S103 tested to n=100k (50-100k)

6 primes found, 44 remain

4666*103^53415+1
5290*103^68543+1
7944*103^69106+1
5598*103^83136+1
2944*103^83517+1
6694*103^88879+1

Results emailed - Base released

Reserving R152 R159 R173 R177 R182

R231 tested to n=100k (25-100k)

40 primes found, 55 remain

87262*231^25145-1
122758*231^25609-1
109760*231^25895-1
24272*231^28172-1
86594*231^28220-1
81108*231^28283-1
13834*231^28767-1
52870*231^29455-1
118814*231^29893-1
113902*231^30475-1
79314*231^33376-1
131044*231^34137-1
4728*231^38111-1
151294*231^41111-1
135658*231^43097-1
79140*231^43640-1
4088*231^43966-1
20510*231^45596-1
53678*231^45782-1
60174*231^45962-1
60290*231^48068-1
30694*231^49304-1
63554*231^51800-1
10354*231^58305-1
2350*231^59517-1
141722*231^63668-1
34272*231^64126-1
96250*231^68808-1
26160*231^69896-1
40628*231^70272-1
77728*231^70648-1
107098*231^71283-1
12848*231^71597-1
98744*231^75752-1
69628*231^77468-1
97932*231^78100-1
21210*231^78681-1
70152*231^80073-1
130414*231^83729-1
150544*231^96779-1


Results emailed - Base released

S212
 

[QUOTE=pepi37;406619]Take K4 and K64 from S212 n>200K[/QUOTE]

K4
K 64
done to n=300K
continuing until n=500K

Results emailed.

[QUOTE=wombatman;406442]Without objection, I'd like to take a whack at starting R201 using k=1 to the CK given. Not sure what n I'll take it up to yet. Let's lowball and say n=1k for right now with the possibility of going higher.[/QUOTE]

I cannot show or administer anything for a reservation to n<10K. It is too much work.

[QUOTE=rebirther;406658]S228 tested to n=200k (100-200k)

1 prime found, 3k left

196*228^156032+1

Results emailed - Base released[/QUOTE]

I did not get the results for this one. Can you resend?

[QUOTE=gd_barnes;407435]I did not get the results for this one. Can you resend?[/QUOTE]

done.

Reserving S112 to n=1M (565k-1M) for BOINC

Reserving R105 to n=100k (50-100k) for BOINC

R105 tested to n=100k (50-100k)

16 primes found, 47k left

132128*105^55074-1
95960*105^55625-1
91530*105^55658-1
142834*105^59152-1
121692*105^61657-1
5778*105^63695-1
63672*105^73281-1
158404*105^74353-1
133194*105^77197-1
13302*105^79410-1
158418*105^83223-1
96088*105^84744-1
47872*105^85065-1
97292*105^86636-1
67186*105^89208-1
106582*105^92330-1

Results emailed - Base released

I'm starting R201 up to n=25k.

Progress update
K4 for S212 done to 400K - continuing
K64 for S212 done to 500K- continuing
Result emailed

S118 S122 S174
 

S118 S122 S174 all tested to n=500K - continuing

S107
 

Reserving S107 up to 500K

R201
 

Quick update:

R201 is approaching n = 6000. 21258 terms remain (started with 3669228). Will continue to n = 25,000.

S130
 

Reserving S130 to n=25K

R109, R123, R159, R173, R181, R182 Bases released

Reserving R211 to n=200k (100-200k) for BOINC

R211 tested to n=200k (100-200k)

nothing found, 4 remain

Results emailed - Base released

r193
 

r193 is tested to n=100e3, 141 primes
base released.
results emailed.

