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#100 |
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Nov 2003
2×1,811 Posts |
Nuggetprime
If you want to process them all there are no problems, I can send you the whole file, but as Curtis said can you begin with 560-570 just to check exe times on your machines and have a better idea what kind of numbers you are going to deal with. FYI, in the 560-1M range there are 51154 remaining candidates, or about 116.25 per 1000 n. Here is the list of FFT jumps in LLR. The next one is cominng almost at once at n=560828. Code:
fftlen nmax
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49152 560828
57344 650886
65536 745444
81920 923559
98304 1096675
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#101 |
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Nov 2003
362210 Posts |
I just added up files to 600k, in 5k chunks.
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#102 |
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Mar 2007
Austria
2×151 Posts |
I will start testing when I found a prime in the 5th Drive or it goes over 700k.
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#103 |
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May 2007
Kansas; USA
33·5·7·11 Posts |
I'm taking 560 to 562K as my first hack at this. Please let me know if that range has already been done.
G |
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#104 |
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Nov 2004
California
23·3·71 Posts |
560-562 is yours. Welcome to the project!
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#105 |
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May 2007
Kansas; USA
33·5·7·11 Posts |
I have completed testing on the range of 560K to 562K for k=210885. There were no primes.
Gary |
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#106 |
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May 2005
23×7×29 Posts |
I'd like to take this k to n=750000. Can someone mail me an input file?
![]() <my nick>[at]poczta[dot]onet[dot]pl ![]() OK, I've changed my mind I would like to sieve it first from existing 5.5T till 10T and then start testing - in such case I would go with entire 562000<n<1M range for sieving purposes and then LLR it till n=750000.
Last fiddled with by Cruelty on 2007-06-25 at 19:54 |
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#107 |
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Nov 2003
2×1,811 Posts |
YGM!
There are 50949 candidates remaining (562-1000k) . |
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#108 |
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May 2005
23×7×29 Posts |
package delivered
for some unknown reason KIS has marked it as a SPAM
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#109 |
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May 2005
23×7×29 Posts |
I have tested this k till n=600000 and will not test it further. Additionally I have mailed Kosmaj input file for 600000<n<1M sieved till p=10T. This sieve depth should be sufficient till n~750000 when FFT lenght will change from 64k to 80k.
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#110 | |
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May 2007
Kansas; USA
33×5×7×11 Posts |
Quote:
Is there a 'quick and easy' way to tell or calculate at what value of n that the FFT length will change? Or do you just have to manually test it? Or is there a table somewhere that shows approximately when it will change for various sizes of k's? Also, can you or someone tell me how the FFT length is calculated by the primality checking programs in the first place? I'm assuming it is based on the true length of the number being tested. Thanks for any help that you can give. Gary |
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