On Oct 12, 2:47 pm, WM <mueck...@rz.fh-augsburg.de> wrote:
> If there R(oo) = aleph_0, a fixed number of > circles, then mathematics requires the existence of a last line B(oo) > with aleph_0 circles too.
Absolute piffle. There is no such requirement. Outside of Wolkenmuekenheim, the set N has a fixed number of elements (and outside of Wolkenmuekenheim fixed things do not change). It is quite possible to have set of rows, one for each natural number without adding another row.