Reserving S136 to n=100k (50-100k) for BOINC

Reserving S168 to n=100k (50-100k) for BOINC

Reserving S150 to n=100k (50-100k) for BOINC

S136 tested to n=100k (50-100k)

16 primes found, 58 remain

53313*136^54451+1
17761*136^54492+1
38176*136^55560+1
57742*136^56317+1
25377*136^61632+1
54777*136^69465+1
54271*136^70410+1
4528*136^77633+1
11425*136^78018+1
89793*136^78866+1
71902*136^86837+1
36052*136^90860+1
42913*136^92663+1
10183*136^93483+1
14797*136^96356+1
52681*136^98043+1

Results emailed - Base released

S168 tested to n=100k (50-100k)

9 primes found, 70 remain

7240*168^50425+1
2614*168^54002+1
3394*168^55546+1
7188*168^62211+1
8072*168^68617+1
4432*168^73477+1
5942*168^77280+1
1398*168^80456+1
1561*168^97864+1

Results emailed - Base released

S150 tested to n=100k (50-100k)

24 primes found, 69 remain

30880*150^50658+1
29979*150^51055+1
45747*150^51200+1
16772*150^52888+1
45048*150^56055+1
39421*150^56844+1
7177*150^57022+1
47028*150^61306+1
38837*150^62220+1
22082*150^62619+1
13421*150^63540+1
10715*150^70889+1
36489*150^71383+1
46902*150^72058+1
22237*150^72247+1
26349*150^75650+1
22810*150^81558+1
41663*150^83930+1
610*150^87338+1
15402*150^88775+1
30505*150^91058+1
43789*150^91123+1
25295*150^93740+1
2529*150^95448+1

Results emailed - Base released

S112 tested to n=1M (565k-1M)

nothing found, 1 remain

Results emailed - Base released

S130
 

S130 tested n-10K-25K

975 primes found - 1572 remain

Results emailed - Base released

Reserving R190 to n=25k (10-25k) for BOINC

R190 tested to n=25k (10-25k)

336 primes found, 554 remain

Results emailed - Base released

S107
 

K 38 and 68 Base S107 tested up to 500K
No new primes
Base released, result attached

Reserving S192 to n=100k (50-100k) for BOINC

Reserving S193 to n=100k (50-100k) for BOINC

Reserving R108 to n=100k (50-100k) for BOINC

S192 tested to n=100k (50-100k)

9 primes found, 56 remain

6898*192^52349+1
5375*192^54124+1
6878*192^60430+1
2829*192^63997+1
4566*192^67168+1
3473*192^69049+1
5675*192^74618+1
5594*192^86270+1
1122*192^89238+1

Results emailed - Base released

[QUOTE=pepi37;415978]K 38 and 68 Base S107 tested up to 500K
No new primes
Base released, result attached[/QUOTE]

I am unable to access this file. Can someone put it in a standard zip file and repost? Thank you.

Here you are. As a heads-up, Winrar could unzip the file provided by pepi without issue.

[QUOTE=wombatman;417094]Here you are. As a heads-up, Winrar could unzip the file provided by pepi without issue.[/QUOTE]

Thanks for the suggestion. My old version of WinZip would not do it and all new versions cost money now. I installed a new free version of WinRAR and it worked.

[QUOTE=gd_barnes;417085]I am unable to access this [7z] file. ...[/QUOTE]

Why not use [URL="http://www.7-zip.org/"]7-Zip[/URL]? It's totally free, and much better (in my opinion) than WinZip and WinRAR.

[QUOTE=Mini-Geek;417109]Why not use [URL="http://www.7-zip.org/"]7-Zip[/URL]? It's totally free, and much better (in my opinion) than WinZip and WinRAR.[/QUOTE]

Thanks. I learn something new here every day. :-)

[QUOTE=Mini-Geek;417109]Why not use [URL="http://www.7-zip.org/"]7-Zip[/URL]? It's totally free, and much better (in my opinion) than WinZip and WinRAR.[/QUOTE]

You're right. I just have winrar left over from years ago. :smile:

S193 tested to n=100k (50-100k)

17 primes found, 39 remain

1504*193^51403+1
12214*193^51725+1
5386*193^53568+1
8214*193^54403+1
14382*193^58625+1
12900*193^60221+1
12942*193^65536+1
6796*193^65716+1
6642*193^66646+1
9166*193^67795+1
12846*193^70045+1
9112*193^75416+1
3874*193^79825+1
2062*193^81308+1
12172*193^98288+1
11758*193^98298+1
5182*193^99278+1

