  In this work we show how to perform a rapid computation of the Voigt/complex
error over a single domain by vectorized interpolation. This approach enables
us to cover the entire set of the parameters $x,y \in \mathbb{R}$ required for
the HITRAN-based spectroscopic applications. The computational test reveals
that within domains $x\in\left[0,15\right]\cap y\in\left[10^{-8},15\right]$ and
$x\in\left[0,50000\right]\cap y\geq 10^{-8}$ our algorithmic implementation is
faster in computation by factors of about $8$ and $3$, respectively, as
compared to the fastest known C/C++ code for the Voigt/complex error function.
A rapid MATLAB code is presented.
