Situation of chaos ? #2

To simplify exponents, we do each exponent from top to bottom.

On the L.H.S., we can turn the $0$ and all the exponents after it into a $0$ . Then we have $2^{0} = 1$ . So now our L.H.S. expression is $2^{3^{2^{3}}}$ . As for the R.H.S., we'll get rid of brackets first, so our R.H.S. expression is $2^{9^{3^{2^{0^{2^{3}}}}}}$ . We can apply the process done on the L.H.S., so we get $2^{9^{3}}$ .

L.H.S.: $2^{3^{2^{3}}} = 2^{3^{8}} = 2^{6561}$

R.H.S.: $2^{9^{3}} = 2^{729}$

The two sides are not equal.