Wall for Hexahedron (page 2)

hi

True, but that's only because non-euclidian geometry meets in one point.

You were the one who was wondering if I'd seen Your Excellency recently, right? Because I saw him in chat for a minute earlier. I just wanted to tell ya.

That's a shame

That actually sounds really good

Ice Cream

Donut

k.

Eat this:
"As is the case repeatedly in discussions of polygons, triangles are a special case in the discussion of inscribed & circumscribed.  Every single possible triangle can both be inscribed in one circle and circumscribe another circle.  That “universal dual membership” is true for no other higher order polygons —– it’s only true for triangles.  Here’s a small gallery of triangles, each one both inscribed in one circle and circumscribing another circle."

Heresies are made for a reason.