\begin{table}%t4
%\centering
\par
  \caption{Optimum width based error estimates for the seven fit
  parameters. The ND entries correspond to error in \vturb\ that reach
  up to the maximum allowed value of \vturb\ and, therefore, are
  formally not defined. See text for details on the calculation of the
  uncertainties in the derived parameters. Units: \teff\ in kK, \logg\
  and \loggc\ in \cmsecsec, \rstar\ in \rsun, \lstar\ in \lsun,
  \vturb\ and \vsini\ in \kmsec, \mdot\ in \msunyr, \Ms\ and \Mev\ in
  \msun\ and \Qnull\ in number of photons per second. Note that
  "NGC'' is omitted from the identifications of the FLAMES targets.
  \label{tab:errors}}
  \begin{tabular}{lcccccllclllc}
  \hline\\[-9pt] \hline \\[-7pt]
  ID & $\Delta$\teff & $\Delta$\loggc & $\Delta$\rstar & $\Delta \log
  \lstar$ & $\Delta$\yhe & \multicolumn{1}{c}{$\Delta$\vturb} &
  \multicolumn{1}{c}{$\Delta$\vsini} &
  $\log \Delta$\mdot & \multicolumn{1}{c}{$\Delta$$\beta$} &
  \multicolumn{1}{c}{$\Delta$\Ms} & \multicolumn{1}{c}{$\Delta$\Mev} & $\Delta \log \Qnull$ \\[1pt]
%  & [kK] & [\cmsecsec] & [\rsun] & [\lsun] &  &
%  \multicolumn{1}{c}{[\kmsec]} & \multicolumn{1}{c}{[\kmsec]} & [\msunyr] &
%  & \multicolumn{1}{c}{[\msun]} & \multicolumn{1}{c}{[\msun]} & [s$^{-1}$] \\[1pt]
 \hline \\[-9pt]
346-001 & $^{\rm -0.6}_{+0.6}$ & $^{\rm -0.12}_{+0.17}$ & $\pm$2.0 & $\pm$0.06 & $^{\rm -0.03}_{+0.06}$ & \hspace{6pt}$^{\rm -2.8}_{\rm+ND}$  & \hspace{10pt}$^{\rm -9}_{+15}$  & $^{\rm -0.04}_{+0.05}$  & $^{\rm -0.09}_{+0.06}$ & \hspace{4pt}$^{\rm -19}_{+35}$ & \hspace{4pt}$^{\rm -6}_{+6}$    & $^{\rm -0.17}_{+0.16}$ \\[3.5pt]
346-007 & $^{\rm -0.7}_{+1.5}$ & $^{\rm -0.04}_{+0.08}$ & $\pm$0.7 & $\pm$0.08 & $^{\rm -0.01}_{+0.01}$ & \hspace{6pt}$^{\rm -8.7}_{+4.7}$    & \hspace{10pt}$^{\rm -13}_{+10}$  & $^{\rm -1.30}_{+0.23}$  & $-$ & \hspace{4pt}$^{\rm -4}_{+8}$ & \hspace{4pt}$^{\rm -3}_{+5}$                    & $^{\rm -0.12}_{+0.20}$ \\[3.5pt]
346-010 & $^{\rm -1.0}_{+1.3}$ & $^{\rm -0.08}_{+0.13}$ & $\pm$0.7 & $\pm$0.09 & $^{\rm -0.03}_{+0.04}$ & \hspace{6pt}$^{\rm -7.6}_{\rm+ND}$  & \hspace{10pt}$^{\rm -23}_{+27}$  & $^{\rm -0.14}_{+0.09}$  & $-$ & \hspace{4pt}$^{\rm -3}_{+6}$ & \hspace{4pt}$^{\rm -3}_{+3}$                    & $^{\rm -0.23}_{+0.30}$ \\[3.5pt]
