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 \(f(0),f(1),f(2),\ldots,f(999)\)?
(第十八届AIME1 2000 第12题)