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Old 2015-08-24, 04:22   #1453
MyDogBuster
 
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Default S366

S366 tested n=10K-25K

221 primes found - 573 remain

Results emailed - Base released

Reserving S297 to n=25K

Last fiddled with by MyDogBuster on 2015-08-24 at 04:58
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Old 2015-09-01, 17:09   #1454
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S253 tested to n=100K (25-100k)

22 primes found, 15 remain

7438*253^25111+1
6136*253^25323+1
7714*253^27882+1
16128*253^29327+1
4480*253^30715+1
8508*253^30715+1
11428*253^30919+1
2788*253^31159+1
6226*253^31288+1
21606*253^34127+1
24990*253^35334+1
7246*253^36400+1
14350*253^37899+1
16434*253^41654+1
4224*253^45262+1
20956*253^47076+1
16798*253^52832+1
13666*253^58159+1
2502*253^59748+1
2566*253^62820+1
13284*253^91465+1
23404*253^95194+1

Results emailed - Base released
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Old 2015-09-04, 16:48   #1455
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Reserving S378 to n=100k (25-100k) for BOINC

Reserving S381 to n=100k (25-100k) for BOINC
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Old 2015-09-04, 21:00   #1456
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Reserving R438 to n=100k (25-100k) for BOINC
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Old 2015-09-07, 16:08   #1457
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Residues for R328/S328 to n=700000. More to follow.
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File Type: 7z residues.7z (36.1 KB, 68 views)
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Old 2015-09-07, 16:14   #1458
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Residues for R328/S328 to n=850000. No primes, continuing.
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File Type: zip residues.zip (65.8 KB, 61 views)
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Old 2015-09-08, 17:11   #1459
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S378 tested to n=100K (25-100k)

11 primes found, 17 remain

2738*378^26224+1
3011*378^31023+1
888*378^34862+1
4277*378^39566+1
5034*378^40718+1
3861*378^49420+1
4499*378^64018+1
5301*378^75809+1
4810*378^81803+1
305*378^83923+1
2275*378^85190+1

Results emailed - Base released

Last fiddled with by rebirther on 2015-09-08 at 17:13 Reason: primes sorted
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Old 2015-09-09, 14:44   #1460
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Default R366

R366 tested n=900k to 1M. No prime. Reserving to n=2M.
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File Type: zip lre_R366_900k-1000k.zip (135.5 KB, 74 views)
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Old 2015-09-09, 16:31   #1461
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R438 tested to n=100K (25-100k)

15 primes found, 28 remain

1719*438^25173-1
1269*438^25800-1
123*438^26062-1
1934*438^26517-1
2193*438^29616-1
1674*438^30323-1
1600*438^30469-1
823*438^35172-1
159*438^36140-1
543*438^42061-1
1647*438^44328-1
2012*438^54439-1
211*438^73142-1
2029*438^88660-1
1458*438^95702-1

Results emailed - Base released
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Old 2015-09-11, 23:30   #1462
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Default S297

S297 tested n=10K-25K

268 primes found - 695 remain

Results emailed - Base released
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Old 2015-09-12, 22:12   #1463
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S381 tested to n=100K (25-100k)

22 primes found, 12 remain

7068*381^25242+1
18280*381^26013+1
1528*381^26062+1
9166*381^26460+1
12116*381^26711+1
13708*381^28575+1
8500*381^32849+1
12470*381^33208+1
2006*381^33567+1
13232*381^35543+1
1026*381^37183+1
3562*381^37480+1
13368*381^38609+1
8662*381^39669+1
16998*381^40145+1
10016*381^40735+1
2852*381^41505+1
13250*381^43466+1
5762*381^43890+1
1966*381^56007+1
4952*381^65623+1
2292*381^93814+1

Results emailed - Base released
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