Use the Gauss-Seidel method to solve the following equations that contain terms that are often found in power flow equations.

\[
\begin{gathered}
x_{1}=(1 /(-20 j)) *\left[(-1+0.5 j) /\left(x_{1}ight)^{*}-(j 10) * x_{2}-(j 10)ight] \\
x_{2}=(1 /(-20 j)) *\left[(-3+j) /\left(x_{2}ight)^{*}-(j 10) * x_{1}-(j 10)ight]
\end{gathered}
\]

Use an initial estimate of \(x_{1}(0)=1\) and \(x_{2}(0)=1\), and a stopping of \(\varepsilon=0.05\).