20160417, 17:53  #12 
Jul 2003
2×3×97 Posts 
hi,
I do like to reserve base=6 n=1 to 50000 for double checking 
20160417, 21:07  #13 
Jul 2003
2·3·97 Posts 
hi,
cksieve v1.1.0 gives out a warning  what does it means? Code:
cksieve P20e10 i ck.in cksieve 1.1.0  A sieve for Carol (b^n1)^22 and Kynea (b^n+1)^22 numbers. Read 16432 terms for (74^n+/c)^22 from ABC file `ck.in'. cksieve 1.1.0 started: 3 <= n <= 99999, 60000000000 <= p <= 200000000000 p=77153080019, 141204 p/sec, 150 factors, 12.3% done, 0 sec/factor, ETA 18 Apr 08:19 WARNING: 393216 is not a root (mod 77309411329) p=81621680057, 141347 p/sec, 190 factors, 15.4% done, 0 sec/factor, ETA 18 Apr 08:19 
20160418, 01:15  #14  
"Mark"
Apr 2003
Between here and the
2^{3}·5^{2}·29 Posts 
Quote:


20160418, 03:03  #15 
Jun 2003
4632_{10} Posts 
Incidentally, that output also show another bug. The factor removal rate is always "0 sec/factor".

20160418, 06:19  #16 
"Serge"
Mar 2008
Phi(3,3^1118781+1)/3
2·7·647 Posts 
...and the ETA seems way off. Or it may be in the wrong timezone (but not UTC, as one could immediately expect).

20160418, 06:31  #17 
Jun 2003
2^{3}×3×193 Posts 
ETA is fine. It is in local timezone. It is the p/sec that is quirky. I believe it is counting actual p's being processed, rather than the prange being processed (i.e. if it crunched from p=1e9 to p=2e9, it counts it as pi(2e9)pi(1e9) p's processed rather than a range of 1e9 processed).

20160418, 17:13  #18 
"Mark"
Apr 2003
Between here and the
2^{3}×5^{2}×29 Posts 

20160418, 17:17  #19  
"Mark"
Apr 2003
Between here and the
2^{3}·5^{2}·29 Posts 
Quote:


20160418, 23:47  #20 
"Mark"
Apr 2003
Between here and the
2^{3}×5^{2}×29 Posts 
In the first post I updated to fix the factor removal rate.

20160420, 11:33  #21  
"Serge"
Mar 2008
Phi(3,3^1118781+1)/3
2×7×647 Posts 
Quote:
Step 1. We can submit e.g. (40^40778+1)^22  as (40^40778+2)*40^407781 Step 2. Submit for PRP test. Because it has a ...1 form, N+1 test is also run (or at least I thin this is how it happens). Then we can query for (40^40778+1)^22 and because this is a shorter form it sticks. And it shows as a P. 

20160420, 11:47  #22  
Jun 2003
2^{3}·3·193 Posts 
Quote:


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