From the 7th Drive:

2415*2^1208963-1 (363938 digits)

I ksieve'd for a day (to 1T only, n=1-1.2M) in the recordable range* and added this prime to the collection:
[URL="http://primes.utm.edu/primes/page.php?id=115092"]22544089918041953*3*5*11*13*19*29*37*53*59*61*67*83*101*107*131*2[SUP]1025897[/SUP]-1[/URL]

I'll post the rest of the sieve, later. Will possibly sieve and run some more.

1055*2^1402194-1 (422106 digits)

7th drive:

2505*2^1264470-1 (380647 digits)

Drive 8

3975*2^1103217-1 is Prime


Lennart

Drive 8

7245*2^1109076-1 is Prime
6369*2^1109384-1 is Prime

Lennart

Drive 8
6369*2^1117513-1 is Prime

Lennart

7th drive:

2955*2^1274306-1 (383608 digits)

Drive 8

9075*2^1119272-1 is Prime

9441*2^1119721-1 is Prime

Lennart

8th Drive; 7215*2^1114007-1 (335354 digits)

Drive 11

2223*2^1018107-1 is Prime

Lennart