Can finite sequence of $\pi$ starting from first digit of $\pi$ $3$ be palindromic?

Question

To clarify my question consider the following transcendental number:

$5.123215314159...=5.123215+\pi\cdot10^{-7}$
note that :finite sequence starting from first digit $5$ that is palindromic is $5123215$ .

what about $\pi$?

My reason behind this question is curiosity, loving number $\pi$ , and contemplating number $\pi$ .