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Old 2009-01-20, 07:02   #177
Cruelty
 
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Default status report on k=311 and 337

Both k tested till n=1.16M, and yes I am still working on both
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Old 2009-01-20, 07:13   #178
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Quote:
Originally Posted by Cruelty View Post
Both k tested till n=1.16M, and yes I am still working on both
Excellent. Thanks for the update. Good luck!
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Old 2009-01-20, 09:03   #179
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k=399 600-700 Complete 1 prime previously reported

Results emailed
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Old 2009-01-20, 09:30   #180
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k=329 at n=844k
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Old 2009-01-29, 14:15   #181
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Reserving k=367
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Old 2009-01-29, 16:18   #182
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Reserving k=367
File sent.
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Old 2009-02-04, 17:51   #183
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Reserving k=393
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Old 2009-02-04, 22:39   #184
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Reserving k=393
File sent.
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Old 2009-02-05, 21:00   #185
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k=341

891.7 - 1000 complete No primes

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Old 2009-02-06, 00:29   #186
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k=349 and 353 are complete to 633K, continuing.
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Old 2009-02-10, 06:37   #187
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Max,

Let's get the 6k mini-drive started. My suggestion: For k=315/321/327/333/339/345, load n=600K-700K into port G8000. We won't load the entire n-range in just yet in case interest in the drive wanes. We can then unreserve them and put them back up for individual-k reservation.

I think you had possibly mentioned doing this with a PRPnet server. I'll leave that up to you. One thing to keep in mind, since PRPnet will be new to most people here, detailed instructions will be needed.

Whatever port you load it into, please update the 1st post in the "LLRnet servers for NPLB" to include the new port.

To all,

If Max chooses to run this with PRPnet, the good thing about it is that it resolves the problem that LLRnet has with running an older and slower version of the LLR program. I believe it should speed up testing by 6-10% to the same as running manual LLR. Max can give more specifics.

Primes for the new mini-drive can be posted in the "Report primes for all k<=1001" thread.

This is an informal drive so no separate thread will be kept. Everything will be run by LLRnet or PRPnet. The n-range status and primes will be updated in the 1st post of this thread as though they had been found by manual reservation.

Keep in mind that there are ZERO previously known primes for the entire k=300-400 range. Everything you find is yours to report!


Gary

Last fiddled with by gd_barnes on 2009-02-10 at 06:38
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