R201 and R297
 

R201 is in progress and currently at n=11722.

R297 is in progress and currently at n=29203. (headed to n=50k)

[QUOTE=wombatman;455790]R201 is in progress and currently at n=11722.

R297 is in progress and currently at n=29203. (headed to n=50k)[/QUOTE]

This does no good. I cannot do official status updates without the primes.

For R201, please provide the primes and k's remaining at n=10K. This reservation was over a year old.

For R297, please provide the primes when you reach n=30K.

My suggestion is to bite off a little less at once in the future.

I'm sending you the files for R201 now, and I'll stop it at n=15k.

RS243 Update
 

R243 Update: No primes found, testing at n = 116,000 and continuing.
S243 Update: Two primes found, testing at n = 110,000 and continuing.

Primes (note base-3 representation):
24450*3^537145+1
29806*3^542475+1

S111 reached n=125K, two primes found. I´m releasing these base for now.
Attached are results and a new sieve file with p=19T.

Primes:

[CODE]
11346*111^108147+1 is prime! (221200 decimal digits) Time : 117.007 sec.
14512*111^116406+1 is prime! (238093 decimal digits) Time : 117.885 sec.
[/CODE]

[QUOTE=MisterBitcoin;456099]S111 reached n=125K, two primes found. I´m releasing these base for now.
Attached are results and a new sieve file with p=19T.

Primes:

[CODE]
11346*111^108147+1 is prime! (221200 decimal digits) Time : 117.007 sec.
14512*111^116406+1 is prime! (238093 decimal digits) Time : 117.885 sec.
[/CODE][/QUOTE]

There was a mistake in the sieve file. Here is a updated version.

has any work been done on S226?

[QUOTE=firejuggler;456272]has any work been done on S226?[/QUOTE]

Some bases were not started, like S226. You can find them there: [URL]http://www.mersenneforum.org/showthread.php?t=12983[/URL]

If you want to start this base, ask Gary first. S226 has a 1,5M ck.
There some other nice bases like S646.
If you have questions about to start a new base/range feel free to PM me. :smile:

R106 tested to n=100k (25-100k)

480 primes found, 590 remain

Results emailed - Base released

S236 tested to n=250k (100-250k)

2 primes found, 3 remain

22*236^116792+1
2*236^161229+1

Results emailed - Base released

Reserving S182 to n=1M (500k-1M) for BOINC