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One out of a series of geometries with 6 axes but at 85 degrees to each other. This one has just one mirror symmetry.
Melty C is the third of a series of four Melted Cube designs proposed by Bram Cohen. Whereas the six axes in a regular Rubik's Cube are at 90 degrees, they are at 85 degrees in the Melted Cubes.
The six axes of Melty C can be described as follows: Take two axes and place them at 85 degrees. Place a third axis that is at 85 degrees with the first two. Place a fourth axis at 85 degrees with the first and third. Place a fifth axis at 85 degrees with the second and third. Place a sixth axis at 85 degrees with the fourth and fifth.
Melty C has only one mirror symmetry.
Edge length: 52-73 mm
Weight: 224 grams
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