Magic Charms of Pentagons
thingiverse
A charm or amulet made from 5 irregular but identical pentagons arranged in a circle. The vertices are consecutively numbered and the sums of the numbers at the vertices at each of the 5 pentagrams are the same. They could be used to decorate birthday or anniversary cards and cakes. Eighteen of the charms are numbered from 1 through 16 and have sums which vary from 34 through 51. However, while remaining consecutive, the numbers at the vertices can be changed to produces sums from 0 to 100. Instructions are given in the openSCAD code. Ten examples are given here, sums are 0, 34, 37, 41, 43, 44, 48, 50, 51 and 100. Many others can be generated with the openSCAD code.
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