Various Colorings of a Enneagon-Centered Mandala

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Various Colorings of a Enneagon-Centered Mandala

The rest will each get bigger if you click on them.

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Four-Color Radial Enneagon-Centered Mandala

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Four-Color Radial Enneagon-Centered Mandala

Rippling Tessellation Using Squares, Regular Octagons, and Octaconcave, Equilateral Hexadecagons II

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← Tessellation Using Squares, Regular Octagons, and Octaconcave, Equilateral Hexadecagons Rippling Tessellation Using Squares, Regular Octagons, and Octaconcave, Equilateral Hexadecagons II

Rippling Tessellation Using Squares, Regular Octagons, and Octaconcave, Equilateral Hexadecagons

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Rippling Tessellation Using Squares, Regular Octagons, and Octaconcave, Equilateral Hexadecagons

Tessellation Using Squares, Regular Octagons, and Octaconcave, Equilateral Hexadecagons

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Tessellation Using Squares, Regular Octagons, and Octaconcave, Equilateral Hexadecagons

Prismatic Versions of Part of a Tessellation Using Squares and 60-120-60-120 Rhombi

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Prismatic Versions of Part of a Tessellation Using Squares and 60-120-60-120 Rhombi

Above, the apparent size of the tessellation-prism does not change. In the next image, though, I set the controls of Stella 4d (the program I use to make these images, which you can try at http://www.software3d.com/Stella.php) to fit the image tightly, separately, in each still frame, causing a “breathing” effect. (Click on it if you wish to see it enlarged.)

Augmented Triangular Prism 2

Next, I added two red rhombi, one at the top and one at the bottom, stellated the result many times, and made one final .gif image, leaving the “breathing” effect on.

Augmented Triangular Prism 3 many stellations later

 

Tessellation Featuring Regular Triacontagons, Equilateral Triangles, Isosceles Triangles, and Isosceles Trapezoids

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Tessellation Featuring Regular Triacontagons, Equilateral Triangles, Isosceles Triangles, and Isosceles Trapezoids

Tessellation Featuring Regular Dodecagons, Regular Octagons, Squares, and Hexaconcave, Equilateral Dodecagons

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Tessellation Featuring Regular Dodecagons, Regular Octagons, Squares, and Hexaconcave. Equilateral Dodecagons

Three-Color Tessellation Using Biconcave Octagons

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Three-Color Tessellation Using Diconcave Octagons

Three-Color Tessellation: A Modification of the Tiling of the Plane with Regular Hexagons

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Three-Color Tessellation:  A Modification of the Tiling of the Plane with Regular Hexagons

In each case, modifications along hexagon-edges were made using equilateral triangles. Every segment in this tessellation has equal length, also, which required trisection of the original hexagons’ sides.