|←||037 - Spin Shenanigans||038 - Pattern Pending||039 - A Hat of Tiles||→|
A schoolteacher called a bright pupil up to the front of the class and asked him this:
"Do you see these five patterns? Each one is made using two paper L shapes. None are rotations or mirrored versions of any other, yet they all have something in common. Using these two L shapes, can you make another pattern that shares the common feature of the other five?"
Move and rotate the pieces to form a sixth pattern that shares the common feature.
They're all fine examples of an unfolded cube! That's why this pattern would work even if it was mirrored.
|Professor Layton and the Miracle MaskPuzzles in|
To be added
|Puzzle Index: CV · DB · UF · LS · MM · AL · VS|
A big thanks to http://www.youtube.com/user/LaytonKyouju