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\begin{tabular}{clcccccccc} 
\multicolumn{10}{l}{Table 4. Estimates of Size for Nominal $\alpha$ = 0.05 Tests 
for Data} \\
\multicolumn{10}{l}{from the Dirichlet-Multinomial ($\rho$) Distribution for $q$ = 8} 
 \\ [.02in] \hline \hline
 & & \multicolumn{2}{c}{ $\rho$ = 0.0 } && \multicolumn{2}{c}{ $\rho$ = 0.2 } && \multicolumn{2}{c}{ $\rho$ = 0.8 } \\ \cline{3-4} \cline{6-7} \cline{9-10}
  Alternative & $n_{hik}$ = & 4 & 4-8 && 4 & 4-8 && 4 & 4-8 \\ \hline
              & $T_{CMH}$ & .041 & .038 && .118 & .206 && .310 & .436 \\ 
     Linear   & $T_{EL}$   & .039 & .040 && .037 & .044 && .052 & .045 \\
 Trend          & $T_{P}$   & .046 & .038   && .046 & .065 && .058 & .053 \\ 
            & $T_{U}$   & .048 & .039  && .046 & .064 && .061 & .054 \\  \cline{1-10}
           & $T_{CMH}$ & .042 & .041   && .149 & .278 && .420 & .640 \\ 
     Mean  & $T_{EL}$   & .035 & .024&& .031 & .026 && .027 & .023 \\ 
  Differ    & $T_{P}$   & .040 & .039  && .052 & .056 && .055 & .048 \\ 
            & $T_{U}$   & .043 & .044  && .055 & .059 && .060 & .053 \\ \cline{1-10}
      & $T_{CMH}$ & .048 & .042 && .193 & .380 && .589 & .820 \\ 
General  & $T_{EL}$   & .019 & .019 && .011 & .017 && .017 & .016 \\ 
 Association  & $T_{P}$   & .045 & .039 && .045 & .055 && .051 & .044 \\ 
           & $T_{U}$   & .058 & .048 && .050 & .062 && .061 & .055 \\ \hline\hline
\\ [-.15in]
\multicolumn{10}{l}{$T_{EL}$: $(q-df)/(df(q-1))T_{EL}$ is compared to an $F(df,q-df)$} \\
\multicolumn{10}{l}{distribution.} \\
\end{tabular}
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