\begin{tabular}{|r|r|r|r|r|}
\hline
\textbf{$s_x$}&\textbf{$s_y$}&\textbf{$k^{*}$}&\textbf{$\Delta k$}&\textbf{$m_\text{u}$}\\\hline
$0$&$0$&$1$&$0$&$1$\\
\hline
$2$&$0$&$2$&$0$&$1$\\
$$&$2$&$4$&$0$&$1$\\
\hline
$4$&$0$&$3$&$0$&$1$\\
$$&$2$&$6$&$0$&$1$\\
$$&$4$&$8$&$0$&$1$\\
\hline
$6$&$0$&$4$&$0$&$1$\\
$$&$2$&$8$&$0$&$1$\\
$$&$4$&$10$&$0$&$1$\\
$$&$6$&$12$&$0$&$1$\\
\hline
$8$&$0$&$4$&$-1$&$1$\\
$$&$2$&$8$&$-2$&$1$\\
$$&$4$&$11$&$-1$&$1$\\
$$&$6$&$14$&$0$&$3$\\
$$&$8$&$16$&$0$&$5$\\
\hline
$10$&$0$&$5$&$-1$&$1$\\
$$&$2$&$10$&$-2$&$2$\\
$$&$4$&$13$&$-1$&$1$\\
$$&$6$&$16$&$0$&$4$\\
$$&$8$&$18$&$0$&$6$\\
$$&$10$&$20$&$0$&$4$\\
\hline
$12$&$0$&$5$&$-2$&$1$\\
$$&$2$&$10$&$-4$&$1$\\
$$&$4$&$14$&$-2$&$2$\\
$$&$6$&$18$&$0$&$14$\\
$$&$8$&$19$&$-1$&$1$\\
$$&$10$&$22$&$0$&$14$\\
$$&$12$&$24$&$0$&$16$\\
\hline
$14$&$0$&$6$&$-2$&$3$\\
$$&$2$&$12$&$-4$&$7$\\
$$&$4$&$16$&$-2$&$15$\\
$$&$6$&$20$&$0$&$91$\\
$$&$8$&$22$&$0$&$47$\\
$$&$10$&$24$&$0$&$30$\\
$$&$12$&$26$&$0$&$37$\\
\hline
\end{tabular}
\begin{tabular}{|r|r|r|r|r|}
\hline
\textbf{$s_x$}&\textbf{$s_y$}&\textbf{$k^{*}$}&\textbf{$\Delta k$}&\textbf{$m_\text{u}$}\\\hline
$14$&$14$&$28$&$0$&$28$\\
\hline
$16$&$0$&$6$&$-3$&$1$\\
$$&$2$&$12$&$-6$&$1$\\
$$&$4$&$16$&$-4$&$1$\\
$$&$6$&$20$&$-2$&$1$\\
$$&$8$&$22$&$-2$&$1$\\
$$&$10$&$26$&$0$&$74$\\
$$&$12$&$28$&$0$&$86$\\
$$&$14$&$30$&$0$&$156$\\
$$&$16$&$32$&$0$&$72$\\
\hline
$18$&$0$&$7$&$-3$&$4$\\
$$&$2$&$14$&$-6$&$20$\\
$$&$4$&$18$&$-4$&$12$\\
$$&$6$&$22$&$-2$&$17$\\
$$&$8$&$25$&$-1$&$34$\\
$$&$10$&$28$&$0$&$279$\\
$$&$12$&$30$&$0$&$286$\\
$$&$14$&$32$&$0$&$302$\\
$$&$16$&$34$&$0$&$345$\\
$$&$18$&$36$&$0$&$276$\\
\hline
$20$&$0$&$7$&$-4$&$2$\\
$$&$2$&$14$&$-8$&$3$\\
$$&$4$&$18$&$-6$&$1$\\
$$&$6$&$22$&$-4$&$1$\\
$$&$8$&$25$&$-3$&$1$\\
$$&$10$&$29$&$-1$&$1$\\
$$&$12$&$32$&$0$&$1155$\\
$$&$14$&$34$&$0$&$1157$\\
$$&$16$&$36$&$0$&$1202$\\
$$&$18$&$38$&$0$&$1406$\\
$$&$20$&$40$&$0$&$1133$\\
\hline
$22$&$0$&$8$&$-4$&$12$\\
$$&$2$&$16$&$-8$&$113$\\
$$&$4$&$20$&$-6$&$14$\\
$$&$6$&$24$&$-4$&$17$\\
\hline
\end{tabular}
\begin{tabular}{|r|r|r|r|r|}
\hline
\textbf{$s_x$}&\textbf{$s_y$}&\textbf{$k^{*}$}&\textbf{$\Delta k$}&\textbf{$m_\text{u}$}\\\hline
$22$&$8$&$28$&$-2$&$381$\\
$$&$10$&$32$&$0$&$8957$\\
$$&$12$&$34$&$0$&$5585$\\
$$&$14$&$36$&$0$&$5601$\\
$$&$16$&$38$&$0$&$5644$\\
$$&$18$&$40$&$0$&$5850$\\
$$&$20$&$42$&$0$&$6705$\\
$$&$22$&$44$&$0$&$5575$\\
\hline
$24$&$0$&$8$&$-5$&$4$\\
$$&$2$&$16$&$-10$&$10$\\
$$&$4$&$20$&$-8$&$1$\\
$$&$6$&$24$&$-6$&$1$\\
$$&$8$&$28$&$-4$&$16$\\
$$&$10$&$32$&$-2$&$50$\\
$$&$12$&$35$&$-1$&$4$\\
$$&$14$&$38$&$0$&$27132$\\
$$&$16$&$40$&$0$&$27177$\\
$$&$18$&$42$&$0$&$27381$\\
$$&$20$&$44$&$0$&$28238$\\
$$&$22$&$46$&$0$&$32680$\\
$$&$24$&$48$&$0$&$27108$\\
\hline
$26$&$0$&$8$&$-6$&$2$\\
$$&$2$&$16$&$-12$&$2$\\
$$&$4$&$22$&$-8$&$46$\\
$$&$6$&$26$&$-6$&$18$\\
$$&$8$&$30$&$-4$&$302$\\
$$&$10$&$34$&$-2$&$1384$\\
$$&$12$&$36$&$-2$&$4$\\
$$&$14$&$40$&$0$&$159771$\\
$$&$16$&$42$&$0$&$159828$\\
$$&$18$&$44$&$0$&$160019$\\
$$&$20$&$46$&$0$&$160874$\\
$$&$22$&$48$&$0$&$165318$\\
$$&$24$&$50$&$0$&$186849$\\
$$&$26$&$52$&$0$&$159744$\\
\hline
\end{tabular}