346-012 & $^{\rm -0.5}_{+0.8}$ & $^{\rm -0.05}_{+0.10}$ & $\pm$0.8 & $\pm$0.08 & $^{\rm -0.01}_{+0.01}$ & \hspace{6pt}$^{\rm -1.3}_{+1.9}$    & \hspace{10pt}$^{\rm -4}_{+4}$  & $^{\rm -0.20}_{+0.52}$  & $^{\rm -0.03}_{+0.41}$ & \hspace{4pt}$^{\rm -2}_{+4}$ & \hspace{4pt}$^{\rm -1}_{+1}$       & $^{\rm -0.15}_{+0.20}$ \\[3.5pt]
346-018 & $^{\rm -1.3}_{+1.1}$ & $^{\rm -0.14}_{+0.15}$ & $\pm$0.8 & $\pm$0.09 & $^{\rm -0.03}_{+0.05}$ & \hspace{6pt}$^{\rm -0.0}_{+10.5}$   & \hspace{10pt}$^{\rm -30}_{+38}$  & $^{\rm -1.60}_{+0.56}$  & $-$ & \hspace{4pt}$^{\rm -3}_{+4}$ & \hspace{4pt}$^{\rm -2}_{+3}$                    & $^{\rm -0.29}_{+0.25}$ \\[3.5pt]
346-022 & $^{\rm -0.8}_{+0.9}$ & $^{\rm -0.16}_{+0.20}$ & $\pm$0.5 & $\pm$0.07 & $^{\rm -0.01}_{+0.04}$ & \hspace{6pt}$^{\rm -8.4}_{+5.2}$    & \hspace{10pt}$^{\rm -9}_{+11}$  & $^{\rm -1.27}_{+0.50}$  & $-$ & \hspace{4pt}$^{\rm -10}_{+19}$ & \hspace{4pt}$^{\rm -1}_{+2}$                   & $^{\rm -0.13}_{+0.15}$ \\[3.5pt]
346-025 & $^{\rm -0.8}_{+1.2}$ & $^{\rm -0.08}_{+0.24}$ & $\pm$0.5 & $\pm$0.08 & $^{\rm -0.02}_{+0.03}$ & \hspace{6pt}$^{\rm -6.1}_{+8.3}$    & \hspace{10pt}$^{\rm -14}_{+17}$  & $^{\rm -1.39}_{+0.41}$  & $-$ & \hspace{4pt}$^{\rm -5}_{+17}$ & \hspace{4pt}$^{\rm -2}_{+2}$                   & $^{\rm -0.13}_{+0.17}$ \\[3.5pt]
346-026 & $^{\rm -1.2}_{+0.4}$ & $^{\rm -0.17}_{+0.05}$ & $\pm$0.6 & $\pm$0.09 & $^{\rm -0.01}_{+0.03}$ & \hspace{6pt}$^{\rm -3.1}_{+4.4}$    & \hspace{10pt}$^{\rm -5}_{+9}$  & $^{\rm -1.35}_{+0.27}$  & $-$ & \hspace{4pt}$^{\rm -6}_{+3}$ & \hspace{4pt}$^{\rm -2}_{+2}$                      & $^{\rm -0.28}_{+0.13}$ \\[3.5pt]
346-028 & $^{\rm -1.4}_{+1.1}$ & $^{\rm -0.12}_{+0.17}$ & $\pm$0.4 & $\pm$0.08 & $^{\rm -0.05}_{+0.04}$ & \hspace{6pt}$^{\rm -8.7}_{+6.1}$    & \hspace{10pt}$^{\rm -13}_{+12}$  & $^{\rm -1.40}_{+0.44}$  & $-$ & \hspace{4pt}$^{\rm -4}_{+7}$ & \hspace{4pt}$^{\rm -3}_{+3}$                    & $^{\rm -0.19}_{+0.16}$ \\[3.5pt]
346-031 & $^{\rm -1.4}_{+1.2}$ & $^{\rm -0.18}_{+0.24}$ & $\pm$0.5 & $\pm$0.08 & $^{\rm -0.04}_{+0.06}$ & \hspace{6pt}$^{\rm -3.7}_{+6.3}$    & \hspace{10pt}$^{\rm -9}_{+10}$  & $^{\rm -1.70}_{+0.63}$  & $-$ & \hspace{4pt}$^{\rm -6}_{+12}$ & \hspace{4pt}$^{\rm -3}_{+3}$                    & $^{\rm -0.18}_{+0.17}$ \\[3.5pt]
