20110120, 10:48  #1002 
May 2008
Wilmington, DE
2×7^{2}×29 Posts 
Reservations
Reserving R618 & S618 as new to n=25K

20110120, 17:31  #1003 
Jun 2009
3×223 Posts 
I'll start the new base R698

20110120, 18:50  #1004 
Mar 2007
Austria
2·151 Posts 
Taking R830 to 5K  for now.

20110120, 20:29  #1005 
May 2007
Kansas; USA
2×5,077 Posts 

20110120, 23:34  #1006 
May 2008
Wilmington, DE
2·7^{2}·29 Posts 
S707
S707 tested n=25K100K
26*707^45893+1 is prime 40*707^n=1 is now a 1ker with a weight = 783 Base released  Results emailed 
20110121, 00:16  #1007 
May 2008
Wilmington, DE
101100011010_{2} Posts 
Reservations
Reserving the following 2kers to n=100K
R790 R833 R850 R864 R867 S766 S774 S785 S821 S832 
20110121, 18:14  #1008 
Mar 2007
Austria
2×151 Posts 
R830 is at 5K,18 k remaining.
Continuing at least to 25K. 
20110121, 18:29  #1009  
Jun 2009
3×223 Posts 
I searched R698 to n=5K using PFGW. pl_primes.txt is attached, pl_remain.txt looks as follows:
Code:
2*698^n1 13*698^n1 20*698^n1 26*698^n1 29*698^n1 53*698^n1 55*698^n1 62*698^n1 64*698^n1 66*698^n1 71*698^n1 88*698^n1 94*698^n1 95*698^n1 97*698^n1 101*698^n1 119*698^n1 133*698^n1 134*698^n1 146*698^n1 158*698^n1 164*698^n1 170*698^n1 177*698^n1 178*698^n1 179*698^n1 187*698^n1 191*698^n1 196*698^n1 202*698^n1 209*698^n1 221*698^n1 Quote:
Anyway, I'll now go on sieving the remaining k values and test them as far as I can. 25K at least. Last fiddled with by gd_barnes on 20110121 at 21:00 Reason: put k's remaining in code 

20110121, 20:54  #1010 
May 2007
Kansas; USA
23652_{8} Posts 
Peter,
Everything looks good. There are no MOB for this particular base. As points of future reference: (1) It's easier for us if you attach the k's remaining and primes in a single zip file to the post. The lists can get very long. (2) I won't show anything on the pages until the search depth has reached at least n=10K. Thanks for the work! Gary Last fiddled with by gd_barnes on 20110121 at 21:01 
20110122, 20:08  #1011 
May 2008
Wilmington, DE
B1A_{16} Posts 
S724
S724 tested n=25K100K
30*724^28548+1 is prime 9*724^n+1 is now a 1ker with a weight = 1573 Base released  Results emailed 
20110122, 22:17  #1012 
Jan 2011
2^{2}×5 Posts 
I'm new to CRUS, so please tell me if I'm doing anything wrong.
Reserving S1029 n=100k150k 
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