因log2^3<4,且log2^16=4,故f(log2^3)=f(log2^3+1)=f(log2^6)=f(log2^6+1)=f(log2^12)=f(log2^12+1)=f(log2^24),由于log2^24>4,故f(log2^24)=2^(log2^24)=24
f(X)=f(x+1),x4,则f(log2^3)=?
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