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Old 2011-07-21, 09:34   #914
Mathew
 
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I would like to reserve S7 k=1M-2M to n=100K.
(Cleaning up some of my mess before it becomes another B3)
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Old 2011-07-21, 18:01   #915
gd_barnes
 
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Xentar has reported that S17 is at n=~1.17M. Nothing to report. He is continuing.
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Old 2011-07-23, 13:36   #916
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S19 is at n=54k. New primes since n=50k:

Code:
532306*19^50380+1
191896*19^50428+1
517284*19^50467+1
622366*19^50508+1
293404*19^50611+1
352504*19^51331+1
304356*19^51528+1
464266*19^51780+1
129174*19^51819+1
213516*19^51938+1
387654*19^52045+1
557910*19^52367+1
565284*19^52699+1
565944*19^52919+1
573204*19^53029+1
363864*19^53127+1
697654*19^53293+1
395776*19^53594+1
174586*19^53720+1
87016*19^53864+1
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Old 2011-08-04, 18:14   #917
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Default S27

S27 tested n=400K-415K - Nothing found

Results emailed - Base released
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Old 2011-08-05, 02:20   #918
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Reserving S31 (1111k's) n=25K-50K
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Old 2011-08-11, 18:54   #919
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Reserving R22 n=500k to 1M
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Old 2011-08-16, 05:32   #920
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Reserving R24 to n=100K.
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Old 2011-08-22, 05:09   #921
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Reserving R25 to n=100K.
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Old 2011-08-26, 09:33   #922
Mathew
 
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S7 k=1M-2M is complete to n=100K

12 primes found:

1225242*7^26010+1
1932426*7^27216+1
1873114*7^28297+1
1544142*7^31815+1
1656108*7^34988+1
1562002*7^37476+1
1153774*7^39763+1
1687018*7^58004+1
1289434*7^60097+1
1029162*7^67370+1
1267768*7^75730+1
1324426*7^85731+1

Results emailed.

I would like to reserve S7 k=2M-3M to n=100K
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Old 2011-08-29, 08:06   #923
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Lennart is releasing R7 although he may come back to it later.
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Old 2011-08-30, 19:22   #924
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Let's try for a new highest CK with 3 ks remaining. Reserving R31 to n=500k. I'll sieve to n=1M though.
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