S823 tested to n=100k (25-100k)

27 primes found, 69 remain

5874*823^25774+1
3162*823^27288+1
7744*823^27558+1
696*823^32877+1
8392*823^34472+1
7726*823^36864+1
1590*823^37600+1
3828*823^38264+1
4210*823^38961+1
510*823^40288+1
6522*823^40812+1
1516*823^41065+1
3502*823^45305+1
7906*823^45561+1
8076*823^46185+1
1354*823^46582+1
8544*823^46894+1
8808*823^49240+1
8362*823^51378+1
1668*823^58267+1
6738*823^65119+1
3246*823^66116+1
2418*823^68362+1
3520*823^73141+1
8452*823^86872+1
8484*823^87406+1
3138*823^91588+1

Results emailed - Base released

Reserving S627 to n=100k (25-100k) for BOINC

S840 tested to n=100k (25-100k)

23 primes found, 54 remain

8046*840^27514+1
2488*840^27989+1
5279*840^28852+1
1594*840^29507+1
6761*840^29580+1
6089*840^34941+1
585*840^37090+1
3704*840^37387+1
5895*840^37794+1
5930*840^39961+1
3935*840^44695+1
318*840^44751+1
3856*840^49531+1
5182*840^49799+1
3220*840^50514+1
1451*840^51944+1
5772*840^70860+1
7773*840^73438+1
217*840^73775+1
8295*840^80068+1
2517*840^82807+1
7019*840^85806+1
412*840^94384+1

Results emailed - Base released

Reserving R742 to n=100k (25-100k) for BOINC

S733 tested to n=100k (25-100k)

47 primes found, 77 remain

[CODE]582*733^25436+1
6208*733^26264+1
4116*733^26580+1
5632*733^29016+1
4842*733^29076+1
13990*733^29270+1
11008*733^29524+1
10522*733^29562+1
6618*733^29612+1
3148*733^30516+1
3688*733^30575+1
12144*733^30826+1
13704*733^31194+1
6876*733^31701+1
6466*733^33551+1
4672*733^34988+1
11274*733^36206+1
9226*733^36868+1
3432*733^39156+1
6244*733^40941+1
3318*733^42615+1
1642*733^43126+1
3096*733^43729+1
11296*733^45351+1
8230*733^46329+1
96*733^46884+1
12172*733^47084+1
1836*733^48896+1
6498*733^49520+1
2896*733^50752+1
1702*733^50977+1
5368*733^52203+1
6508*733^53928+1
9184*733^55053+1
8430*733^56293+1
5578*733^64871+1
7788*733^68080+1
13374*733^69561+1
3666*733^71429+1
4966*733^73632+1
6882*733^78788+1
12378*733^79770+1
5262*733^80182+1
5130*733^91705+1
4726*733^92461+1
10594*733^96159+1
7798*733^98299+1[/CODE]Results emailed - Base released

S627 tested to n=100k (25-100k)

28 primes found, 84 remain

178*627^27009+1
4588*627^28837+1
10300*627^31977+1
12178*627^33789+1
6082*627^34111+1
2896*627^35919+1
5680*627^36772+1
348*627^38256+1
240*627^40529+1
11366*627^40872+1
42*627^42292+1
8566*627^42440+1
6046*627^43016+1
2168*627^47061+1
652*627^49470+1
3494*627^51774+1
4346*627^52271+1
10902*627^58006+1
11068*627^59982+1
7776*627^60277+1
2476*627^62040+1
2784*627^64199+1
6836*627^67552+1
4892*627^68828+1
3974*627^74907+1
8798*627^76240+1
12234*627^77165+1
1018*627^84057+1

Results emailed - Base released

R742 tested to n=100k (25-100k)

35 primes found, 43 remain

20276*742^25081-1
11733*742^25808-1
1853*742^26210-1
15311*742^26977-1
14349*742^28247-1
12818*742^28495-1
15507*742^28520-1
15663*742^28546-1
7253*742^29331-1
6669*742^29787-1
9032*742^31441-1
4719*742^33555-1
15597*742^33585-1
5652*742^34092-1
16827*742^37758-1
5391*742^37946-1
12842*742^38246-1
14226*742^39091-1
18432*742^40353-1
8909*742^40859-1
17049*742^43832-1
15281*742^44491-1
16701*742^47105-1
11559*742^55149-1
11069*742^56441-1
14901*742^58378-1
14073*742^58498-1
7982*742^58568-1
8528*742^61079-1
2232*742^63636-1
15503*742^66930-1
2709*742^73727-1
9485*742^80404-1
7503*742^89324-1
11897*742^92329-1

Results emailed - Base released

I´m not done, yet.
The Xeon is hungry and can run 24/7. :)

Reserving S917 to nmax=400K
Reserving S797 to nmax=500K (maybe deeper, depending on other reservations.)

[QUOTE=MisterBitcoin;450859]I´m not done, yet.
The Xeon is hungry and can run 24/7. :)

Reserving S917 to nmax=400K
Reserving S797 to nmax=500K (maybe deeper, depending on other reservations.)[/QUOTE]

Please post statuses at least every 2 months. Thanks.

S844 tested to n=500k (200-500k)

1 prime found, base proven

40*844^246524+1

Results emailed - Base released

Reserving S828 to n=500k (200-500k) for BOINC