pavages de Wang
Un rectangle doit être formé avec les tuiles proposées.
Chaque côté de ce rectangle doit avoir la même couleur.
Les tuiles peuvent être accolées à d’autres tuiles en respectant la même couleur sur les côtés adjacents.
Exemples :
![](data:image/png;base64,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)
A vous de créer d'autres rectangles avec des dimensions différentes...