Results emailed - Base released

R108 tested to n=100k (50-100k)

16 primes found, 75 remain

8044*108^51741-1
9772*108^51750-1
7958*108^54773-1
10708*108^60329-1
1796*108^60450-1
7594*108^62939-1
2148*108^75018-1
1465*108^75209-1
3573*108^76352-1
1159*108^77107-1
4686*108^79010-1
3439*108^79524-1
11882*108^81547-1
7557*108^84180-1
1999*108^85188-1
10322*108^88080-1

Results emailed - Base released

Reserving R115 to n=100k (50-100k) for BOINC

Reserving R199 to n=100k (50-100k) for BOINC

Reserving S207 to n=100k (25-100k) for BOINC

R115 tested to n=100k (50-100k)

9 primes found, 48 remain

51882*115^51815-1
29958*115^55851-1
72266*115^59649-1
36686*115^66631-1
38540*115^68594-1
42450*115^71826-1
75662*115^80051-1
8322*115^81658-1
66488*115^84399-1

Results emailed - Base released

R199 tested to n=100k (50-100k)

9 primes found, 43 remain

12644*199^56436-1
4044*199^57548-1
3714*199^66858-1
2204*199^69888-1
10566*199^70197-1
3176*199^80841-1
2756*199^91263-1
10304*199^95542-1
656*199^96495-1

Results emailed - Base released

S207 tested to n=100k (25-100k)

27 primes found, 74 remain

5786*207^26440+1
1536*207^27556+1
2796*207^27592+1
1602*207^28030+1
8930*207^29591+1
6382*207^29831+1
4758*207^30198+1
8982*207^40155+1
508*207^40408+1
7752*207^41356+1
3526*207^43140+1
5542*207^44994+1
1834*207^49066+1
5006*207^49120+1
6926*207^52096+1
4798*207^53862+1
8756*207^55172+1
532*207^58927+1
3576*207^64880+1
3782*207^70879+1
6956*207^74720+1
8854*207^75514+1
6278*207^75593+1
976*207^77008+1
2742*207^84791+1
4718*207^93969+1
4252*207^95004+1

Results emailed - Base released

Reserving S222 to n=100k (50-100k) for BOINC

Progress update
 

K4 (S 155) at 792694

S118
 

S118 at n=600K - nothing found - extending reservation to n=1M

S122
 

S122 at n=600K - nothing found - extending reservation to n=1M

K64 S212 at 560 K

Progress update
 

K4 S 155 at 800K
K4 S 212 500K
K64 S 212 600K

S243
 

Reserving S243.

Reserving S147 to n=100k (50-100k) for BOINC

Reserving S105 to n=100k (50-100k) for BOINC

S147 tested to n=100k (50-100k)

11 primes found, 37 remain

12468*147^50585+1
6992*147^52487+1
3442*147^57146+1
4772*147^64147+1
9878*147^65829+1
10306*147^66309+1
976*147^72664+1
9478*147^75558+1
5884*147^80094+1
15726*147^87760+1
8818*147^99720+1

Results emailed - Base released

S105 tested to n=100k (50-100k)

19 primes found, 51 remain

92908*105^51349+1
46170*105^51364+1
154812*105^52465+1
99162*105^53665+1
173680*105^54461+1
63548*105^64422+1
97468*105^67220+1
137746*105^67391+1
79978*105^69734+1
30252*105^70108+1
42870*105^70202+1
116334*105^72325+1
8510*105^76498+1
53582*105^76673+1
138596*105^76698+1
104888*105^78110+1
54854*105^79861+1
41890*105^84065+1
35562*105^97725+1

Results emailed - Base released

S243 Update
 

[QUOTE=masser;425514]Reserving S243.[/QUOTE]

Testing at n=33892. Continuing.

