This directory includes some files produced during the 
verification of the known Mersenne Prime #39
This number is M13466917 = 2^13466917 - 1

M13466917

M13466917.res64 includes the 64 less significant bits of
the residues in a Lucas-Lehmer test, every 10000 
iterations. Iteration number 0 is 4, number 1 is 14 and
so on. You know, the recurence sequence is

	L(i)=L(i-1)*L(i-1) - 2 , 0 < i <= 13466917 - 2
	L(0)=4; 

So, in the file there are the 64 less significant bits of 
L(10000), L(20000).... 


s13466917_nnnnnnnn

These are save files obtained from the program Glucas. The
format of this files is explained in the document:

http://glucas.sourceforge.net/mformat.htm

and is inteded to be universal an compatible among all 
platforms.

The nnnnnnnn in the name of file is the iteration saved. 
As you can see, there is a near_the_end save file at the
iteration 13460000. 

If you want to finish a L-L test from one of these save files

1) Download Glucas. (source code or prebuild binary) at

http://sourceforge.net/project/showfiles.php?group_id=24518&release_id=56998

2) download the file you want to restart, as example

ftp://ftp.oxixares.com/pub/M13466917/s13466917_13460000

3) In your local Glucas directory, rename the file downloaded 

 mv s13466917_13460000 s13466917

4) Launch Glucas

 ./Glucas 13466917 &

Depending on your system, you will get in a while a file 
'results' with the result of the test. It should be announcing
the discovery of a new Mersenne Prime.