Forum: Software
2020-11-02, 20:39
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Replies: 46
Views: 8,628
Switching to 3.8.24 build 3
Hi,
Jeff Gilchrist warned me about an issue in LLR 3.8.24 build 2 :
The default options for the Fermat PRP testing are :
Gerbicz error checking (-oErrorChecking=1) and
Random shift on...
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Forum: Conjectures 'R Us
2020-10-25, 10:34
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Replies: 425
Views: 52,010
Sierpinski odd n's testing
Hi,
K=9267 is now tested up to n = 12,810,415 ; no prime found...
I am continuing with this input file sent to me by Gary.
Regards,
Jean
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Forum: Conjectures 'R Us
2020-07-26, 06:02
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Replies: 425
Views: 52,010
Sierpinski odd n's testing
Hi,
K=9267 is now tested up to n = 12,600,343 ; no prime found...
I am continuing with this input file sent to me by Gary.
Regards,
Jean
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Forum: Software
2020-07-11, 05:50
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Replies: 46
Views: 8,628
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Forum: Software
2020-07-10, 15:21
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Replies: 46
Views: 8,628
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Forum: Software
2020-07-09, 20:18
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Replies: 46
Views: 8,628
Switching to 3.8.24 build 2
Hi,
For two reasons I had to slightly modify the Llr.c code, and also the source directory :
1) In the Gerbicz code for Proth numbers testing, I add +1 to the final residue of a negative...
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Forum: Software
2020-07-08, 14:57
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Replies: 46
Views: 8,628
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Forum: Software
2020-07-07, 19:12
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Replies: 46
Views: 8,628
On my Linux system, it is OK : ...
On my Linux system, it is OK :
jpenne@crazycomp:~/llr38o$ ./sllr64 -d -oErrorChecking=0 13789_350-355K.txt
Starting Lucas Lehmer Riesel prime test of 13789*2^350073-1
Using FMA3 FFT length 25K,...
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Forum: Software
2020-07-05, 19:31
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Replies: 46
Views: 8,628
Yes, indeed! You have only to set...
Yes, indeed! You have only to set -oErrorChecking=0 in the command line.
Then, the PRP testing in not done, except if the k multiplier length is more than 10% of the length of the number tested. ...
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Forum: Software
2020-07-04, 18:02
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Replies: 46
Views: 8,628
LLR version 3.8.24 released.
Hi All,
I uploaded today the version 3.8.24 of the LLR program.
You can find it now on my personal site :
http://jpenne.free.fr/
The 32bit Windows and Linux compressed binaries are...
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Forum: Software
2020-05-21, 13:53
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Replies: 17
Views: 7,964
Thank you Serge!
Thank you, Serge, for this code ; in included it in my new Llr.c file and tested it locally. So, it will be included in the future LLR 3.8.24 release I hope to upload soon. Also, this release will...
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Forum: Conjectures 'R Us
2020-05-16, 06:18
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Replies: 425
Views: 52,010
Sierpinski odd n's testing
Hi,
K=9267 is now tested up to n = 12,401,815 ; no prime found...
I am continuing with this input file sent to me by Gary.
Regards,
Jean
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Forum: Conjectures 'R Us
2020-03-27, 09:29
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Replies: 425
Views: 52,010
Sierpinski odd n's testing
Hi,
K=9267 is now tested up to n = 12,202,735 ; no prime found...
I am continuing with this input file sent to me by Gary.
Regards,
Jean
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Forum: Conjectures 'R Us
2020-02-10, 11:10
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Replies: 425
Views: 52,010
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Forum: Conjectures 'R Us
2020-02-10, 07:30
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Replies: 425
Views: 52,010
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Forum: Riesel Prime Search
2020-02-10, 07:22
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Replies: 351
Views: 48,313
k=138847
Yes, indeed, and I am also sieving the input file, now up to 1.61P
Regards,
Jean
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Forum: Riesel Prime Search
2020-02-08, 13:56
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Replies: 351
Views: 48,313
Status for k = 138847
Hi,
k=138847 is now tested up to n=11,522,913(3,468,748 decimal digits) ; no new prime, continuing.
Regards,
Jean
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Forum: Conjectures 'R Us
2020-02-08, 13:46
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Replies: 425
Views: 52,010
Sierpinski odd n's testing
Hi,
K=9267 is now tested up to n = 11,999,575 ; no prime found...
The testing on the input file I obtained from Primegrid being now completed, I am now sieving from n = 12,000,000 (now up to 30T...
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Forum: Conjectures 'R Us
2019-12-19, 17:02
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Replies: 425
Views: 52,010
Sierpinski odd n's testing
Hi,
k=9267 is now tested up to n = 11,801,407 (3,552,582 decimal digits) no prime, continuing...
Best Regards,
Jean
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Forum: Conjectures 'R Us
2019-11-03, 20:40
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Replies: 425
Views: 52,010
Sierpinski odd n's testing
Hi,
k=9267 is now tested up to n = 11,605,495 (3,493,607 decimal digits) no prime, continuing...
Best Regards,
Jean
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Forum: Conjectures 'R Us
2019-08-27, 14:15
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Replies: 425
Views: 52,010
Sierpinski odd ns
Hi,
k=9267 is now tested up to n = 11,299,855 (3,401,600 decimal digits) no prime, continuing...
Best Regards,
Jean
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Forum: Software
2019-05-06, 12:32
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Replies: 26
Views: 4,109
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Forum: Software
2019-05-05, 19:09
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Replies: 26
Views: 4,109
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Forum: Software
2019-05-05, 06:32
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Replies: 26
Views: 4,109
LLR uses the GMP library on Linux and Mac OS...
LLR uses the GMP library on Linux and Mac OS platforms, only to allow APRCL tests on less than 100 decimal digits candidates...
On windows platforms, the APRCL tests are done by separate binaries...
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Forum: Software
2019-04-10, 20:34
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Replies: 17
Views: 7,964
Win64 binaries
Thanks to Rebirther, the Win64 binaries are now available.
Regards,
Jean
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