Re: More on triangle numbers and primes!


> Hmm...Do you have a pattern that runs in accelerating numerical value
> steps
> but that outputs all odd composites ?
>
> In other words forget the 14,4 line...
>
> And does this pattern need proving ?
>
> See if I want to know if 31 is in the 9,3 line I can calculate that
> without running the whole line...and then I know that there are no more
> possible 31's past line 27,6 .

Okay, t(n) - t(1) with n > 3 makes the first column value of each column to
the right of the separator of the first triangle. And there is enough known
and proven about the first triangle to say that this pattern is proven and
that it contains at least all odd composites...


.

Relevant Pages
Loading