11 Jun
2003
11 Jun
'03
7:45 a.m.
On Wed, 11 Jun 2003, David Wilson wrote:
With the additional step, Fred's proof coincides with mine.
So, there is no such thing as an equilateral oddgon with rational vertices.
Here's a quick application:
If a regular polygon has rational vertices, it's a power-of-2-gon.
Yes, since in fact it's a 4-gon, and 4 is indeed a power of 2. John Conway