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\newcommand{\ep}{\epsilon}
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\large

The renormalization constants and the anomalous dimensions are listed in 
\textsl{Mathematica} files  
\noindent 
\texttt{RenConstSUn.m}  and  \texttt{AnomDimQCDSUn.m}
for the case of $SU(N)$ colour gauge  group. For the physical case of $N=3$ the same 
same stuff is put into the files
\noindent 
\texttt{RenConstQCD.m}  and  \texttt{AnomDimQCD.m}.

\noindent 
Four  files 
\texttt{AnomDimSUn.frm},  \texttt{RenConstSUn.frm}, \texttt{AnomDimQCD.frm} and  \texttt{RenConstQCD.frm} 
contain the  same stuff in the \textsl{Form} format.
\vspace{6mm}

\noindent
Notations are  as follows. 
\vspace{6mm}

\begin{table}[here]
\begin{tabular}{|c|c|c|c|c|c|c|c|c|}
\hline
\texttt{a} & \texttt{ep} & \texttt{nc} & \texttt{nf}  & \texttt{xil} & \texttt{z3} & \texttt{z4}  & \texttt{z5} 
\\ \hline\hline
$h=\frac{g^2}{16 \pi^2}$ & $\ep$ & $N$ & $ n_f$  &  $\xi_L$ & $\zeta_3$ & $\zeta_4$  & $\zeta_5$
\\
\hline
\end{tabular}
\vspace{6mm}




\begin{tabular}{|c|c|c|c|c|c|c|c|}
\hline
\texttt{Zal4} & \texttt{Zml4} & \texttt{Z2l4} & \texttt{Z3l4} & \texttt{Z3ghl4} & \texttt{Z1ccgl4}  & \texttt{Z1qqgl4} 
\\ \hline\hline
$Z_h$ & $Z_m$  & $Z_2$ & $Z_3$ & $Z_3^c$ & $Z_1^{ccg}$  & $Z_1^{\psi\psi g}$ 
\\
\hline
\end{tabular}
\vspace{6mm}




\begin{tabular}{|c|c|c|c|c|c|c|c|c|}
\hline
\texttt{bel4} & \texttt{gml4} & \texttt{gamma2l4} & \texttt{gamma3l4} & \texttt{gamma3ghl4} & \texttt{gamma1ccgl4}  
& \texttt{gamma1qqgl4}& \texttt{gammaggl4Landau} 
\\ \hline\hline
$\beta$ & $\gamma_m$  & $\gamma_2$ & $\gamma_3$ &  $\gamma_3^c$  & $\gamma_1^{ccg}$ & $\gamma_1^{\psi\psi g}$
& $\gamma_{A^2}|_{\xi_L =0}$
\\
\hline
\end{tabular}
\vspace{6mm}

\end{table}






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The strong  coupling constant  $h=\frac{g^2}{16 \pi^2}$  from the paper is
denoted  as \texttt{a}  and we use the  


references added, misprints corrected.