if inequality makes it difficult make it easy.

Algebra Level 2

It is given that f(x) is a function defined on R, satisfying f(1) = 1, and for any x € R,

\[f(x+5) \geq f(x)+5 \] \[f(x+1) \leq f(x)+1 \]

Find f (2002)+1-2002

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