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Old 2015-02-25, 16:32   #1145
rebirther
 
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The sievefile for R19 contains 1214k but in table there are 1218k left. Have I missed something or is it related to n<=10k?
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Old 2015-02-25, 20:30   #1146
gd_barnes
 
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Quote:
Originally Posted by rebirther View Post
The sievefile for R19 contains 1214k but in table there are 1218k left. Have I missed something or is it related to n<=10k?
The four k's that are <=10K have already been searched to n>=100K. It is OK.
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Old 2015-02-28, 20:40   #1147
Cruelty
 
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S10 tested till n=1.47M
R10 tested till n=1.22M
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Old 2015-03-04, 15:40   #1148
MyDogBuster
 
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Default R7

R7-90M-100M-50K-150K
67 primes found
Results emailed

continuing with 100M-110M (last range yipee)
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Old 2015-03-06, 03:07   #1149
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Default S25

S25 tested n=200K-300K (all k's at n=200K)
6 primes found

27702*25^201811+1
33486*25^207537+1
112932*25^244894+1
165192*25^250016+1
158640*25^252368+1
252318*25^294106+1 (Top5000)

Results emailed - Stopping here - Will take up again after a break
Base released
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Old 2015-03-12, 03:34   #1150
wombatman
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Default S17

I'm going to stop S17 where it's at. I completed 147 of the candidates, none of which were primes. I'm attaching the lresults.txt file and the remaining candidates.
Attached Files
File Type: txt lresults-sierpbase17.txt (15.2 KB, 122 views)
File Type: txt sieve-sierp-base17-1.5M-2M_160e12.txt (38.9 KB, 55 views)
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Old 2015-03-12, 16:15   #1151
rebirther
 
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R19 tested to n=100k (50-100k)

269 primes found, 945 remain (949 total)

Results emailed, Base released
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Old 2015-03-25, 12:25   #1152
MyDogBuster
 
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Default R7

R7-100M-110M-50K-150K
60 primes found
Results emailed - Base released
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Old 2015-03-30, 15:43   #1153
MyDogBuster
 
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Default R28

R28 tested n-250K-500K

1 prime found - previously reported - 4 remain

Results emailed - Base released
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Old 2015-03-31, 22:56   #1154
Cruelty
 
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S10 tested till n=1.48M
R10 tested till n=1.24M
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Old 2015-04-04, 13:45   #1155
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S19 is at n=146k. Continuing
Latest primes:
Code:
690756*19^134472+1
595144*19^136103+1
85254*19^137665+1
634266*19^138024+1
463054*19^139839+1
581356*19^139888+1
697846*19^140836+1
434344*19^140935+1
176476*19^141092+1
540514*19^141205+1
522376*19^141206+1
316626*19^141240+1
47784*19^142879+1
750654*19^143617+1
707704*19^143781+1
318004*19^144473+1
520804*19^144897+1
564544*19^145165+1
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