R516 tested to n=300k (100-300k)

1 prime found, 1 remain

78*516^130647-1

Results emailed - Base released

Reserving R579 to n=300k (100-300k) for BOINC

R775 is complete to n=10K; 576 primes found for n=2500-10K; 736 k's remain; continuing to n=25K.

Ian and I have completed S847 to n=25K; 196 primes were found for n=10K-25K shown below; 557 k's remain; base released.

[code]
97330*847^10073+1
55668*847^10089+1
120730*847^10121+1
83992*847^10244+1
41506*847^10245+1
58600*847^10277+1
56038*847^10278+1
108636*847^10284+1
132052*847^10327+1
60462*847^10382+1
95382*847^10478+1
103084*847^10491+1
111882*847^10503+1
115752*847^10516+1
72252*847^10520+1
92244*847^10747+1
27792*847^10894+1
110518*847^10958+1
23602*847^11256+1
7458*847^11277+1
41718*847^11313+1
26254*847^11315+1
138118*847^11398+1
27672*847^11436+1
40198*847^11478+1
106798*847^11621+1
81030*847^11690+1
43878*847^11713+1
7834*847^11795+1
146602*847^11884+1
105994*847^11906+1
16576*847^11920+1
12918*847^11973+1
13156*847^12060+1
70662*847^12134+1
30628*847^12177+1
69894*847^12255+1
17982*847^12267+1
50092*847^12382+1
74548*847^12532+1
12562*847^12548+1
130350*847^12571+1
110134*847^12577+1
57822*847^12591+1
48954*847^12602+1
100732*847^12744+1
95898*847^12785+1
94746*847^12815+1
22174*847^12857+1
123076*847^12999+1
88818*847^13088+1
87604*847^13118+1
101826*847^13199+1
104166*847^13428+1
54894*847^13447+1
69786*847^13456+1
84334*847^13545+1
65716*847^13552+1
96186*847^13612+1
27534*847^13698+1
101358*847^13752+1
148228*847^13826+1
138354*847^13901+1
98812*847^13914+1
72934*847^13979+1
145140*847^14011+1
88774*847^14037+1
84844*847^14127+1
50266*847^14149+1
100426*847^14251+1
19338*847^14256+1
122796*847^14296+1
113448*847^14297+1
108598*847^14344+1
109002*847^14428+1
68830*847^14460+1
16162*847^14495+1
80958*847^14530+1
150466*847^14571+1
11512*847^14636+1
71838*847^14729+1
25176*847^14792+1
114*847^14797+1
110716*847^14889+1
34360*847^14949+1
133188*847^14961+1
134664*847^15201+1
85024*847^15415+1
144634*847^15533+1
91422*847^15535+1
138154*847^15582+1
70342*847^15618+1
69966*847^15672+1
20260*847^15699+1
72034*847^15826+1
106066*847^15843+1
144486*847^15889+1
102112*847^15948+1
20878*847^15952+1
41508*847^15969+1
121228*847^16105+1
143406*847^16227+1
133426*847^16261+1
143116*847^16291+1
132126*847^16657+1
28422*847^16675+1
82426*847^16708+1
16956*847^16897+1
17838*847^16989+1
112492*847^17040+1
6886*847^17104+1
70758*847^17161+1
36306*847^17196+1
22012*847^17211+1
39328*847^17372+1
80442*847^17451+1
93498*847^17473+1
93024*847^17559+1
56392*847^17667+1
119304*847^17710+1
126184*847^17730+1
102784*847^17817+1
53416*847^17845+1
137308*847^17850+1
21292*847^18252+1
109672*847^18327+1
147762*847^18355+1
105148*847^18377+1
70726*847^18679+1
24256*847^18740+1
121836*847^18789+1
148288*847^18813+1
125712*847^18840+1
135768*847^18889+1
128824*847^18921+1
70012*847^18935+1
79542*847^18952+1
141186*847^19001+1
144442*847^19138+1
82366*847^19267+1
91044*847^19459+1
25966*847^19491+1
11596*847^19524+1
77110*847^19524+1
18162*847^19827+1
38808*847^19904+1
119760*847^20018+1
69814*847^20223+1
37818*847^20233+1
145168*847^20394+1
85978*847^20600+1
130014*847^20635+1
29074*847^20686+1
74466*847^20724+1
15636*847^20872+1
86392*847^20902+1
128272*847^20931+1
2818*847^21062+1
76506*847^21392+1
3856*847^21592+1
35752*847^21766+1
90682*847^21791+1
55222*847^22024+1
65986*847^22024+1
141552*847^22086+1
5706*847^22087+1
120934*847^22207+1
25206*847^22232+1
20476*847^22591+1
37138*847^22644+1
115276*847^22812+1
246*847^22855+1
58186*847^22939+1
82896*847^23176+1
33432*847^23271+1
129018*847^23356+1
49686*847^23420+1
26128*847^23629+1
52192*847^23734+1
148176*847^23744+1
10848*847^23789+1
36366*847^23835+1
121644*847^23886+1
107566*847^23984+1
119508*847^24062+1
129408*847^24317+1
12862*847^24383+1
63594*847^24549+1
128418*847^24565+1
18324*847^24682+1
57846*847^24708+1
14262*847^24731+1
55588*847^24778+1
34588*847^24786+1
138384*847^24890+1
32004*847^24895+1
[/code]

