Me and my little 3GHz runing (sic) Prime95 won't make it.
Just for fun.
Unless, I wonder if anyone has tried a recursive fast fibs approach?
(See the archives on CRT Arithmetic sieves, my name).
More speculations at the end.
Now,if you read Adams" "Hitchhikers" Guide,
you will learn (you think) that the A2tU is 42.
Only later in the sequel do you (really, not virtually) learn it actually
(really) is 43.
If you will note:
The 42nd prez was who?
Followed by the real A2tU, 43 a real p2tU, who dat?
And now, we learn that the 44th mercy-nay Prime may be the real Chreti(e)n,
instead of the current virtually real one (Butch himself) or the previous
Bhillarzious couple (Clinton)
Any one care to take a bet on who the 44th won (against the war on Freedom,
to cop a quote)
will really, truly, actually be?
As a well known s(w)inger onct said: Merse(nne), Merse(nne).
It MUST be a coincidence that 224/225 are the first/last digits signature of
my SS# and birthday/birthyear...
as well as 2^5*7 /3^2*5^2, dual prime power composites.
.. perhaps a symptom of a Mersenne cluster fork?
And I wonder which fall into what categorizational possibilities:
2^prime-1.
2^Mersenne-1
2^f(Mersenne)-1
2^f(224,225)-1
2^f(1,2,5,7;2,2,3,5)-1
2^f(1,2,3,5,7) -1
2^(dualprimecomposite)-1
2^ Zf(above) -1 NB. Really not?
(2^prime^above)-1 .NB yes J prio or not
2^(inversecategoricalclosure(above))-1
Basically build the unbalanced categorical B tree on o(equationfunctorclass)
== (whatevermetric) and cluster frruit the tree.
Or run a discrete manifold space lattice and do the same.
Or some form of 2t p2t fruity, 2t totally. I only drink water(hiccup).
Tutti, patutti frutti tutti. (pardon, mssrs y Mesdames).
Finding a Mersenne mesh seems much more magnificent than merely munch many
more magnitudes.
Anyone doing this?
Has anyone proven that a (Mersenne) prime mesh is not possible? Or
impossible with what functor class?
Methinks not (not) the former, maybe (not) the latter.
But I seem to be (hyper)Godeling again... gotta quit Tao sing off .. too
much Go, do. Or not enough? (hiccup)
On 10/1/06, Kym Farnik <[EMAIL PROTECTED]> wrote:
Hi
Just for fun...
http://www.mersenne.org/prime.htm
44th Known Mersenne Prime Found!!
Lightning strikes twice. On September 4, 2006, in the same room just a
few feet away from their last find, Dr. Curtis Cooper and Dr. Steven
Boone's CMSU team broke their own world record, discovering the 44th
known Mersenne prime, 2^32,582,657-1. The new prime at 9,808,358
digits is 650,000 digits larger than their previous record prime found
last December. However, the new prime falls short of the 10 million
digits required for GIMPS to claim the Electronic Frontier Foundation
$100,000 award.
With five record primes found in less than 3 years, GIMPS has been on
an incredible lucky streak. Never before have Mersenne primes been
bunched so closely together. When looking at the exponents, we expect
only 1.78 Mersenne primes between powers of two, and prior to 2003, a
maximum of 3 Mersenne primes were found between powers of two. The
last 5 Mersenne prime exponents all fell between 224 and 225 -- and we
haven't finished testing all the exponents in that range!
The new prime was independently verified in 6 days by Tony Reix of
Bull S.A. in Grenoble, France using 16 Itanium2 1.5 GHz CPUs of a Bull
NovaScale 6160 HPC at Bull Grenoble Research Center, running the
Glucas program by Guillermo Ballester Valor of Granada, Spain.
Dr. Cooper and Dr. Boone could not have made this discovery alone. In
recognition of contributions made by the project coordinators and the
tens of thousands GIMPS volunteers, credit for this new discovery goes
to "Cooper, Boone, Woltman, Kurowski, et al". The discovery is the
tenth record prime for the GIMPS project.
</quote>
--
Regards, Kym Farnik
mailto:[EMAIL PROTECTED]
mailto:[EMAIL PROTECTED]
http://www.farnik.com
Phone: +61 8 8265 5324
Mobile: 0438 014 007
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