A tatami tiling is a tiling of 1x1 squares and 1x2 rectangles such that no four tiles meet at any point.
Find a tatami tiling of a 5x5 square such that there are five 1x1 tiles, five horizontal 1x2 tiles, and five vertical 2x1 tiles.
SHHVS
HHVVS
SVVHH
VVHHV
VHHSV
sorry but I'm using my phone. Note the two squares touching.
I like this puzzle so much I'm making it with my schools 3D printer. Peices will have corners that exclude 4 at a corner and have ridges that force H or V.
I have an excuse. I'm in bed with the flu. My solution is the same as Charlie's. It's just a reflection.
Edited on March 29, 2016, 7:26 pm
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Posted by Jer
on 2016-03-29 19:23:21 |