Abstract

We prove that for any odd [Formula: see text], the [Formula: see text]-palette number of any effectively [Formula: see text]-colorable [Formula: see text]-bridge knot is equal to [Formula: see text]. Namely, there is an effectively [Formula: see text]-colored diagram of the [Formula: see text]-bridge knot such that the number of distinct colors that appeared in the diagram is exactly equal to [Formula: see text].

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