Assume all the alphabets from $a$ to $z$ are assigned the values of their respective positions:
$\begin{aligned}
a &= 1 \\ b &= 2 \\ c &= 3 \\ &\vdots \\ z &= 26.
\end{aligned}$
Find the value of
$(x - a)(x - b)(x - c)(x - d)\cdots(x - z).$

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