87 Rotating Non-Convex, Non-Chiral Polyhedral Images Featuring Icosidodecahedral Symmetry, Plus Four Which Snuck In with Cuboctahedral Symmetry — Can You Find All the Intruders?

To see larger versions of any of these, simply click on the images.

Excavated GRID with triangular cupola and more embellishments

Dodecahedra 5 compound with icosahedra 5

compound great icosahedron and dodecahedron

Compound of Trunc Icosidodeca and Rhombic Triaconta

207th Stellateion of the Rhombicosidodeca converted to base model and colored by face type

Faceted Dodeca and should be a uniform polyhedron

Faceted Icosidodeca six reg decagons going through center twelve star pentagons 30 golden rectangles nth stellation more n and more and more

Faceted Icosidodeca six reg decagons going through center twelve star pentagons 30 golden rectangles nth stellation more n and more

Faceted Icosidodeca six reg decagons going through center twelve star pentagons 30 golden rectangles nth stellation more n

Faceted Icosidodeca golden rectangles dodecagons and star pentagons

24 to this point….

Faceted Stefdhllated Rhgdhombic Triaconta

Faceted Stellahhctejhfgfd Facjhfjhfeted Dual

Faceted Icosidodeca six reg decagons going through center twelve star pentagons 30 golden rectangles nth stellation

Faceted Stefdhllated Rhgdhombic Triaconta base dual compound

Faceted Triakisicosa which is the dual of the 22nd stellation of the truncated dodecahedron

Faceted truncated icosahedron the dual made of sixty intersecting and irregalar hexagons

Facetedfdjsjh Shgdytelhgytlated Faceted Dual

That’s 40 so far…

$fractured great dodecahedron$

great rhombicosidodecahedral shell produced by drilling

Now the count is at four dozen.

That was 26 more, so there are 48 + 26 = 74 so far.

stellated icosa final stell dual a faceting of the RTC rcm

stellated icosa final stell dual a faceting of the RTC

Stellated Icosidodeca fs colored by i dunno

Faceted Rhombic Triaconta with Four Faces Meeting At an Edge

Faceted Trunc Icosidodeca COMPOUND 15 CUBOIDS FIVE-COLOR VERSION DUAL

Faceted Truncated Icosidodecahedron / Compound of Fifteen Cuboids

Now the count is up to 83.

Faceted Poly GRID compound of six decagonal prisms

Faceted Rhombicosidodeca compound of six elongated pentagonal prisms the dual six trapezohedra

Faceted Rhombicosidodeca compound of six elongated pentagonal prisms

Faceted Trunc Icosidodeca COMPOUND 15 CUBOIDSCOLORED BY FACE TYPE DUAL

Compound of enantiomorphic pair of faceted snub dodecah

34th stellation of the Small Ditri Icosidodeca

So there were 91 of these stored on my hard drive, from all my “hard work” playing with polyhedra using Stella 4d: Polyhedron Navigator. (It will be good for my computer to get all that hard drive space back!) If you’d like to try playing with the same program — for free — just try the free download at http://www.software3d.com/Stella.php.

6 thoughts on “87 Rotating Non-Convex, Non-Chiral Polyhedral Images Featuring Icosidodecahedral Symmetry, Plus Four Which Snuck In with Cuboctahedral Symmetry — Can You Find All the Intruders?”

You put a lot of work into that, Robert.
Leslie

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RobertLovesPi on 22 January 2016 at 14:22 said:

This is how I relax!

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Those flat earther’s have it all wrong! The earth is OBVIOUSLY a Stellated Chirally-Faceted Non-Chiral Nonconvex Truncated Greater Rhombicosidodecahedron! Join the Stellated Chirally-Faceted Non-Chiral Nonconvex Truncated Greater Rhombicosidodecahedron-earth society today!

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Dekeract on 13 November 2018 at 13:43 said:

You are wrong. The earth is an omnitruncated nonconvex great stellated dodecahemicosahedron compounded with its dual.

You should actually join the omnitruncated nonconvex great stellated dodecahemicosahedron compounded with its dual shaped earth society, cause that is the shape of the earth. (Ignore all those mentally impaired weirdos that say the earth is a sphere. I mean, that’s not interesting at all…

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Just wondering, how do you make Segmentochora on Sellat4d? I admit I have been trying to do this 4 quite a while, (considering the massive homework amounts in middle school, I haven’t done Stella for more than an hour a day for awhile)

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RobertLovesPi on 14 November 2018 at 17:27 said:

I have no idea. Have you considered asking this question to Robert Webb, the creator of the program?

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RobertLovesPi.net

Polyhedra, tessellations, and more.

87 Rotating Non-Convex, Non-Chiral Polyhedral Images Featuring Icosidodecahedral Symmetry, Plus Four Which Snuck In with Cuboctahedral Symmetry — Can You Find All the Intruders?

6 thoughts on “87 Rotating Non-Convex, Non-Chiral Polyhedral Images Featuring Icosidodecahedral Symmetry, Plus Four Which Snuck In with Cuboctahedral Symmetry — Can You Find All the Intruders?”

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