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Creative Commons Attribution 3.0 License.
Creative Commons Attribution 3.0 License.
Details
Submitted: December 21, 2007
File Size: 2.9 MB
Image Size: 35.1 KB
Resolution: 280×256
Comments: 11
Favourites & Collections: 9 [who?]
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Total: 514
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Submitted: December 21, 2007
File Size: 2.9 MB
Image Size: 35.1 KB
Resolution: 280×256
Comments: 11
Favourites & Collections: 9 [who?]
Views
Total: 514
Today: 0
Downloads
Total: 19
Today: 0
Embed
Thumb
Artist's Comments
An animated hexagonal tiling of a curious shape.
A brief description of the elemental shape, including a GIF animation of a single element. Modeled and rendered with Space Software.
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There are no restrictions on use of this image. Claiming to be the originator or owner, explicitly or implicitly, is bad karma. A link (if appropriate), a note to dow@uoregon.edu, and credit are appreciated but not required.
A brief description of the elemental shape, including a GIF animation of a single element. Modeled and rendered with Space Software.
----------------------
There are no restrictions on use of this image. Claiming to be the originator or owner, explicitly or implicitly, is bad karma. A link (if appropriate), a note to dow@uoregon.edu, and credit are appreciated but not required.
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Comments
I like trying to find the hexagon in each sequence.
Wonderful, lots of secondary designs. Neat.
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~catalans in dA - visit my gallery
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Maths is NOT boring, philistines!
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Please do check out my -
~~↓
Direct link to My GALLERY !
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NOW NO SWIMS ON MON
The Exquisite Corpse
The Surreal Arts
Hop's Gallery
Imagine any chiral shape in 2-D, and its enantiomorph (a copy that is mirrored), perhaps a left and right swastika. Stretch both in the third dimension, just a bit to give them depth. Now stack them and glue together. This new 3-D shape is not chiral, because a 180 degree rotation is a symmetry, bringing one half into the other. This works for any 2-D chiral object. A 180 degree rotation through a third dimension is equivalent to a mirror in 2-D.
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