346-033 & $^{\rm -0.8}_{+1.6}$ & $^{\rm -0.16}_{+0.16}$ & $\pm$0.5 & $\pm$0.09 & $^{\rm -0.01}_{+0.02}$ & \hspace{6pt}$^{\rm -9.8}_{\rm+ND}$  & \hspace{10pt}$^{\rm -26}_{+35}$  & $^{\rm -0.23}_{+0.15}$  & $-$ & \hspace{4pt}$^{\rm -14}_{+21}$ & \hspace{4pt}$^{\rm -3}_{+3}$                  & $^{\rm -0.13}_{+0.20}$ \\[3.5pt]
346-046 & $^{\rm -1.8}_{+1.7}$ & $^{\rm -0.29}_{+0.23}$ & $\pm$0.4 & $\pm$0.10 & $^{\rm -0.03}_{+0.06}$ & \hspace{6pt}$^{\rm -13.0}_{\rm+ND}$ & \hspace{10pt}$^{\rm -27}_{+45}$  & $^{\rm -1.00}_{+0.42}$  & $-$ & \hspace{4pt}$^{\rm -8}_{+11}$ & \hspace{4pt}$^{\rm -2}_{+3}$                   & $^{\rm -0.22}_{+0.21}$ \\[3.5pt]
346-050 & $^{\rm -1.0}_{+1.3}$ & $^{\rm -0.21}_{+0.20}$ & $\pm$0.4 & $\pm$0.08 & $^{\rm -0.03}_{+0.05}$ & \hspace{6pt}$^{\rm -10.0}_{\rm+ND}$ & \hspace{10pt}$^{\rm -31}_{+33}$  & $^{\rm -1.85}_{+0.46}$  & $-$ & \hspace{4pt}$^{\rm -6}_{+9}$ & \hspace{4pt}$^{\rm -1}_{+2}$                    & $^{\rm -0.15}_{+0.18}$ \\[3.5pt]
346-051 & $^{\rm -1.6}_{+0.9}$ & $^{\rm -0.24}_{+0.17}$ & $\pm$0.4 & $\pm$0.09 & $^{\rm -0.02}_{+0.04}$ & \hspace{6pt}$^{\rm -6.6}_{+6.4}$    & \hspace{10pt}$^{\rm -9}_{+14}$  & $^{\rm -1.48}_{+0.31}$  & $-$ & \hspace{4pt}$^{\rm -9}_{+11}$ & \hspace{4pt}$^{\rm -3}_{+3}$                    & $^{\rm -0.20}_{+0.15}$ \\[3.5pt]
346-066 & $^{\rm -1.4}_{+1.8}$ & $^{\rm -0.16}_{+0.25}$ & $\pm$0.4 & $\pm$0.10 & $^{\rm -0.02}_{+0.03}$ & \hspace{6pt}$^{\rm -10.8}_{\rm+ND}$ & \hspace{10pt}$^{\rm -22}_{+22}$  & $^{\rm -0.99}_{+0.40}$  & $-$ & \hspace{4pt}$^{\rm -6}_{+14}$ & \hspace{4pt}$^{\rm -2}_{+2}$                   & $^{\rm -0.32}_{+0.38}$ \\[3.5pt]
346-077 & $^{\rm -1.0}_{+1.3}$ & $^{\rm -0.08}_{+0.24}$ & $\pm$0.4 & $\pm$0.09 & $^{\rm -0.01}_{+0.03}$ & \hspace{6pt}$^{\rm -10.0}_{\rm+ND}$ & \hspace{10pt}$^{\rm -19}_{+14}$  & $^{\rm -1.58}_{+0.40}$  & $-$ & \hspace{4pt}$^{\rm -2}_{+7}$ & \hspace{4pt}$^{\rm -2}_{+2}$                    & $^{\rm -0.15}_{+0.18}$ \\[3.5pt]
346-090 & $^{\rm -1.4}_{+0.9}$ & $^{\rm -0.20}_{+0.13}$ & $\pm$0.4 & $\pm$0.09 & $^{\rm -0.01}_{+0.03}$ & \hspace{6pt}$^{\rm -11.1}_{+7.3}$   & \hspace{10pt}$^{\rm -18}_{+25}$  & $^{\rm -1.98}_{+0.18}$  & $-$ & \hspace{4pt}$^{\rm -7}_{+7}$ & \hspace{4pt}$^{\rm -1}_{+2}$                    & $^{\rm -0.32}_{+0.22}$ \\[3.5pt]
