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Nanodots - Dual Polyhedra

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Uploaded by on May 22, 2010

This is an example of the dual polydhedra of the Platonic solids. Inside the hexahedron (cube) frame is a octahedron (diamond). The octahedron itself is made from squares and triangles.

Made with Nanodots - better than the neocube in my opinion.

You construct the dual polyhedron by taking the vertices of the dual to be the centers of the faces of the original figure. The edges of the dual are formed by connecting the centers of adjacent faces in the original. In this way, the number of faces and vertices is interchanged, while the number of edges stays the same.

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Top Comments

  • if you make the Dragon Medallion from Mortal Kombat... THEN ill be impressed. 3D with Gold and Silver... Expand.

  • Guilty Sparks in Halo? o_o

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All Comments (45)

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  • @victorgabrielpetre thats bucky balls that lose there coating iv had neocube for 2 months there still fine an there pretty much the same dont get me wrong here. bucky balls are the ones that are junk

  • @VirusXZH

    god, why does everyone think that neocube, buckyballs, and nanodots are the same?! I have personally tested the two brands. For starters, neocube's magnetic strength: N35 nanodots strength:N45, nanodots coating lasts for years, neocube's coating lasts days. Also, if you have a neocube made in some shapes, they have a hell of a lot of flexibility to them while nanodots shapes NEVER have flexibility caused by their geometric tollerance while the neocube does. Isn't there a difference?

  • song?

    

  • Anyone else really just want to crush it?

  • holy shit

    

  • @Codd80Bit at the website...

  • where you find GOLDEN nanodots!?

  • @deathfire756 We get it.

  • I don't feel very smart when I watch these videos. I've never for the life of me heard of a polyhedra...

  • I feel stupid when I watch these videos. I've never for the life of me heard of a polyhedra...

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