>How to draw a 4D cube in 3D:
>- Draw a 3D cube with corners ABCD EFGH
>- Draw a smaller 3D cube with corners A'B'C'D'E'F'G'H' inside the first
>- Draw lines between A and A', B and B' etc.
>- voila
I knew the method you explain. In the university, a professor explained this
method when talking about the hypercube structure of the Cray T3D computer.
But, there is a big difference between you and me... I **HATE** math ;-) .
Well, there are some interesting concepts, on math. The one of the
hypersphere crossing the 3D space is interesting, but in general, math are
the way of making hard solutions for easy problems.
Hmm... this message is completely off-topic... well, I will put the MSX word
for making it "in-topic"... MSX!!! Long live to MSX!
+------------------------------------------------+
| Toni Burguera Burguera |
+------------------------------------------------+
| E-mail : [EMAIL PROTECTED] |
+------------------------------------------------+
| 9D - La Novena Dimensio |
| http://www.geocities.com/Area51/Dimension/9812 |
+------------------------------------------------+
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