Since I first discovered the Pentominoes when I was about 14 years old I have been fascinated by them. I have made at least ten sets for various people from various materials over the years but this one has always been my favourite since I made it in about 1999.
The set is every possible 2d arrangement of five squares giving the 12 pieces below: They have many strange and varied 2d and 3d properties but I thought I would re-polish my skills exploring this one: The shape of every piece can be made triple it's size from nine of the OTHER pieces.
So expect the some B+W photos of my chaotic desk with each of the twelve pieces and the time it took me to solve them (difficulties vary greatly from piece to piece).
Thursday, August 11, 2011
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