Reserving R916 to n=200K.

When it rains, it pours: 288*706^169692+1 is prime! At 483423 digits, this will enter the Sierpinski list at #4.

[QUOTE]When it rains, it pours: 288*706^169692+1 is prime! [/QUOTE]

Keep it rolling. Having fun watching.:bow:

Taking R&S 686, 905.

Dmitry has completed R600 to n=10K; 1076 primes were found for n=2.5K-10K; 1321 k's remain; the base is released.

I have added n=10K-25K to the recommended list.

[QUOTE=unconnected;355907]Taking R&S 686, 905.[/QUOTE]
Completed to n=100K and released.
Primes:
[CODE]44*686^66942-1
128*905^72312-1
211*686^97950+1[/CODE]

R1025 finished to n=1M, no prime.

Base released. I'd like to go on but I have other reservations I want to finish first.

An impressive attempt Peter! Thanks. :smile:

Taking R702, R730, R736, R741, R759, R761, R850, R875, R879, and R951 to n=200000. That will take up to six months, unless I knock some off early. This should finish all single k conjectures to n=200000.

[QUOTE=rogue;356483]Taking R702, R730, R736, R741, R759, R761, R850, R875, R879, and R951 to n=200000. That will take up to six months, unless I knock some off early. This should finish all single k conjectures to n=200000.[/QUOTE]

The pages had a mistake. On the main page, R850 was shown at n=100K. On the reservations page, it was shown at n=200K. Checking my files, I see that Serge completed it to n=200K. Therefore I won't reserve it for you. Sorry about that.

[QUOTE=gd_barnes;356507]The pages had a mistake. On the main page, R850 was shown at n=100K. On the reservations page, it was shown at n=200K. Checking my files, I see that Serge completed it to n=200K. Therefore I won't reserve it for you. Sorry about that.[/QUOTE]

That's quite all right. It will save me a couple of weeks in the minimum.