Hi again, everyone. In my next upcoming modeling tutorial, I'll demonstrate a few simple techniques I came up with to create a unique pendant, based on a mathematical shape known as a Sphericon (aka Femisphere). Originally invented by J. Roberts, an English joiner, Sphericon and it's "female" Femisphere, have historically made ideal candidates for artistic and sculptural possibilities, because of their aesthetically pleasing, curvaceous lines. It wasn't until the late 1990's, however, that they were discovered as "new" shapes by mathematician Ian Stewart, who wrote about them in a 1999 issue of Scientific American. You may also notice they have a strikingly similar geometric relationship to the Oloid, which was discovered by Paul Schatz in 1929. When it comes to things that inspire, I find myself enamored by symmetry and form, and the duality of mathematics and art. By no means do I consider myself mathematically inclined. I don't know very much about mathematical equations, formula, or expressions. I couldn't be considered a Numberphile, although I have a deep admiration for those who are. Anyway, I've worked out a simple solution to polygon model these beautiful shapes into manifold objects for digital design as a pendant/earring, or more specifically for 3d printing. I hope you like it. I'll post a link to the tutorial here on Renderosity, once it's available at my channel. I truly appreciate all the support everyone has shown. It's because of you that I continue to grow and be inspired.

Here's a quick render of the object:

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