Thanks!

This is a picture of my model of the dual of the other one, derived from the snub dodecahedron:



It is made of one kind of crossed hexagons

Ulrich

I made a similar model where the top vertices of the pentagrammic pyramids are pointing towards the center:



I glued the model with UHU hart, no threads were needed.

Ulrich

This is my model of Robert's facetted snub cube:



I call it "24 scalars".

Ulrich

Very nice model! It reminds me of a lamp Hans Schepker built, see:
http://glassgeometry.com/DesertColors/s ... CN2525.htm

Ulrich

If the lateral pentagons are regular and their edge length is 1, Stella tells me that the other edge length is 4.69217462142686, the acute angle is 29.8878°:

http://i254.photobucket.com/albums/hh82/Heinzzweidrei/gilson_penta.jpg

metric data:
28 facelets, of 2 types; 70 edgelets; 44 vertices, of ...

Robert wrote: maybe someone can tell me what would be needed from Stella's net-printing in order to make use of these devices.

They wanted a .cdr-file which I got by importing and elaborating into Corel Draw a pdf-print from stella's stellation diagram.
This is not that easy like it sounds ...

I had a professional laser cutting service cut one of my patterns from rather thick paper (150 g/m²) and the result was really great! Very neat cutting of rather complicated star patterns, and the folding edges scored.

Ulrich

By the way, the same thing doesn't work with the snub dodecahedron, in case anyone was wondering, because the edges placed diagonally across the pentagons leave a pentagrammic hole to fill, where as those across the square faces of the snub cube meet others to close the shape.

But at least that ...

Hi,
I am trying to make a compound but am unable to find the procedure. I have a faceted tetrahedra that I want to make into a compound 5. Thanks for any help.

You put the faceted tetrahedron into memory 1. Then you select the tetrahedron from the platonics and add the model from memory 1 by ...

Here you find a pdf-file with a description how they can be made:

http://www.polyedergarten.de/Constructi ... _rings.pdf

Ulrich

You find it here:

http://www.polyedergarten.de/stellated_icosa_15.stel

Ulrich

In the case of the coplanar pairs of faces of my five-octahedra-compound I always chose one "dominating" face, which defines the colour of the common area. In my Small Snub Icosicosidodecahedron, the common areas of the overlapping triangles are coloured red, while the outer parts are yellow resp ...

Peter Kane wrote:Ulrich,

These are lovely. I wish I had your eye for colour.

Pete K

Peter,

thanks! But it is stella that does the colouring automatically.

Ulrich

Nice idea! With less symmetric shapes it can be extended to any complexity. But that would call for an electronic version.

Ulrich

I would need six colours for the pentagrams and pentagons, another ten colours for the icosahedral triangles. Would I get away with the standard five colours for the snub triangles (as if they were a hexecontahedron), or would the intersecting faces prevent that from working?

Using the system ...