Category:Related sets of 3-bit Walsh permutations; orthographic projections; JF

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There are 252 different orthographic projections of the transformed cubes in ...transform; JF.

They form 63 groups of four, that look similar. Within such a group, each image has a reflection at the antidiagonal and an image with the same outline.
Below is an example of such a group of four. Here is a complete list: v:3-bit Walsh permutation/ortho


Some images also have horizontally or vertically mirrored equivalents. And a few have all eight rotations and reflections in the symmetry group of the square.

The cube appears in 19 shapes in the orthographic projections, which have 17 different outlines. (There are two projections within each hexagonal outline.)
The links below lead to the category for each of these outlines:

square
rect v and h
hex 1 (1a and 1b)
hex 2 (2b and 2a)
par simple 1v and 1h
par long 1v and 1h
par wide 1v and 1h
par simple 2v and 2h
par long 2v and 2h
par wide 2v and 2h

These images have been raytraced with POV-Ray. The colors have then been flattened with ImageMagick using a colormap.

Pages in category "Related sets of 3-bit Walsh permutations; orthographic projections; JF"

The following 3 pages are in this category, out of 3 total.