In [1] Dyson proves the following theorem: Let f:S 2-+R be a real valued continuous function (map) defined on the unit sphere S 2. Then there are four points on S 2 forming the vertices of a square with centre the origin 0 such that f takes the same
@ivor@revk And I still do. A little bundle of 3: one or two to stabilise the table and then put the 3rd on top of the table to remind myself to retrieve said wedges when I leave