346-093 & $^{\rm -2.2}_{+1.0}$ & $^{\rm -0.29}_{+0.18}$ & $\pm$0.4 & $\pm$0.13 & $^{\rm -0.03}_{+0.04}$ & \hspace{6pt}$^{\rm -11.0}_{\rm+ND}$ & \hspace{10pt}$^{\rm -32}_{+42}$  & $^{\rm -1.48}_{+0.26}$  & $-$ & \hspace{4pt}$^{\rm -13}_{+14}$ & \hspace{4pt}$^{\rm -2}_{+2}$                  & $^{\rm -0.46}_{+0.24}$ \\[3.5pt]
346-097 & $^{\rm -1.0}_{+1.2}$ & $^{\rm -0.18}_{+0.21}$ & $\pm$0.4 & $\pm$0.08 & $^{\rm -0.01}_{+0.03}$ & \hspace{6pt}$^{\rm -8.3}_{+5.1}$    & \hspace{10pt}$^{\rm -13}_{+15}$  & $^{\rm -0.99}_{+0.34}$  & $-$ & \hspace{4pt}$^{\rm -12}_{+24}$ & \hspace{4pt}$^{\rm -2}_{+2}$                  & $^{\rm -0.15}_{+0.17}$ \\[3.5pt]
346-107 & $^{\rm -1.4}_{+1.1}$ & $^{\rm -0.27}_{+0.22}$ & $\pm$0.3 & $\pm$0.09 & $^{\rm -0.01}_{+0.05}$ & \hspace{6pt}$^{\rm -4.8}_{+6.6}$    & \hspace{10pt}$^{\rm -13}_{+18}$  & $^{\rm -1.89}_{+0.38}$  & $-$ & \hspace{4pt}$^{\rm -5}_{+7}$ & \hspace{4pt}$^{\rm -1}_{+1}$                    & $^{\rm -0.31}_{+0.26}$ \\[3.5pt]
346-112 & $^{\rm -1.3}_{+1.9}$ & $^{\rm -0.21}_{+0.29}$ & $\pm$0.3 & $\pm$0.11 & $^{\rm -0.02}_{+0.06}$ & \hspace{6pt}$^{\rm -15.4}_{\rm+ND}$ & \hspace{10pt}$^{\rm -30}_{+25}$  & $^{\rm -1.28}_{+0.78}$  & $-$ & \hspace{4pt}$^{\rm -4}_{+9}$ & \hspace{4pt}$^{\rm -2}_{+2}$                    & $^{\rm -0.30}_{+0.40}$ \\[1pt]  
  \hline\\[-9pt]
330-013 & $^{\rm -0.9}_{+0.8}$ & $^{\rm -0.15}_{+0.14}$ & $\pm$1.0 & $\pm$0.07 & $^{\rm -0.03}_{+0.05}$ & \hspace{6pt}$^{\rm -3.2}_{\rm+ND}$  & \hspace{10pt}$^{\rm -11}_{+9}$  & $^{\rm -0.12}_{+0.20}$  & $^{\rm -0.30}_{+0.24}$ & \hspace{4pt}$^{\rm -6}_{+8}$ & \hspace{4pt}$^{\rm -3}_{+3}$      & $^{\rm -0.23}_{+0.20}$ \\[3.5pt]
330-052 & $^{\rm -1.6}_{+2.4}$ & $^{\rm -0.20}_{+0.54}$ & $\pm$0.4 & $\pm$0.13 & $^{\rm -0.07}_{+0.06}$ & \hspace{6pt}$^{\rm -11.1}_{\rm+ND}$ & \hspace{10pt}$^{\rm -43}_{+37}$  & $^{\rm -1.91}_{+0.61}$  & $-$ & \hspace{4pt}$^{\rm -3}_{+17}$ & \hspace{4pt}$^{\rm -2}_{+3}$                   & $^{\rm -0.35}_{+0.50}$ \\[1pt]  
  \hline 																									  
\azv14 & $^{\rm -1.0}_{+1.7}$ & $^{\rm -0.10}_{+0.12}$ & $\pm$1.0 & $\pm$0.09 & $^{\rm -0.01}_{+0.03}$  & \hspace{6pt}$^{\rm -12.2}_{\rm+ND}$ & \hspace{10pt}$^{\rm -22}_{+26}$  & $^{\rm -1.33}_{+0.28}$  & $-$ & \hspace{4pt}$^{\rm -20}_{+32}$ & \hspace{4pt}$^{\rm -7}_{+10}$                 & $^{\rm -0.15}_{+0.21}$ \\[3.5pt]
