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(x4)4x4=(x4)4x4\large {\left(\sqrt[4]{x}\right)}^{4x^4} = {\left(x^4\right)}^{4\sqrt[4]{x}}(4x)4x4=(x4)44x
Find the real value of xxx that satisfies the equation above.
If the answer is of the form a×b15,a × \sqrt[15]{b},a×15b, then submit the value of a+b.a + b.a+b.
Note: Here, x≠0,1x \neq 0,1x=0,1.
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