Re: AP19 small diff
> 63734273908111 + 11*19#*n, n=0..18Now I got even a smaller difference:
20736372344841161 + 5*19#*n, n=0..19
Note that this is an AP20.
Thanks for the info about 4th AP23, Paul.
- --- In firstname.lastname@example.org, "jarek372000" <jwr@...> wrote:
> 20736372344841161 + 5*19#*n, n=0..19Impressive work, Jarek!
I hope all your 74 machines have good cooling fans.
Jak zyczyc ogolnie szczescia!
- Jarek wrote:
> Now I got even a smaller difference:Congratulations!
> 20736372344841161 + 5*19#*n, n=0..19
> Note that this is an AP20.
My page is updated. You keep me busy!
Jens Kruse Andersen
- There is also this one I found last year 654737613204229 +
At 01:14 PM 1/3/2007, Paul Underwood wrote:
>--- In[Non-text portions of this message have been removed]
>Jaroslaw Wroblewski <jwr@...> wrote:
> > > > 63734273908111 + 11*19#*n, n=0..18
> > >
> > > Jens recognizes 23*19# as a
> > > "valid AP19 difference for simultaneous primes",
> > > but does /not/ recognize 11*19#.
> > Once Jens has decided to allow AP-k with predetermined difference as
> > simultaneous primes and once he decided to allow a set of 3 valid
> > differences, the choice he made seems more natural to me than,
> > say, k#, 2*k# and 3*k#. But of course this is a matter of personal
> > The above progression was meant to improve the smallest known
> > which was at 155*19# until now.
> > BTW, what is the complete list of known AP23? From Jens's website,
> > including news section, I was able to trace 3 AP23's. Are there any
> > more? Perhaps it would be a good idea to keep track of all known AP23,
> > not only those best in one of the rankings.
>There are four I know of -- but I am asking Markus if he has any more: