Reserving R996 to n=25K.

Reserving R888.

Reserving R708 to n=100k (50-100k) for BOINC

Ian and I have completed S807 to n=25K; 143 primes were found for n=10K-25K shown below; 508 k's remain; base released.

[code]
14456*807^10033+1
1912*807^10126+1
43690*807^10163+1
19990*807^10327+1
11728*807^10340+1
18752*807^10387+1
9166*807^10440+1
24356*807^10481+1
37210*807^10557+1
18622*807^10583+1
20926*807^10629+1
38642*807^10638+1
40596*807^10641+1
21708*807^10809+1
33208*807^10926+1
44782*807^10976+1
9336*807^11004+1
34060*807^11083+1
18636*807^11144+1
18328*807^11218+1
18042*807^11300+1
22048*807^11425+1
17376*807^11631+1
11742*807^11732+1
43456*807^11801+1
24758*807^11860+1
45542*807^11924+1
28012*807^12027+1
14214*807^12158+1
45762*807^12164+1
23534*807^12166+1
35234*807^12221+1
32352*807^12339+1
39822*807^12416+1
27492*807^12428+1
39016*807^12447+1
29206*807^12501+1
20126*807^12705+1
8346*807^12717+1
6936*807^12931+1
1482*807^12994+1
22020*807^13147+1
43966*807^13267+1
35900*807^13297+1
41802*807^13524+1
36420*807^13678+1
6494*807^13695+1
49038*807^13697+1
22874*807^13882+1
38992*807^13972+1
52702*807^14014+1
17930*807^14721+1
35852*807^15082+1
17538*807^15102+1
9908*807^15168+1
39490*807^15173+1
27294*807^15174+1
21394*807^15254+1
6082*807^15359+1
53142*807^15375+1
47588*807^15380+1
20758*807^15534+1
3978*807^15545+1
22278*807^15572+1
21892*807^15644+1
52764*807^15783+1
38482*807^15914+1
528*807^16014+1
5456*807^16116+1
41856*807^16253+1
458*807^16262+1
19082*807^16362+1
43126*807^16441+1
45370*807^16461+1
11186*807^16704+1
53374*807^16859+1
43438*807^16896+1
39420*807^16907+1
18482*807^16943+1
15658*807^17170+1
52146*807^17181+1
41608*807^17289+1
25130*807^17305+1
10066*807^17317+1
51168*807^17448+1
29452*807^17498+1
32896*807^17547+1
3636*807^17624+1
2322*807^17635+1
1686*807^17732+1
39884*807^17926+1
34438*807^17965+1
40344*807^18005+1
45622*807^18011+1
33662*807^18080+1
28272*807^18106+1
32584*807^18163+1
49556*807^18221+1
26078*807^18237+1
5320*807^18326+1
5960*807^18348+1
30532*807^18402+1
9946*807^18569+1
4546*807^18780+1
27396*807^18837+1
10548*807^19304+1
14948*807^19401+1
42906*807^20172+1
5078*807^20217+1
20212*807^20250+1
38614*807^20282+1
48856*807^20316+1
26754*807^20533+1
16798*807^20898+1
28572*807^20904+1
10966*807^21003+1
7564*807^21083+1
40444*807^21247+1
15956*807^21347+1
8994*807^21427+1
32138*807^21465+1
16986*807^21780+1
28908*807^21898+1
35752*807^21963+1
49738*807^22116+1
12164*807^22153+1
38104*807^22331+1
49092*807^22843+1
41786*807^22928+1
46290*807^23035+1
19844*807^23122+1
34612*807^23352+1
7612*807^23588+1
5582*807^23660+1
5946*807^23856+1
23096*807^23952+1
36926*807^24012+1
9068*807^24069+1
7244*807^24322+1
28972*807^24443+1
21174*807^24478+1
14794*807^24537+1
16554*807^24661+1
[/code]

Reserving R936 to n=100k (25-100k) for BOINC

Reservation
 

I reserved S606 to n=100k on another thread, but I'm putting it here too just to be safe.

[QUOTE=germanNinja;485354]I reserved S606 to n=100k on another thread, but I'm putting it here too just to be safe.[/QUOTE]

Welcome to the project! Can you introduce yourself and tell us about your experience in prime searching and your resources? This is a tremendous amount of work. Keep in mind that n=100k tests take 16 times as long as n=25k tests. A single modern quad-core machine running 24x7 can take up to a year to complete this effort.

[QUOTE=gd_barnes;485358]Welcome to the project! Can you introduce yourself and tell us about your experience in prime searching and your resources? This is a tremendous amount of work. Keep in mind that n=100k tests take 16 times as long as n=25k tests. A single modern quad-core machine running 24x7 can take up to a year to complete this effort.[/QUOTE]

I'm been searching heavily on Primegrid for almost a year now. I just joined srbase a few days ago. Right now I have my laptop, an i5-4200U, working on this reservation. I also have a i7-7700K at my disposal. I was unaware that it could take a YEAR to do this, but I promise I'll work on it. With that amount of time in mind, is there an easy way to split up work across multiple computers? I was planning on just using my laptop, but clearly it's not ideal. Should I just cut and paste all of a few k values and move them to another sieve file on another computer? Is there a better way to do this?

[QUOTE=germanNinja;485366]I'm been searching heavily on Primegrid for almost a year now. I just joined srbase a few days ago. Right now I have my laptop, an i5-4200U, working on this reservation. I also have a i7-7700K at my disposal. I was unaware that it could take a YEAR to do this, but I promise I'll work on it. With that amount of time in mind, is there an easy way to split up work across multiple computers? I was planning on just using my laptop, but clearly it's not ideal. Should I just cut and paste all of a few k values and move them to another sieve file on another computer? Is there a better way to do this?[/QUOTE]
Why , for start you dont take base with smaller number of candidates ,and with finished sieva file? When you finish that, that move on next, (larger) task?

I'm not too sure what you mean. S606 had a finished sieve file. I picked it because of that and it was on the "Recommended Bases and Efforts" list. Was there something I didn't get?

[QUOTE=germanNinja;485382]I'm not too sure what you mean. S606 had a finished sieve file. I picked it because of that and it was on the "Recommended Bases and Efforts" list. Was there something I didn't get?[/QUOTE]

Its better to take a 100-300k range and use the -t command.