log2x{}_{2}^{x}2x = 2, in index form = x = 22{}^{2}2 = 4
So, logx128{}_{x}^{128}x128 = log4128{}_{4}^{128}4128 = log2227{}_{2^{2}}^{2^{7}}2227 = 72\;\frac{7}{2}27log22{}_{2}^{2}22 = 72\;\frac{7}{2}27