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Merge pull request #4357 from lollospadalaser/patch-2
Update apio-11-TableColoring.mdx
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solutions/silver/apio-11-TableColoring.mdx

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@@ -32,7 +32,7 @@ for all $x, y > 1$.
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After analysing this recurrence, we find that we actually have
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$$
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c(x, y) = \lnot (c(0, 0) \oplus c(0, y) \oplus c(x, 0) \oplus ((x \cdot y) \% 2))
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c(x, y) = (c(0, 0) \oplus c(0, y) \oplus c(x, 0) \oplus ((x \cdot y) \% 2))
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$$
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I made a

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