Folding Nets for Some Golden Rhombic Solids
This Demonstration shows nets for some golden rhombic solids. The viewpoint changes as the net closes.
The diagonals of length and in a golden rhombus are in the ratio , where is the golden ratio. The faces of the acute golden rhombohedron, Bilinski dodecahedron, obtuse golden rhombohedron, rhombic icosahedron and rhombic triacontahedron are all golden rhombi . These are the only convex solids that have golden rhombic faces [2, pp. 151–156].
Find more on nets in . For more about nonconvex golden rhombic solids see [4, 5] .
 P. R. Cromwell, Polyhedra, New York: Cambridge University Press, 1997.
 M. Friedman, A History of Folding in Mathematics: Mathematizing the Margins, New York, NY: Springer International Publishing, 2018.
 I. Hafner and T. Zitko. "Introduction to Golden Rhombic Polyhedra." (Feb 18, 2019) www.mi.sanu.ac.rs/vismath/hafner2/IntrodRhombic.html.
 I. Hafner and D. Felda. "Rhombic Polyhedra" (in Slovenian). (Feb 18, 2019) www.logika.si/poliedriCDsl/Zlati_rombski_poliedri.pdf.