Dali and Phi

[Parousia]

http://gogeometry.com/wonder_world/salva...angle.html

What never gets mentioned in the various mathematical studies is that the figure is an unfolded tesseract (4 dimensional hypercube), also called the net of the tesseract. A folded hypercube would have four physical dimensions and not be visualizable. Just as the six faces of a cube could be unfolded to form a flat cross, the eight 3D faces of a tesseract could theoretically be unfolded into this shape.

[Zagreus]

The animation at the top of that page looks really trippy!

I'd not seen that image before, thanks for the link.

[Parousia]

(10-23-2009 11:46 AM)Zagreus Wrote:  The animation at the top of that page looks really trippy!

I'd not seen that image before, thanks for the link.

The animation is of course a journey into and out of the phi-ratio generated embedded squares.

[GTseng3]

Yay for hypercubes.