Let \(f(x, y)\) return the number of places a knight can move to (in one move) on a standard \(8\times8\) chess board from the given \((x, y)\) position. What is the sum of \(f(x, y)\) for all \(x\) and \(y\)?

###### Inspired by Bob Seger's "Night Moves".

Here are some explicit examples:

- \(f(0, 0) = 2\), \(f(5, 3) = 8\), \(f(7, 7) = 2\).

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