Riesel Primes k*2^n-1, k<300 [Part II] - Page 77

lalera · 2015-01-19, 20:43

Quote:

Originally Posted by VBCurtis

The header line is not updated by the sieve program they use; it is just a marker to tell LLR what type of file it is. Trust us that it's sieved to 100P = 100000T. Or, test it for yourself- try sieving the good file on any region below 100P. There really isn't any reason to repeat even a fraction of this factoring work.

ok, I will use the presieved file provided by pinhodecarlos for my next computations.

pinhodecarlos · 2015-01-20, 17:35

Here you have the latest sieved file from k=119 from n=3M to 6M.

lalera · 2015-01-24, 06:25

status update
k=119, n=2200000
continuing

Thomas11 · 2015-01-31, 14:33

Taking k=283 from n=1715k to 2M.

lalera · 2015-01-31, 23:25

status update
k=119; n=2400000
continuing

Cruelty · 2015-02-01, 01:19

k=25 tested till n=3.31M
k=43 tested till n=4.28M
k=79 tested till n=2.82M
k=101 tested till n=4.42M
k=151 tested till n=3.9M

pinhodecarlos · 2015-02-02, 21:56

Updated Thomas file with the latest progress on k's. This file is a good indicator of the work done so far by RPS and it is interesting to check the equivalent work. Thank you Thomas and Curtis.

lalera · 2015-02-12, 02:42

I do release k=119

pinhodecarlos · 2015-02-12, 06:43

Quote:

Originally Posted by lalera

I do release k=119

So how far did you go, to 2.4M or even further?

lalera · 2015-02-12, 13:38

Quote:

Originally Posted by pinhodecarlos

So how far did you go, to 2.4M or even further?

2.4m

Thomas11 · 2015-02-13, 08:33

k=283 complete to n=2M, one prime found (283*2^1879051-1), releasing this k.

Taking k=281 from n=1660k to n=2M.

2015-02-01, 01:19	#842
Cruelty May 2005 2³×7×29 Posts	status report k=25 tested till n=3.31M k=43 tested till n=4.28M k=79 tested till n=2.82M k=101 tested till n=4.42M k=151 tested till n=3.9M

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2015-01-31, 14:33	#840
Thomas11 Feb 2003 2²×3²×53 Posts	Taking k=283 from n=1715k to 2M.

2015-02-12, 02:42	#844
lalera Jul 2003 13×47 Posts	I do release k=119

2015-02-13, 08:33	#847
Thomas11 Feb 2003 11101110100₂ Posts	k=283 complete to n=2M, one prime found (283*2^1879051-1), releasing this k. Taking k=281 from n=1660k to n=2M.