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De Bruijn Polyominoes
We introduce the notion of de Bruijn polyominoes, which generalizes the notions of de Bruijn sequences and arrays. Given a polyomino $p$ and a positive integer $n$, a $(p,n)$-de Bruijn polyomino is a colored polyomino $P$ with cells colored from $\{1,...,n\}$ such that every possible coloring of $p$
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