20 primes found (note base 3 representation below); 201 sequences remain:

946*3^128140+1
8044*3^130450+1
1650*3^132830+1
550*3^132870+1
3720*3^133465+1
1444*3^134265+1
19660*3^134790+1
35528*3^138155+1
11114*3^139310+1
36958*3^147955+1
20498*3^150360+1
15768*3^155330+1
11034*3^155775+1
16566*3^156080+1
31644*3^156390+1
33084*3^161795+1
3018*3^162000+1
5802*3^165410+1
11504*3^167645+1
33448*3^167800+1

Progress update
 

K4 S 155 at 823K
K4 S 212 at 550K
K64 S 212 at 690K

Status Update
 

R201 running n=6001-7000 (18637 k remaining, non-inclusive of current range)

R168 tested to n=100k (50-100k)

5 primes found, 42 remain

2846*168^50670-1
4185*168^53498-1
4471*168^54466-1
3309*168^63795-1
1689*168^68676-1

Results emailed - Base released

S222 tested to n=100k (50-100k)

367 primes found, 1235 remain

Results emailed - Base released

S174
 

S174 at n=600K - nothing found - extending reservation to n=1M

Reserving S143 to n=100k (50-100k) for BOINC

S143 tested to n=100k (50-100k)

21 primes found, 117 remain

800*143^51827+1
1982*143^52229+1
4058*143^53415+1
2506*143^55732+1
6092*143^61437+1
604*143^61770+1
718*143^62672+1
1898*143^64079+1
4088*143^70787+1
5678*143^71467+1
7562*143^72353+1
6520*143^76102+1
2386*143^78380+1
7568*143^78631+1
6064*143^88138+1
5410*143^88240+1
5662*143^88798+1
3878*143^89327+1
4954*143^89862+1
1396*143^91188+1
5840*143^97373+1

Results emailed - Base released

Reserving S204 to n=400k (250-400k) for BOINC

S204 tested to n=400k (250-400k)

nothing found, 1 remain

Results emailed - Base released

Reserving R163 to n=400k (250-400k) for BOINC

Reserving R173 to n=400k (250-400k) for BOINC

Can someone check the sievefle for R163? The range is 250k-1M but there are 100k-1M entries in sievefile, maybe forgot to delete?

[QUOTE=rebirther;434625]Can someone check the sievefle for R163? The range is 250k-1M but there are 100k-1M entries in sievefile, maybe forgot to delete?[/QUOTE]

Sorry about that. You can just delete the entries for n<250K. I have also just now uploaded the correct file.

Reserving S108 to n=100k (50-100k) for BOINC

R173 tested to n=400k (250-400k)

nothing found, 1 remain

Results emailed - Base released

Progress update
 

K4 S 155 at 840K
K4 S 212 at 585K
K64 S 212 at 750K

R163 tested to n=400k (250-400k)

nothing found, 1 remain

Results emailed - Base released

Reserving S220 to n=400k (200-400k) for BOINC

S243 Update
 

35 primes found. 166 sequences remain. Testing at n=63000 and continuing.

Primes:
[CODE]13822*3^177030+1
12178*3^177295+1
27512*3^179690+1
37308*3^179775+1
3212*3^180890+1
23802*3^183760+1
21686*3^183860+1
6406*3^187720+1
6928*3^194975+1
38232*3^195185+1
39134*3^203010+1
3844*3^210350+1
34788*3^213595+1
31092*3^214760+1
8600*3^224775+1
6892*3^227145+1
20544*3^230450+1
15110*3^232125+1
37174*3^235215+1
6284*3^245270+1
5064*3^249690+1
30534*3^255345+1
34736*3^256605+1
3702*3^265725+1
5756*3^269440+1
38076*3^270565+1
19868*3^272600+1
13472*3^274100+1
37314*3^278270+1
32826*3^283305+1
2746*3^287700+1
34870*3^294840+1
2896*3^299415+1
3356*3^306820+1
2908*3^309430+1[/CODE]

S220 tested to n=250k (200-250k)

