\hspace{-16}$If $\bf{f(1)=1}$ and $\bf{f(x+5) > f(x) +5 f(x+1) < f(x) + 1}$\\\\ and $\bf{g(x)=f(x)-x+1}$.Then $\bf{g(2012)}$ is
f(x) + 5f(x+1) <f(x)+1
f(x+1) < 1/5
but f(1)=1
how is it possible?
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