Mersenne: milestones

2001-03-12 Thread George Woltman
Hi all, There is another, and perhaps the most important reason, progress on double-checking milestones has been slow. When a double-check is sent in the server does not have enough information to know if a triple-check is needed. That info is in my master database - 3000 miles away. I

Re: Mersenne: Milestones?

2000-05-09 Thread George Woltman
Hi, There are 19 exponents that need triple-checking. I've just assigned them to three volunteers. With luck, they'll all be finished up in a few weeks. Regards, George _ Unsubscribe & list info -- http://www.scruz.net/~luke/sign

Re: Mersenne: Milestones?

2000-05-09 Thread Eric Hahn
Let me rephrase something from my last message: There should be 12 non-Primenet exponents left to finish testing (if they aren't already) to prove both M(2976221) and M(3021377) are the 36th and 37th Mersenne primes, respectively... Eric ___

Re: Mersenne: Milestones?

2000-05-09 Thread Eric Hahn
Nathan Russell wrote: >>From: Jeff Woods <[EMAIL PROTECTED]> >>To: [EMAIL PROTECTED] >>Subject: Re: Mersenne: Milestones? >>Date: Tue, 09 May 2000 12:37:31 -0400 >> >>We still have a handful of exponents to go. > >I was looking at the server's

Re: Mersenne: Milestones?

2000-05-09 Thread Nathan Russell
>From: Jeff Woods <[EMAIL PROTECTED]> >To: [EMAIL PROTECTED] >Subject: Re: Mersenne: Milestones? >Date: Tue, 09 May 2000 12:37:31 -0400 > >We still have a handful of exponents to go. I was looking at the server's assignments out pages. I guess the assign

Re: Mersenne: Milestones?

2000-05-09 Thread Jeff Woods
At 11:46 AM 5/9/00 -0400, you wrote: >If the PrimeNet assignments reports are to be believed, we have >double-checked all exponents through 3M and proven M(2976221) and >M(3021377) to be respectively the 36th and 37th primes in numeric order. We still have a handful of exponents to go. The of

Mersenne: Milestones?

2000-05-09 Thread Nathan Russell
If the PrimeNet assignments reports are to be believed, we have double-checked all exponents through 3M and proven M(2976221) and M(3021377) to be respectively the 36th and 37th primes in numeric order. Nathan Get Your Pri