This is a 'dual' of both a dodecahedron (stained dark) and an icosahedron (clear coated). They are duals mathematically, because they relate to each other 'one to one' in the number of edges, and they relate as compliments to the number of planes to number of vertices.
This is one of the more difficult pieces to make, because each has 2 different lengths. In fact their exact relation to each other is the 'golden ratio' which is really big all throughout nature. Each of the wood pieces is cut just halfway thru so they snug fit like Lincoln Logs. The 3 way compound miters on the dodecahedron are different than the 5 way compound miters on the icosahedron.
This bring back childhood memories...Building dodecahedrons with colored cristal paper, to put on the lamps for chrismas. I loved them, I considered them a bit improvement over the ugly yellow globes of glass...But my parents doesnt allowed them to stay, because of heat and also it dimmed the light a lot. Even in carboardit vas not so easy for me ! I am totally impressed with your wood work complexity.
I have seen so many of those, even in colored oragami, some very beautiful pieces. I actually think paper would frustrate me more than wood mainly because the wood pieces will each hold the same angle (right or wrong, but they are always consistant with each other) where paper would always have just enough error from angle to angle. Im so glad you got to find my pieces in wood here on DA -Ron
Hehe, well yer I can imagine that building such things requires a good deal more patience than I was blessed with, so I'm thoroughly impressed that you have the patience and ability
Even in carboardit vas not so easy for me ! I am totally impressed with your wood work complexity.
-Ron