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Colours rearranged on a proportional Twist Cubies run counter to the physical twist.
The Counter Twist is a simple colour-mod of a proportional Twist Cubies [Frank Schwartz, Eitan Cher] so that the stripes of colour run counter to the physical shape of the twist and over two of the diagonal straight edges.
This example is achieved by razor-saw cutting the centres and half of the corners diagonally on a stickerless example and rearranging the pieces. A similar effect should be possible with stickers on a single-coloured example.
The core puzzle remains a 3x3x3 and this mod does not affect the complexity of the solve.
Edge length: 57 mm
Height: 57 mm
Edge length (diagonal): sqrt(57^2 + 57^2) mm
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Contributors
Thank you to the following people for their assistance in helping collect the information on this page: Mark Lodge.
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