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-   -   Bases 2 & 4 reservations/statuses/primes (https://www.mersenneforum.org/showthread.php?t=9830)

Puzzle-Peter 2012-02-21 15:07

1 Attachment(s)
R2, k=9519 tested 4M<n<5M, no prime. Continuing...

MyDogBuster 2012-02-21 22:01

[QUOTE]R2, k=9519 tested 4M<n<5M, no prime. Continuing...[/QUOTE]

Obviously a man on a mission. You go guy!!!!!

:batalov:

Puzzle-Peter 2012-02-22 17:05

[QUOTE=MyDogBuster;290340]Obviously a man on a mission. You go guy!!!!!
[/QUOTE]

Well, I do intend to take this to the end of the sieve file if necessary...

rogue 2012-02-22 18:54

[QUOTE=Puzzle-Peter;290471]Well, I do intend to take this to the end of the sieve file if necessary...[/QUOTE]

How many tests are in the range you have reserved?

Puzzle-Peter 2012-02-23 15:45

[QUOTE=rogue;290483]How many tests are in the range you have reserved?[/QUOTE]

~38k candidates left

Puzzle-Peter 2012-06-19 15:24

1 Attachment(s)
k=9519 tested 5M to 6M, nothing. Continuing...

rogue 2012-10-05 20:32

I think that before anyone takes on one of these k they should consider sieving with ppsieve. Jean's files are only sieved to 5e13. I think that 1e15 should be attainable with ppsieve.

Gary, could you edit the first post of this thread to list the remaining k for this conjecture and their test limits along with a link to the pre-sieved files for them? I know that one could find this information through the reservation pages, but one has to look at multiple places to collect that information.

gd_barnes 2012-10-06 07:38

[QUOTE=rogue;313766]I think that before anyone takes on one of these k they should consider sieving with ppsieve. Jean's files are only sieved to 5e13. I think that 1e15 should be attainable with ppsieve.

Gary, could you edit the first post of this thread to list the remaining k for this conjecture and their test limits along with a link to the pre-sieved files for them? I know that one could find this information through the reservation pages, but one has to look at multiple places to collect that information.[/QUOTE]

Maybe later next week. I'm out of town now with little time for misc. admin stuff.

henryzz 2012-10-06 12:19

I thought ppsieve slowed down in relation to the maximum k. This make it useless unless you are sieving consecutive ks starting very low.
Do you mean withdraw the correct tests from primegrid's base 2 sieve file? AFAIK their files only go upto k=10k.

rogue 2012-10-06 12:26

[QUOTE=henryzz;313824]I thought ppsieve slowed down in relation to the maximum k. This make it useless unless you are sieving consecutive ks starting very low.
Do you mean withdraw the correct tests from primegrid's base 2 sieve file? AFAIK their files only go upto k=10k.[/QUOTE]

I don't know. One would have to compare ppsieve with a single k to srsieve. The problem is that Jean's files are base 4, not base 2. One would have to convert to base 2 before testing with ppsieve.

rogue 2012-10-08 18:25

I took what I could find and put this table together. I included PSP and ESP, which you can remove if desired. If you use this as the first post, you might want to clean up the thread a little.

[code]
sequence search type search limit reservation sieve data
9519*2^n-1 riesel even-n 6,000,000 Puzzle-Peter [url="http://jpenne.free.fr/ConjRus/t17_b4_k9519.npg"]n to 16M, p to 50T[/url]
14361*2^n-1 riesel even-n 2,000,000 [url="http://jpenne.free.fr/ConjRus/t17_b4_k14361.npg"]n to 16M, p to 50T[/url]
19401*2^n-1 riesel even-n 2,000,000 [url="http://jpenne.free.fr/ConjRus/t17_b4_k19401.npg"]n to 16M, p to 50T[/url]

39687*2^n-1 riesel odd-n 2,000,000 [url="http://jpenne.free.fr/ConjRus/t17_b4_k79374.npg"]n to 16M, p to 50T[/url]
103947*2^n-1 riesel odd-n 2,000,000 [url="http://jpenne.free.fr/ConjRus/t17_b4_k207894.npg"]n to 16M, p to 50T[/url]
154317*2^n-1 riesel odd-n 2,000,000 [url="http://jpenne.free.fr/ConjRus/t17_b4_k344334.npg"]n to 16M, p to 50T[/url]
155877*2^n-1 riesel odd-n 2,000,000 [url="http://jpenne.free.fr/ConjRus/t17_b4_k311754.npg"]n to 16M, p to 50T[/url]
163503*2^n-1 riesel odd-n 2,000,000 [url="http://jpenne.free.fr/ConjRus/t17_b4_k327006.npg"]n to 16M, p to 50T[/url]

