Category:Platonic, Archimedean and Catalan tilings with direction colors
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This category is an image set. It should contain only images that have the same style, and should have a parent category that is purely topical.
The representations of tilings in this set have corresponding elements in the same colors in the same points.
Thy are divided in the [6,3] group family, where red and yellow elements have 6- and 3-fold symmetry,
and the [4,4] group family, where both have 4-fold symmetry. (Blue points always have 2-fold symmetry.)
See: List of Euclidean uniform tilings
Polyhedra in the same design are in Platonic, Archimedean and Catalan solids with direction colors.
| regular (Platonic) | ||
|---|---|---|
  4 |
 6 |
 3 |
| truncated | ||
|---|---|---|
  truncated 4 |
 truncated 6 |
 truncated 3 |
  kis 4 |
 kis 3 |
 kis 6 = 3 |
| rectified | |
|---|---|
 = 4 |
 3-6 |
 = 4 |
 rhombille |
| rhombi | |||
|---|---|---|---|
 = 4 |
 = truncated 4 |
 small rhombi 3-6 |
 great rhombi 3-6 |
 = 4 |
 = kis 4 |
 deltoidal 3-6 |
 kisrhombille |
| snub | |
|---|---|
  snub 4-4 |
  snub 3-6 |
  Cairo pentagonal |
  floret pentagonal |
| non-Wythoffian |
|---|
 elongated triangular |
 prismatic pentagonal |
Subcategories
This category has the following 2 subcategories, out of 2 total.
Pages in category "Platonic, Archimedean and Catalan tilings with direction colors"
This category contains only the following page.