# That's it?

Algebra Level 4

Given a function $$f$$ for which $f(x) = f(398 - x) = f(2158 - x) = f(3214 - x)$ holds for all real $$x$$, what is the largest number of different values that can appear in the list $$f(0),f(1),f(2),\ldots,f(999)?$$

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