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Closed loop on a dodecahedron Question
Place a tile on each face of a regular dodecahedron so that the arcs on the tiles form a single closed loop.
You may rotate the tiles provided they align with the pentagonal faces of the dodecahedron.
There are 12 identical tiles:
Here is a net of a dodecahedron to arrange the tiles on:
Printing
Each image can be opened in a separate tab (which will display the tiles at exactly the right size to place on the net) to allow printing so you can experiment or photograph your solution.

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