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Old 2012-12-31, 21:05   #1101
gd_barnes
 
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Quote:
Originally Posted by grueny View Post
r72 done to n = 500e3. no primes.
continuing to n = 600e3
Grueny,

There is a sieve file for R72 on the reservations page for n=400K-600K that has been sieved to P=15T. It appears to be sieved deeper than the file that you are using.


Gary
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Old 2013-01-04, 17:30   #1102
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I would like to reserve R39 for k≤200K to n=50K
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Old 2013-01-04, 18:15   #1103
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Quote:
I would like to reserve R39 for k≤200K to n=50K
I was wondering when you were going to attack that mess.
Good luck.

Last fiddled with by MyDogBuster on 2013-01-04 at 18:17
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Old 2013-01-09, 18:49   #1104
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Default S93

S93 tested to n=50K

32 primes found - 82 remain

Results emailed - Base released
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Old 2013-01-25, 23:15   #1105
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S79 completed to n=25000 and released. 10777 primes found.
Attached Files
File Type: zip s79_prime.zip (63.7 KB, 98 views)
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Old 2013-01-25, 23:21   #1106
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Quote:
S79 completed to n=25000 and released. 10777 primes found.
Nice job Mark. Impressive!
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Old 2013-01-26, 00:23   #1107
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Quote:
Originally Posted by rogue View Post
S79 completed to n=25000 and released. 10777 primes found.
I second that. Great work!
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Old 2013-01-26, 02:07   #1108
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That's nothing compared to R151 to n=100000. That is about 2.5x the amount of work that S79 was and R63 is about 10x more than R151 (if one were to take it to from n=10000 to n=25000). So if you have 200 cores sitting around, you could probably take R63 to n=25000 in about 9 months.
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Old 2013-01-26, 02:13   #1109
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I'm having enough fun with S66 to just 10K. I'm pretty sure I can finish that this year.
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Old 2013-01-26, 07:54   #1110
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Quote:
Originally Posted by rogue View Post
S79 completed to n=25000 and released. 10777 primes found.
There were 10779 primes in the file. 2 of them did not have a carriage control and so were on the same line. There are now 8388 k's remaining at n=25K.
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Old 2013-01-26, 09:23   #1111
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With the completion of S79 to n=25K, all bases <=100 with CK<20M are now complete to n=25K.

Upon completion of Ian's S66 to n=25K, we can raise that to all CK<100M.
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