Wednesday, 29 December 2010





So coil the string up to make a 5-sided shape as shown and make 12. Then put them together either dished-side-in (to make a dodecahedron) or dished-side-out (to make an icosahedron). They should join square ball-to-ball; if they misjoin ball-to-space-between-balls then one of them is dished the wrong way. Then just disassemble and flip one though itself, turn it over and reassemble. For the icosahedron put a single ball in the hole in the middle of each pentagon after assembly.

The icosahedron has pretty flat sides whereas the dodecahedron is hollowed - but still looks good! Obviously the icosahedron has 12 vertices to the dodecahedron's 12 sides - but I am sure you knew that!

Mag Ball dodecagedron/Icosahedron



A Christmas play!

These two shapes are easy and closely-related. Basically you should make up 12 pentagonal sides by coiling a string, see below. These will be dished rather than flat (spheres do not pack into pentagons in the plane!) and should all be dished the same way in relation to the string.