Candidate thread updated
 

I've updated the Join Us thread to include the number
of primes found for each k in the range n=0-10000 (for the
2805ks in the lower section). There's no guarantee that a large
number of primes in that range means a large number of primes in
the top-5000 range, but you can use it along with the weights
to help pick a k value.

-Larry

39418665 has 74 primes to 10k (4 more to 15k)

18487755 has 55 primes to 10k (5 more to 15k)

I don't have the other one.

39547695 has 74 primes to 10k

Thanks - I've added those to the candidate thread.