Report top-5000 primes for all k<=1001

[Lennart]

Added 104806 : 947*2^1012854-1 (304903 digits) isPrime

Lennart

[Lumiukko]

Added 104758 : 811*2^1010419-1 (304170 digits) is prime.

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Lumiukko

[Lennart]

Added 104818 : 669*2^1013592-1 (305125 digits) isPrime

Lennart

[Lennart]

Added 104819 : 691*2^1013875-1 (305210 digits)isPrime

Lennart

[Lennart]

Added 104859 : 727*2^1018709-1 (306665 digits) isPrime

Lennart

[PCZ]

Added 795*2^1019049-1
Added 793*2^1019935-1

It's been a while since i submitted anything.

[PCZ]

Please remove / edit my previous post.
both numbers appear to be composite.
795*2^1019049-1
793*2^1019935-1

I need to see which of my PC's tested these numbers.

Found the PC and have stopped the prpclients.
I Will retest all the pairs this box has processed.

[gd_barnes]

829*2^1017747-1 is prime

[gd_barnes]

Originally Posted by PCZ

Please remove / edit my previous post.
both numbers appear to be composite.
795*2^1019049-1
793*2^1019935-1

I need to see which of my PC's tested these numbers.

Found the PC and have stopped the prpclients.
I Will retest all the pairs this box has processed.

Max and Dave,

We will somehow need to delete these pairs and primes out of the database so that we can add the tests with the correct residues back to it.

Brian,

Can you post the correct residues for these pairs so that we can get our database corrected? Thanks.


Gary

[AMDave]

Interesting.
I have removed both pairs from the results and prime_list tables.
If someone can fire those two k&n pairs back into the queue we'll get a fresh look at them, or we can do them again by hand, I mean manually.

... can you imagine doing this by hand!? LOL

OR throw the residuals at me, but hard enough to make sure they stick. :P

[gd_barnes]

Originally Posted by AMDave

Interesting.
As requested I have removed both pairs from the results and prime_list tables.
If someone can fire those two k&n pairs back into the queue we'll get a fresh look at them.

That was quick. Thanks Dave.

Hum. I just thought of something. Before we can run the corrected pairs into the DB, we need to get those pairs and primes deleted out of our PRPnet server, else it won't accept the corrected (i.e. duplicated from its perspective) pairs and the server prime/pair counts will be messed up. Unfortunately I'm out of town at the moment and will be back late Friday. Max, if you have a few minutes sometime before Friday to delete those bad pairs out of the server, that would be excellent. Please make sure that the primes are deleted also. If you can't get to it before then, we'll just have to wait for the full correction until sometime on Sat.


Gary