New ECM-server available

[andi314]

I have set up a new ECM server !!

adress: mandelbrot.dynu.com
port: 8194
available composites: numbers of form 2^n+1 and 2^n-1

If there are any problems please contact me at mandelbrot@gmx.net

Statistics are now available under: www.ecmserver.de.vu

andi314

[andi314]

Congratulation
to Martin Schroeder, aka McBryce !! He was the first who found a factor of a composite mersenne number on my server at mandelbrot.dynu.com.

The factor is
M( 9504 )C: 2776202386436268283691901876771457 (34 digits)
found with B1=250000 and
sigma= -176653509


Will Edgington has been informed so this will show up in the next release of lowM.txt. The remaining 714 digit composite is now available in the ecm server. More helpers are welcome - smh has put together the following to make it easy to join:

Originally Posted by smh

I've put a zipfile (~800K) with the ecmclient and ecm.exe for various processors online here

Before you run ecmclient, put the right ecm.exe in the same folder and set the parameters in ecmclient.cfg

if you need any help please contact me at mandelbrot@gmx.net

So now i'm interessted who will be the next one, who finds a factor of M(X) or P(X)..

Yours
andi314

[smh]

Are the numbers on your server the full M or P number or are they divided by known factors?

I ask because on a P4 (and probably other processors) prime95 is much faster on M numbers, unless you can take advantage of a lot of known factors

[andi314]

Most of the numbers are P(X) but there are also some M(X).
And all of this numbers aren't full numbers anymore, they are divided by known factors.

andi314