Reserving R553 to n=100k (25-100k) for BOINC

S927 is complete to n=25K. 126 primes were found for n=10K-25K shown below. 454 k's remain. Base released.

Primes:
[code]
18436*927^10016+1
14062*927^10023+1
22554*927^10149+1
8822*927^10236+1
19324*927^10278+1
8438*927^10337+1
12602*927^10368+1
23788*927^10481+1
310*927^10512+1
718*927^10722+1
4582*927^11024+1
22824*927^11034+1
5072*927^11050+1
22508*927^11124+1
18184*927^11130+1
11272*927^11136+1
9778*927^11146+1
26476*927^11181+1
5722*927^11251+1
13582*927^11468+1
22282*927^11539+1
26452*927^11551+1
9512*927^11638+1
23216*927^11679+1
7948*927^11694+1
6868*927^11746+1
5412*927^11760+1
7988*927^11845+1
15992*927^11886+1
24232*927^11892+1
21456*927^11960+1
10760*927^12422+1
16090*927^12428+1
18064*927^12567+1
25268*927^12578+1
11912*927^12611+1
8962*927^12698+1
10992*927^12800+1
28596*927^12823+1
6806*927^12836+1
10006*927^12960+1
26998*927^12985+1
18952*927^13242+1
5814*927^13278+1
26144*927^13378+1
22262*927^13492+1
26086*927^13668+1
11104*927^13726+1
10424*927^13745+1
23838*927^13768+1
4320*927^13787+1
8632*927^13963+1
2406*927^14221+1
22206*927^14416+1
27462*927^14651+1
27554*927^14657+1
23304*927^14698+1
26564*927^14849+1
8004*927^14902+1
21082*927^15135+1
18970*927^15194+1
27266*927^15251+1
11204*927^15790+1
15862*927^15959+1
23808*927^16165+1
6140*927^16420+1
19466*927^16445+1
20374*927^16562+1
17372*927^16746+1
4672*927^16932+1
18468*927^16974+1
9806*927^17043+1
14934*927^17105+1
11734*927^17315+1
26336*927^17327+1
304*927^17375+1
21870*927^17412+1
9764*927^17518+1
11716*927^17552+1
19016*927^17577+1
12982*927^17592+1
22318*927^17658+1
19502*927^17671+1
20344*927^17738+1
19800*927^17782+1
13282*927^17895+1
13344*927^17997+1
19448*927^18132+1
3038*927^18290+1
14332*927^18358+1
19728*927^18449+1
14094*927^18533+1
11862*927^18668+1
27134*927^18735+1
14296*927^18753+1
18182*927^18799+1
6004*927^18918+1
17118*927^19209+1
6292*927^19523+1
26130*927^19616+1
24968*927^19741+1
9924*927^20165+1
15746*927^20309+1
12108*927^20418+1
3916*927^20572+1
1596*927^20588+1
13952*927^20724+1
494*927^20802+1
18476*927^21515+1
23578*927^21630+1
13402*927^21694+1
27442*927^22012+1
458*927^22212+1
24406*927^22321+1
12820*927^22362+1
402*927^22403+1
21682*927^22799+1
20270*927^23111+1
15874*927^23329+1
28188*927^23344+1
12288*927^23758+1
13948*927^23773+1
5476*927^23793+1
16356*927^24223+1
7570*927^24550+1
1206*927^24612+1
[/code]

S697 tested to n=100k (25-100k)

33 primes found, 58 remain

4644*697^28075+1
7246*697^28912+1
13072*697^29172+1
8412*697^30188+1
4464*697^30429+1
11926*697^30840+1
4434*697^32347+1
9126*697^32996+1
4248*697^37130+1
12232*697^38047+1
3336*697^39000+1
13026*697^39689+1
13642*697^40664+1
1002*697^41052+1
6774*697^41507+1
12648*697^49586+1
4506*697^52383+1
486*697^53109+1
5598*697^53936+1
12726*697^54513+1
9138*697^55038+1
11838*697^56426+1
10852*697^56779+1
11268*697^57036+1
12696*697^58259+1
9136*697^58401+1
1788*697^63922+1
2728*697^66701+1
14194*697^69618+1
10282*697^77855+1
1042*697^82910+1
3132*697^85543+1
9924*697^96581+1

Results emailed - Base released

Reserving S957 to n=100k (25-100k) for BOINC

Reserving S773 to n=200K.

R553 tested to n=100k (25-100k)

35 primes found, 50 remain

10068*553^25141-1
7104*553^25331-1
18512*553^27358-1
17492*553^27814-1
11474*553^28333-1
22026*553^28527-1
6224*553^29092-1
3228*553^29433-1
11394*553^32236-1
13484*553^32777-1
10746*553^32843-1
3002*553^35055-1
22818*553^36777-1
22436*553^37906-1
10994*553^38301-1
29732*553^39971-1
20892*553^39982-1
31244*553^42192-1
14234*553^42415-1
15014*553^48684-1
5726*553^48699-1
8696*553^51131-1
2630*553^55684-1
31574*553^57719-1
6458*553^61614-1
20640*553^65054-1
7698*553^65661-1
27188*553^77884-1
18126*553^78841-1
20466*553^82546-1
15866*553^83923-1
1512*553^91126-1
12182*553^93023-1
1148*553^93737-1
25356*553^96266-1

Results emailed - Base released

Progress update
 

K4 S803 - 450K

S957 tested to n=100k (25-100k)

57 primes found, 143 remain

Results emailed - Base released

Reserving S943 to n=100k (25-100k) for BOINC

Reserving S882 to n=100k (25-100k) for BOINC

R640 tested to n=100k (25-100k)

32 primes found, 35 remain

2499*640^25182-1
6242*640^26170-1
222*640^26764-1
8511*640^27260-1
9290*640^27506-1
4769*640^27575-1
4226*640^28433-1
10065*640^30652-1
6938*640^31575-1
4590*640^33274-1
5339*640^35402-1
1671*640^40762-1
9387*640^42797-1
7302*640^45329-1
7593*640^48860-1
4454*640^48972-1
3771*640^49433-1
699*640^49986-1
1838*640^50783-1
2133*640^59716-1
8409*640^62229-1
2172*640^63613-1
7326*640^64822-1
2219*640^68460-1
2876*640^71982-1
8891*640^77217-1
2642*640^80145-1
875*640^80166-1
7290*640^81358-1
4091*640^96387-1
3446*640^98234-1
2565*640^98637-1

Results emailed - Base released

Note: overtaken from MisterBitcoin