S606 n=35k
 

Here are the primes for S606 for 30k<n<=35k.

[CODE]8516*606^33180+1
4021*606^32095+1
5560*606^31038+1
45687*606^34248+1
47253*606^34452+1
14005*606^30195+1
47723*606^34830+1
36146*606^30879+1
14747*606^32138+1
10477*606^32807+1
30336*606^31736+1
31911*606^32450+1
29377*606^32709+1
36396*606^33240+1
33662*606^33316+1
28647*606^33970+1
22473*606^34293+1
37578*606^34848+1
26078*606^34384+1
[/CODE]

Reserving R621 to n=25K for Ian and me.

Reserving R590 to n=300k (100-300k) for BOINC

Reserving R598 to n=100k (25-100k) for BOINC

Reserving R601 to n=300k (100-300k) for BOINC

R526 tested to n=300k (100-300k)

nothing found, 3 remain

Results emailed - Base released

@Gary:

There is something wrong with the R601 sievefile:

[CODE]25000000000000:M:1:601:257
482 299998[/CODE][CODE]21:37:22 (24936): Can't open init data file - running in standalone mode
21:37:22 (24936): wrapper (7.5.26012): starting
21:37:22 (24936): wrapper: running llr.exe (-d -oPgenInputFile=input.prp -oPgenOutputFile=primes.txt -oDiskWriteTime=10 -oOutputIterations=50000 -oResultsFileIterations=99999999 -t6)
Base prime factor(s) taken : 601
Starting N-1 prime test of 482*601^299998+1
Using zero-padded AVX FFT length 448K, Pass1=448, Pass2=1K, 6 threads, a = 3

482*601^299998[B]+[/B]1, bit: 50000 / 2769348 [1.80%]. Time per bit: 0.682 ms.
482*601^299998[B]+[/B]1, bit: 100000 / 2769348 [3.61%]. Time per bit: 0.498 ms.[/CODE]Can you pls check?

I think the header should be:
25000000000000:M:1:601:258

[QUOTE=rebirther;488161]@Gary:

There is something wrong with the R601 sievefile:

[CODE]25000000000000:M:1:601:257
482 299998[/CODE][CODE]21:37:22 (24936): Can't open init data file - running in standalone mode
21:37:22 (24936): wrapper (7.5.26012): starting
21:37:22 (24936): wrapper: running llr.exe (-d -oPgenInputFile=input.prp -oPgenOutputFile=primes.txt -oDiskWriteTime=10 -oOutputIterations=50000 -oResultsFileIterations=99999999 -t6)
Base prime factor(s) taken : 601
Starting N-1 prime test of 482*601^299998+1
Using zero-padded AVX FFT length 448K, Pass1=448, Pass2=1K, 6 threads, a = 3

482*601^299998[B]+[/B]1, bit: 50000 / 2769348 [1.80%]. Time per bit: 0.682 ms.
482*601^299998[B]+[/B]1, bit: 100000 / 2769348 [3.61%]. Time per bit: 0.498 ms.[/CODE]Can you pls check?

I think the header should be:
25000000000000:M:1:601:258[/QUOTE]

I think you're right. I will correct it within the next hour. I will also check a batch of sieve files that came in at the same time as that one.

Edit: I checked all recent sieve file submissions. That was the only one with that problem. I have corrected it.

R621 is complete to n=10K; 679 primes found for n=2500-10K; 749 k's remain; continuing to n=25K.