1 prime found, base solved

27*220^205486+1 (already reported)

Results emailed - Base released

Reserving S217 to n=400k (200-400k) for BOINC

S108 tested to n=100k (50-100k)

49 primes found, 132 remain

10097*108^62712+1
10369*108^79982+1
10480*108^57450+1
12601*108^78695+1
13433*108^56638+1
13768*108^75376+1
14712*108^81738+1
1482*108^59354+1
15649*108^67515+1
15874*108^94153+1
1627*108^69682+1
16617*108^60616+1
17112*108^56581+1
17221*108^68233+1
17899*108^51641+1
18038*108^82967+1
18987*108^79608+1
2015*108^87778+1
20340*108^80903+1
20666*108^91335+1
20948*108^57735+1
21101*108^88027+1
22601*108^83256+1
23739*108^60290+1
24333*108^80048+1
24879*108^87403+1
25412*108^67193+1
25880*108^76926+1
2874*108^91402+1
326*108^82765+1
4008*108^51403+1
4696*108^76907+1
5077*108^73968+1
5627*108^61958+1
6652*108^58998+1
6759*108^89530+1
6929*108^50961+1
7304*108^94930+1
7612*108^99261+1
7631*108^90728+1
780*108^75561+1
7978*108^56184+1
8034*108^93577+1
8922*108^75492+1
9096*108^61549+1
9187*108^90213+1
9266*108^57900+1
9454*108^68686+1
9686*108^78635+1

Results emailed - Base released

S217 tested to n=400k (200-400k)

nothing found, 1 remain

Results emailed - Base released

Reserving R112 for a short effort: 250k to 300k. I'll extend the sieve from 42T to 50T or more, and then do some testing.

Reserving S107 to n=1M (500k-1M) for BOINC

Update: R112 is at 272k, will complete to 300k. Sieve file was extended from 42T to 80T.

S243 Update
 

Testing continues at n=80k. 149 sequences remain. 17 primes found (note base 3 representation):

[QUOTE]
10774*3^318730+1
10386*3^318740+1
14822*3^325725+1
3338*3^327975+1
1116*3^332215+1
12724*3^339510+1
13732*3^340760+1
30068*3^343375+1
17408*3^346100+1
31154*3^376875+1
24866*3^379740+1
19432*3^383340+1
13142*3^390925+1
25352*3^396470+1
23644*3^397045+1
24504*3^399410+1
31256*3^400160+1
[/QUOTE]

Progress update
 

K 4 S 155 at 855K

Reserving R102 to n=200k (100-200k) for BOINC

Reserving R192 to n=100k (50-100k) for BOINC

R243
 

Reserving R243.

Reserving S148 to n=1M (533k-1M) for BOINC

Reserving S247 to n=100k (50-100k) for BOINC

Progress update
 

K 4 S 212 600K
K 64 S 212 845K

continuing...

R192 tested to n=100k (50-100k)

26 primes found, 113 remain

10274*192^51957-1
7704*192^51989-1
156*192^54599-1
9806*192^55238-1
7437*192^57472-1
7209*192^60540-1
9343*192^61836-1
499*192^62839-1
3834*192^63852-1
5394*192^63955-1
2179*192^64377-1
5004*192^65369-1
8597*192^66257-1
5227*192^68085-1
13423*192^72840-1
4931*192^76670-1
2423*192^77515-1
1023*192^78795-1
9344*192^83216-1
12807*192^84820-1
12732*192^85108-1
7511*192^85174-1
2258*192^86531-1
49*192^88335-1
2486*192^88582-1
10909*192^89859-1

Results emailed - Base released

Reserving R147 to n=100k (50-100k) for BOINC

Reserving S106 to n=100k (25-100k) for BOINC

S247 tested to n=100k (50-100k)

37 primes found, 171 remain

Results emailed - Base released

S107 tested to n=1M (500k-1M)

nothing found, 2 remain

Results emailed - Base released

R147 tested to n=100k (50-100k)

47 primes found, 166 remain

Results emailed - Base released