (400-600k)

1 prime found, 15 remain

Results emailed - Base released
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Old 2020-03-10, 22:43   #1639
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K4 S53 at 1.53M
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