S943 tested to n=100k (25-100k)

45 primes found, 53 remain

4624*943^25299+1
13684*943^25441+1
5022*943^25998+1
184*943^26042+1
5566*943^27944+1
8256*943^29971+1
3262*943^30786+1
9736*943^31232+1
10848*943^31287+1
1366*943^34189+1
8964*943^37938+1
7836*943^38319+1
7194*943^39130+1
9498*943^39735+1
9654*943^39818+1
8764*943^39913+1
13330*943^39916+1
5244*943^40558+1
3294*943^40785+1
13294*943^42690+1
15558*943^44088+1
12522*943^45004+1
11554*943^45527+1
12370*943^47224+1
6316*943^47421+1
10212*943^47674+1
1828*943^47923+1
10584*943^48150+1
3022*943^48382+1
8958*943^51796+1
8752*943^53824+1
14458*943^55052+1
5094*943^55539+1
13686*943^58237+1
13548*943^59678+1
13744*943^60702+1
424*943^63363+1
6588*943^63467+1
58*943^63523+1
3582*943^73510+1
13630*943^75336+1
780*943^77473+1
10068*943^80828+1
15304*943^85197+1
1306*943^93200+1

Results emailed - Base released

Reserving S858 to n=25K.

S678 tested to n=500k (200-500k)

nothing found, 1 remain

Results emailed - Base released

MisterBitcoin is releasing k=66 for R602. Therefore I will reserve it to n=200K. We now have a split reservation on the base. He has k=58 to n=200K and I have k=66 to n=200K.

S882 tested to n=100k (25-100k)

30 primes found, 46 remain

2204*882^25279+1
2186*882^25328+1
2116*882^25875+1
2274*882^25899+1
3376*882^26327+1
4594*882^30142+1
928*882^30761+1
3533*882^31630+1
2724*882^34059+1
232*882^39058+1
513*882^42197+1
4231*882^44160+1
4157*882^47448+1
998*882^48510+1
1926*882^51164+1
1312*882^52118+1
3184*882^52645+1
1158*882^53425+1
1502*882^55183+1
706*882^58472+1
3350*882^62647+1
3029*882^69511+1
3452*882^82495+1
64*882^84322+1
445*882^85369+1
5232*882^85756+1
623*882^89706+1
2874*882^95905+1
1057*882^96951+1
68*882^98958+1

Results emailed - Base released

hi,
reserving S770 from n=115k to 200k

Reserving R502 to n=100k (25-100k) for BOINC

Reserving R798 to n=200k (100-200k) for BOINC

Reserving R533 to n=400k (200-400k) for BOINC

Reserving S880 to n=100k (25-100k) for BOINC

S773 is complete to n=200K. No primes were found for n=100K-200K. 5 k's still remain. Base released.

Reserving S856 to n=100k (25-100k) for BOINC