guy wrote:First step is to truncate a great rhombicuboctahedron to create a 50-sided "core" solid. Can Stella do that easily?
The one described on wiki truncates the RCO leaving octagons and hexagons. This model doesn't appear to have 8- or 6-sided peaks. But you could instead truncate all the way back to the edges' midpoints. One way to do that in Stella is to add the RCO to its dual and then take the convex core. Actually this seems to produce something very close to the original photo. See below.
Next step is to stellate the core.
You mean augment the core? I notice the wiki page makes the same mistake, referring to one start as a "great stellated" RCO, but it's faces do not lie in the RCO's facial planes, so it's not a stellation. Maybe I'll fix that and see who notices.
For my model below, I set the radius of the RCO to 1, then augmented each face type in turn with pyramids, with "Pyramid height" set to "Height = 1" and a scale of 3 for the squares, and 2 for the other faces. Tweak those scales for different results.
I'm not aware of any rules about how pointy Moravian stars should be, ie the height of the points. Being used as decorations I imagine there's not too many guidelines.
pollyhendra wrote:Sorry about photos. Hope these help.
These are photos of a different model, with only 26 points rather than 50. To make these ones, skip the truncation step. Just augment the faces of an RCO directly. See below. This time I used what is probably a more likely method: set the original edge length of the RCO to 1, and augment with pyramids with "New Edge Lengths = 1" and a scale of 4 for the squares and 3 for the triangles.
