On 21 Apr., 22:02, Virgil <vir...@ligriv.com> wrote:
> > Consider the representation as a table > > > 1 > > 2, 1 > > 3, 2, 1 > > ... > > n, ..., 2, 1 > > ... > > > All initial segments of |N (including |N itself) are in the first > > column, but not in the lines of the table?
Can you name an n that is in a column but not in a horizontal line? If not, why do you believe that the comlums contain more than every horzontal line? > > > > > > if (2) were true outside of > > > Wolkenmuekenheim, one would have both j < k and k < j simultaneously > > > true as well. > > > Yes that's just the contradiction.
And you have not shown how it is possible to have more naturals in a column than in every horizontal line. Nevertheless you claim to have shown that erroneously.