351134*2^n-1 riesel even-k 2,000,000
478214*2^n-1 riesel even-k 2,000,000


23451*2^n+1 sierpinski even-n 2,000,000 [url="http://jpenne.free.fr/ConjRus/t16_b4_k23451.npg"]n to 16M, p to 50T[/url]
60849*2^n+1 sierpinski even-n 2,000,000 [url="http://jpenne.free.fr/ConjRus/t16_b4_k60849.npg"]n to 16M, p to 50T[/url]

9267*2^n+1 sierpinski odd-n 2,000,000 [url="http://jpenne.free.fr/ConjRus/t16_b4_k18534.npg"]n to 16M, p to 50T[/url]
32247*2^n+1 sierpinski odd-n 2,000,000 [url="http://jpenne.free.fr/ConjRus/t16_b4_k64494.npg"]n to 16M, p to 50T[/url]
53133*2^n+1 sierpinski odd-n 2,000,000 [url="http://jpenne.free.fr/ConjRus/t16_b4_k106266.npg"]n to 16M, p to 50T[/url]
84363*2^n+1 sierpinski odd-n 2,000,000 [url="http://jpenne.free.fr/ConjRus/t16_b4_k168726.npg"]n to 16M, p to 50T[/url]

90646*2^n+1 sierpinski even-k 2,000,000
101746*2^n+1 sierpinski even-k 2,000,000

79309*2^n+1 prime sierpinski 13,750,000 [url="http://primegrid.com/stats_psp_llr.php/"]PrimeGrid's PSP on BOINC[/url]
79817*2^n+1 prime sierpinski 13,750,000 [url="http://primegrid.com/stats_psp_llr.php/"]PrimeGrid's PSP on BOINC[/url]
152267*2^n+1 prime sierpinski 13,750,000 [url="http://primegrid.com/stats_psp_llr.php/"]PrimeGrid's PSP on BOINC[/url]
156511*2^n+1 prime sierpinski 13,750,000 [url="http://primegrid.com/stats_psp_llr.php/"]PrimeGrid's PSP on BOINC[/url]
168451*2^n+1 prime sierpinski 13,750,000 [url="http://primegrid.com/stats_psp_llr.php/"]PrimeGrid's PSP on BOINC[/url]
222113*2^n+1 prime sierpinski 13,750,000 [url="http://primegrid.com/stats_psp_llr.php/"]PrimeGrid's PSP on BOINC[/url]
225931*2^n+1 prime sierpinski 13,750,000 [url="http://primegrid.com/stats_psp_llr.php/"]PrimeGrid's PSP on BOINC[/url]
237019*2^n+1 prime sierpinski 13,750,000 [url="http://primegrid.com/stats_psp_llr.php/"]PrimeGrid's PSP on BOINC[/url]

91549*2^n+1 extended sierp 2,700,000 [url="http://prpnet.mine.nu:13005/"]PrimeGrid's ESP on PRPNet[/url]
94373*2^n+1 extended sierp 2,700,000 [url="http://prpnet.mine.nu:13005/"]PrimeGrid's ESP on PRPNet[/url]
99739*2^n+1 extended sierp 2,700,000 [url="http://prpnet.mine.nu:13005/"]PrimeGrid's ESP on PRPNet[/url]
131179*2^n+1 extended sierp 2,700,000 [url="http://prpnet.mine.nu:13005/"]PrimeGrid's ESP on PRPNet[/url]
161041*2^n+1 extended sierp 2,700,000 [url="http://prpnet.mine.nu:13005/"]PrimeGrid's ESP on PRPNet[/url]
163187*2^n+1 extended sierp 2,700,000 [url="http://prpnet.mine.nu:13005/"]PrimeGrid's ESP on PRPNet[/url]
193997*2^n+1 extended sierp 2,700,000 [url="http://prpnet.mine.nu:13005/"]PrimeGrid's ESP on PRPNet[/url]
198677*2^n+1 extended sierp 2,700,000 [url="http://prpnet.mine.nu:13005/"]PrimeGrid's ESP on PRPNet[/url]
200749*2^n+1 extended sierp 2,700,000 [url="http://prpnet.mine.nu:13005/"]PrimeGrid's ESP on PRPNet[/url]
202705*2^n+1 extended sierp 2,700,000 [url="http://prpnet.mine.nu:13005/"]PrimeGrid's ESP on PRPNet[/url]
209611*2^n+1 extended sierp 2,700,000 [url="http://prpnet.mine.nu:13005/"]PrimeGrid's ESP on PRPNet[/url]
211195*2^n+1 extended sierp 2,700,000 [url="http://prpnet.mine.nu:13005/"]PrimeGrid's ESP on PRPNet[/url]
227723*2^n+1 extended sierp 2,700,000 [url="http://prpnet.mine.nu:13005/"]PrimeGrid's ESP on PRPNet[/url]
229673*2^n+1 extended sierp 2,700,000 [url="http://prpnet.mine.nu:13005/"]PrimeGrid's ESP on PRPNet[/url]
238411*2^n+1 extended sierp 2,700,000 [url="http://prpnet.mine.nu:13005/"]PrimeGrid's ESP on PRPNet[/url]
[/code]


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