The problem of finding the configuration of n points on a sphere that maximize the minimal distance, or equivalently, finding the location of n non-intersecting circles on a sphere with maximal radius, is known as the Tammes problem. This problem is named after the botanist L. Tammes who studied the distribution of pores on pollen grains in 1930. Explicit solutions are known only for a limited number of points. Through enumerating possible vertex locations, Michi searched for solutions and verified them with Laszlo Hars’ numerical results. Surprisingly, the vertices of two platonic solids, namely the cube and dodecahedron, are not necessarily arranged in an optimal way. The short film “Kugeln um Kugel“ shows constructions of the optimal configurations for n = 1 to n = 20. The conversions of the cube, dodecahedron, and cuboctahedron to the optimal configurations are visualized. The music was developed in the project Megaboom – a remix of the track “Allkugeltrain” by Rio.