Bases 33-100 reservations/statuses/primes

[rogue]

Originally Posted by VBCurtis

My last final is tonight, and then a day of grading, so I expect to have time Friday to organize all the results files and email them to both Gary and Rogue. The results text files are a couple hundred MB, so there will be some labor in zip-and-divide for email; something like 90MB zipped, I think.

I'll try to locate the primes-lists first, since those are easy to send and likely are just lying around like the 10000-10299 file was.

7-zip offers better compression, but I don't think that Gary collects residues for n < 25000, so that might reduce the size of any file you send. All I would need are the primes.

[gd_barnes]

What is the status of posting or sending the missing primes for R66 in the range of n=10K-11K ?

To save time I do not need results (residues) for ranges n<=25K.

[VBCurtis]

Network outages on campus and travel plans got in the way of me taking care of this. I returned last night, should have time to head to my campus office to straighten out both the network issues and grep for the primes. So, hopefully results tomorrow?

Sorry for the delay.

[VBCurtis]

Attached are primes from 10600-10799 and 10800-10999. I tested n=11000 only up to k = 1091362.
Apologies again for the delay. I believe this covers all primes found, when combined with the prior primes rogue pulled from my results files.

[rogue]

Originally Posted by VBCurtis

Attached are primes from 10600-10799 and 10800-10999. I tested n=11000 only up to k = 1091362.
Apologies again for the delay. I believe this covers all primes found, when combined with the prior primes rogue pulled from my results files.

Just to be clear, are you saying that you did not test k > 1091362 between n=10000 and n=11000? If so, then I will have to do some rework. It will delay my testing a little if that is case. I just need to know if I have to do it.

[VBCurtis]

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.

[gd_barnes]

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.

[rogue]

Originally Posted by VBCurtis

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!

[gd_barnes]

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.

[rogue]

Originally Posted by gd_barnes

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.

[pepi37]

K4 S53 at 1.515M