\begin{algorithmic}

\newcommand{\MREsi}{$MRE's_i$}
\newcommand{\MREsj}{$MRE's_j$}

\STATE $win_i = 0$,$tie_i = 0$, $loss_i = 0$
\STATE $win_j = 0$,$tie_j = 0$, $loss_j = 0$
\IF {WILCOXON(\MREsi,\MREsj) says they are the same}
	\STATE $tie_i = tie_i + 1$
	\STATE $tie_j = tie_j + 1$
\ELSE
	\IF {median(\MREsi) < median(\MREsj)}
	\STATE $win_i = win_i + 1$
	\STATE $loss_j = loss_j + 1$
	\ELSE
	\STATE $win_j = win_j + 1$
	\STATE $loss_i = loss_i + 1$
	\ENDIF
\ENDIF
\end{algorithmic}