20071220, 18:11  #23  
May 2007
Kansas; USA
13^{2}·61 Posts 
Quote:
OK, I can do that. There's only 12 left after you took most of them but I'll still do it because we'll have many in the future. Good idea. If you like sieving, would you be willing to help me do a large sieve on Sierp base 16 for all remaining 55 k's for a team drive like is done at Riesel Prime Search (RPS)? We could split the duties sieving to n=100K. I could then divide up the file into smaller pieces like they do at RPS so that everyone can have a manageable portion of a relatively large effort. If so, I'll post a new thread called "Conjectures 'R Us 1st team drive". Edit: I will unreserve 288*13^n1. Gary Last fiddled with by gd_barnes on 20071220 at 18:14 

20071221, 03:57  #24  
Sep 2004
UVic
2×5×7 Posts 
Quote:
Last fiddled with by tcadigan on 20071221 at 03:58 

20071221, 06:02  #25  
May 2007
Kansas; USA
13^{2}×61 Posts 
Quote:
Great, we'll reserve it for you. And thanks for sharing your sieved file. I know of a person who might want to work on it for a little while. Would you be OK with that or is your break from it temporary? Since it's officially the 'Sierpinski Base 4' project, I would inform him to report it as such if he found a prime. In the near future, I think I'm going to coordinate a team 'drive' so to speak. We will sieve all of the k's on Sierp base 16 together that haven't been already reserved. Then we can divide up the sieved file into n=~5K 'chunks' that contain all k's. What's great about team efforts is that after we're done sieving, people can just pick up very small or very large range of the already sieved files depending on their tastes and resources and still be searching multiple k's at once. I like them because they 'spread the risk around' so to speak. Like what happened to you on base 4 Sierp, it's easy to get stuck on one k that just refuses to yield a prime. I'll hold off just a little while on the team drive and see if others might pick up a k or two more on base 16 for themselves. I think it's important to allow people the individuality of searching a k by themselves in addition to the team efforts that allow efficient sieving and searches across many k's. Edit: You may want to post your break from Sierp Base 4 in that thread also. Alternatively if you and Jean Penne prefer to abandon that thread and report statuses here, that works for us and saves me from having to check it occassionally. If you both agree, I'll just have Citrix lock the thread after a period of time. Gary Last fiddled with by gd_barnes on 20071221 at 06:43 

20071221, 06:32  #26 
May 2007
Kansas; USA
2845_{16} Posts 
Carlos (em99010pepe) asked for some sieved files that we have for the effort so that he could LLR them. I sent him Sierp base 12 and Riesel base 13 (one k on each remaining) and so am reserving them for him up to n=100K.
Gary 
20071221, 07:17  #27 
Sep 2004
2·5·283 Posts 
When I free up some machines (7 cores, 1 already working) I'll put them on here to give you guys a little boost....

20071221, 08:33  #28  
May 2007
Kansas; USA
13^{2}·61 Posts 
Quote:
Quote:
FYI, I've analyzed powers of 2 up to 256 now. The conjectures on base 64 are low at k=14 and k=51 and were easily proven. On base 128, they're low with both at k=44 but I wasn't able to quite prove them. Riesel had one k remaining at n=5K. Sierp had 4 k's remaining at n=40K (searched to n=5K and converted higher ones from base 2) but 3 of them cannot be proven for the same reason as k=4 on Sierp base 32. So no good for those. I think that base 256 may be the next power of 2 effort after bases 4 and 16. It has a Riesel conjecture of k=10364 and a Sierp conjecture of k=1221. Sierp's is a little low but Riesel may yield some k's to search very high. Ultimately I'll check it to base 1024 or possibly 4096 but I see no reason to go any higher. There may not be any that are good > base 256. Based on almost split poll results, I think it may make sense to simultaneously do some powers of 2 while continuing to fill in bases <= 32. Although there isn't a separate page for powers of 2 yet, I will add base 64 in just a little while and add base 128 later today (Friday) on the current pages. If you haven't voted on the direction of the effort yet, get your voice heard! It is the poll in this forum. It's not public so I have no idea how people vote. Gary 

20071221, 08:42  #29  
May 2007
Kansas; USA
10309_{10} Posts 
Quote:
I'll see if I can get some sieving going on for ~4550 of the base 16 k's this weekend as the beginning of a team effort. I want to save a few for individual efforts. I think he said it'd be ~2 weeks before the other cores free up. Gary 

20071221, 14:48  #30  
Sep 2004
UVic
106_{8} Posts 
Quote:
as for the thread closure...I'm fine either way. I'd just want to make sure that the files don't get lost along the way. I think there's relatively recent newpgen's for all k's and even 2 different dats attached throughout the thread (1 for original search, 1 for expanded search) 

20071221, 21:27  #31 
May 2007
Kansas; USA
10100001000101_{2} Posts 
Releasing Sierp base 11 and Sierp base 23
I have completed testing the one k remaining on Sierp base 11 to n=100K and the two k's remaining on Sierp base 23 to n=60K. They are now released for testing.
Carlos, Willem, or whomever wants to test Sierp base 23 further, I'm attaching the remainder of my sieved file up to n=100K to this post. It's well sieved to P=600G. Gary 
20071221, 22:44  #32  
Jan 2006
Hungary
2^{2}·67 Posts 
Quote:
Laters, Willem. 

20071221, 23:57  #33  
May 2007
Kansas; USA
13^{2}·61 Posts 
Quote:
Very good. Got ya down. Maybe you'll find a top5000 prime when you return! n>=73.7K would do it for base 23. Note for everyone: As you probably well know, this is not an official primesearch project so any top5000 prime correctly reported should not include a project ID. Gary 

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