R602 complete to n=100K
14*602^53392-1 is Prime.
2k's remain.

Reserving R534 n=50K-100K.

[QUOTE]14*602^53392-1 is Prime.
2k's remain.
[/QUOTE]

2kers are good - nice job:max:

R679 & R695
 

Reserving R679 & R695 to 200K - both 1kers

S998
 

S998 tested n=188K-200K - nothing found

Results emailed - base released

R581 tested n=100K-175K - nothing found

Results emailed - base released

R576
 

Riesel Base = 576
Conjectured k = 17798
Covering Set = 7, 13, 73, 79
Trivial Factors = k == 1 mod 5(5) and k == 1 mod 23(23)

Found Primes: 13427k's - File emailed

Remaining: 115k's - Tested to n=2.5K - File emailed

Trivial Factor Eliminations: 4178k's

MOB 13k's - File emailed

63k's proven composite by full algebraic factors - File emailed

Base Released

S935 & S939
 

Reserving S935 & S939 to n=200K - both 1ker's

R1025 tested to n=800k, nothing. Going on...

[QUOTE=Puzzle-Peter;321919]R1025 tested to n=800k, nothing. Going on...[/QUOTE]

At more than 24 hours per test, your stamina and patience on this is impressive! :smile:

[QUOTE=gd_barnes;321964]At more than 24 hours per test, your stamina and patience on this is impressive! :smile:[/QUOTE]

The sieve file ends at n=1M. That's where I'll give up.

R1030 completed to n=25000 and released. 95 primes found:

[code]
593*1030^11818-1
857*1030^17940-1
1418*1030^11716-1
1673*1030^11864-1
2061*1030^11906-1
2063*1030^17997-1
2510*1030^14348-1
2804*1030^14783-1
3519*1030^22586-1
4182*1030^10233-1
4371*1030^14700-1
4559*1030^13547-1
4839*1030^12229-1
4884*1030^18677-1
5144*1030^10053-1
7154*1030^23489-1
7542*1030^11398-1
7839*1030^11605-1
8615*1030^12434-1
9911*1030^16196-1
10248*1030^24832-1
10601*1030^12137-1
12782*1030^21529-1
12962*1030^11482-1
13289*1030^11071-1
13313*1030^11123-1
13956*1030^10407-1
14238*1030^12981-1
15054*1030^13731-1
15636*1030^18874-1
15720*1030^11592-1
15983*1030^15399-1
16175*1030^21315-1
16518*1030^12014-1
16701*1030^10914-1
16748*1030^13489-1
16799*1030^13710-1
17657*1030^15588-1
18000*1030^15125-1
18795*1030^11245-1
19463*1030^11590-1
19631*1030^21454-1
20270*1030^15885-1
21650*1030^11448-1
21905*1030^20306-1
21984*1030^14210-1
22280*1030^16727-1
22512*1030^10379-1
22530*1030^21779-1
25944*1030^18017-1
26271*1030^10881-1
26417*1030^13889-1
27257*1030^18960-1
27444*1030^23680-1
27713*1030^13428-1
28622*1030^15611-1
28733*1030^21175-1
29189*1030^19788-1
29708*1030^11853-1
31016*1030^10481-1
31047*1030^14160-1
31608*1030^10271-1
31965*1030^20348-1
32457*1030^10065-1
32787*1030^12170-1
33435*1030^14476-1
33437*1030^17798-1
36266*1030^12624-1
36272*1030^15816-1
36785*1030^10704-1
37845*1030^11496-1
38664*1030^10551-1
38688*1030^17259-1
39221*1030^11011-1
39638*1030^16742-1
40367*1030^10483-1
40662*1030^11900-1
42129*1030^20943-1
42783*1030^11768-1
44100*1030^21889-1
44162*1030^24560-1
44547*1030^12053-1
45174*1030^18862-1
45761*1030^19451-1
47969*1030^23175-1
48270*1030^12619-1
49431*1030^21375-1
50271*1030^15407-1
50442*1030^11036-1
50469*1030^16953-1
51431*1030^11734-1
51515*1030^22823-1
53427*1030^22784-1
53447*1030^18148-1
53756*1030^14593-1
[/code]