Yes. I saw that Wiki had something too, after mailing of course. +https://en.wikipedia.org/wiki/Cube
All eleven could be enumerated by different boolean arrays, such as >1 1 1; 0 1 0; 0 1 0; 0 1 0 (or 7 2 2 2?) for the T, and >0 1; 0 1;1 1; 1; 1 (or 1 1 3 2 2?) for the one 5x2 pattern. The shape of the boolean would determine the shape of your "plan" noun, usually 4x3 or 3x4, sometimes 5x2 or 2x5. I don't see how to neatly specify which corners are ABCD EFGH for my colouring scheme! Perhaps the "first" 1 could be regarded as FRONT or ABCD; then BACK is easily deduced, though we still don't know the position of AB. Time for bed! Mike On 25/06/2015 23:33, Raul Miller wrote:
http://www.abdulbaki.org/Unfolding_A_Cube.html has 10 ways of unfolding a cube which fit in a 4x3 (or 3x4) array. (And an 11th which does not.)
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