Let `f(x)=9^x/(9^x+3)` then find the value of `f(1/2006)+f(2/2006)+f(3/2006)+...+f(2005/2006)`

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If f(x) =`9^x/(9^x+3)` then `f(1/1996) +f(2/1996) +...+f(1995/1996)=` If f(x) =`9^x/(9^x+3)` then `f(1/1996) +f(2/1996) +...+f(1995/1996)=`