R381 is complete to n=10K; 417 primes were found for n=2500-10K; 499 k's remain; continuing to n=25K.

Reserving S313 to n=100k (25-100k) for BOINC

S412 is complete to n=200K; no primes were found for n=100K-200K; 3 k's still remain; base released.

Reserving S294 to n=400K.
S497 passed n=305K, no prime yet.

Ian has completed R495 to n=25K; 83 primes were found for n=10K-25K shown below; 190 k's remain; base released.

[code]
33896*495^10024-1
68200*495^10169-1
112128*495^10321-1
69386*495^10333-1
51582*495^10400-1
17764*495^10621-1
36620*495^10736-1
105122*495^10799-1
8340*495^10905-1
10004*495^11014-1
72076*495^11127-1
78350*495^11138-1
114270*495^11211-1
49808*495^11566-1
46344*495^11706-1
102812*495^11933-1
84166*495^11935-1
93972*495^12051-1
18082*495^12262-1
62610*495^12445-1
80210*495^12509-1
19314*495^12589-1
97742*495^12640-1
30052*495^12670-1
61760*495^12766-1
55396*495^12898-1
20582*495^12981-1
17602*495^13112-1
104502*495^13243-1
83954*495^13256-1
69998*495^13362-1
29734*495^13434-1
7966*495^13898-1
32342*495^14147-1
54844*495^14270-1
90278*495^14273-1
44944*495^14401-1
90738*495^14595-1
46966*495^14733-1
115660*495^14776-1
111544*495^14917-1
106360*495^15148-1
24258*495^15738-1
77530*495^15742-1
62068*495^15995-1
95322*495^16278-1
107720*495^16315-1
55460*495^16387-1
49384*495^16457-1
24040*495^16555-1
64704*495^16606-1
55832*495^16735-1
105612*495^17406-1
28190*495^17546-1
108158*495^17596-1
45850*495^17743-1
67078*495^17831-1
34378*495^17866-1
100488*495^17964-1
75672*495^17967-1
96130*495^18258-1
5052*495^18442-1
15452*495^18825-1
71844*495^19174-1
97062*495^19367-1
51266*495^19405-1
21624*495^19510-1
76972*495^19552-1
47904*495^19734-1
48948*495^19898-1
100470*495^20042-1
42924*495^20167-1
12244*495^20282-1
90050*495^20860-1
74628*495^20983-1
100746*495^22380-1
11190*495^22434-1
58994*495^22495-1
56306*495^23128-1
23054*495^23654-1
65298*495^24450-1
30784*495^24717-1
53412*495^24762-1
[/code]

I am also turning my R381 reservation for n=10K-25K over to Ian.

Reserving R316 to n=100k (25-100k) for BOINC

Reserving R398 to n=500k (200-500k) for BOINC

S290 is complete to n=200K; no primes were found for n=100K-200K; 3 k's still remain; base released.

Reserving R495 to n=100k (25-100k) for BOINC

K31-S332
 

31*332^367560+1 is prime! (926672 decimal digits)
RES file attached

Reserving R431 to n=100k (25-100k) for BOINC