\azv15 & $^{\rm -1.5}_{+1.9}$ & $^{\rm -0.14}_{+0.20}$ & $\pm$1.3 & $\pm$0.10 & $^{\rm -0.02}_{+0.03}$  & \hspace{6pt}$^{\rm -2.7}_{+12.3}$   & \hspace{10pt}$^{\rm -24}_{+20}$  & $^{\rm -0.32}_{+0.19}$  & $^{\rm -0.23}_{+0.53}$ & \hspace{4pt}$^{\rm -17}_{+37}$ & \hspace{4pt}$^{\rm -7}_{+8}$   & $^{\rm -0.20}_{+0.23}$ \\[3.5pt]
\azv26 & $^{\rm -1.0}_{+1.8}$ & $^{\rm -0.08}_{+0.15}$ & $\pm$1.8 & $\pm$0.10 & $^{\rm -0.02}_{+0.02}$  & \hspace{6pt}$^{\rm -0.7}_{+12.5}$   & \hspace{10pt}$^{\rm -26}_{+20}$  & $^{\rm -0.20}_{+0.14}$  & $^{\rm -0.17}_{+0.30}$ & \hspace{4pt}$^{\rm -26}_{+59}$ & \hspace{4pt}$^{\rm -13}_{+15}$ & $^{\rm -0.15}_{+0.22}$ \\[3.5pt]
\azv95 & $^{\rm -1.2}_{+0.6}$ & $^{\rm -0.12}_{+0.12}$ & $\pm$0.9 & $\pm$0.08 & $^{\rm -0.02}_{+0.04}$  & \hspace{6pt}$^{\rm -7.2}_{\rm+ND}$  & \hspace{10pt}$^{\rm -9}_{+9}$  & $^{\rm -0.11}_{+0.17}$  & $^{\rm -0.26}_{+0.24}$ & \hspace{4pt}$^{\rm -8}_{+11}$ & \hspace{4pt}$^{\rm -3}_{+5}$      & $^{\rm -0.17}_{+0.12}$ \\[3.5pt]
\azv243 & $^{\rm -0.6}_{+0.8}$ & $^{\rm -0.07}_{+0.09}$ & $\pm$0.9 & $\pm$0.07 & $^{\rm -0.02}_{+0.02}$ & \hspace{6pt}$^{\rm -0.0}_{+9.2}$    & \hspace{10pt}$^{\rm -6}_{+8}$  & $^{\rm -0.22}_{+0.11}$  & $^{\rm -0.16}_{+0.43}$ & \hspace{4pt}$^{\rm -10}_{+14}$ & \hspace{4pt}$^{\rm -4}_{+4}$     & $^{\rm -0.12}_{+0.13}$ \\[3.5pt]
\azv372 & $^{\rm -1.2}_{+0.7}$ & $^{\rm -0.17}_{+0.16}$ & $\pm$2.0 & $\pm$0.09 & $^{\rm -0.03}_{+0.04}$ & \hspace{6pt}$^{\rm -4.6}_{\rm+ND}$  & \hspace{10pt}$^{\rm -16}_{+20}$  & $^{\rm -0.09}_{+0.09}$  & $^{\rm -0.15}_{+0.19}$ & \hspace{4pt}$^{\rm -16}_{+22}$ & \hspace{4pt}$^{\rm -6}_{+7}$   & $^{\rm -0.27}_{+0.18}$ \\[3.5pt]
\azv388 & $^{\rm -0.7}_{+0.9}$ & $^{\rm -0.03}_{+0.11}$ & $\pm$0.7 & $\pm$0.07 & $^{\rm -0.01}_{+0.01}$ & \hspace{6pt}$^{\rm -9.0}_{+1.6}$    & \hspace{10pt}$^{\rm -12}_{+7}$  & $^{\rm -0.31}_{+0.10}$  & $-$ & \hspace{4pt}$^{\rm -5}_{+11}$ & \hspace{4pt}$^{\rm -4}_{+4}$                    & $^{\rm -0.12}_{+0.14}$ \\[3.5pt]
\azv469 & $^{\rm -0.5}_{+0.4}$ & $^{\rm -0.06}_{+0.09}$ & $\pm$1.4 & $\pm$0.06 & $^{\rm -0.03}_{+0.03}$ & \hspace{6pt}$^{\rm -4.6}_{\rm+ND}$  & \hspace{10pt}$^{\rm -8}_{+10}$  & $^{\rm -0.12}_{+0.09}$  & $^{\rm -0.12}_{+0.21}$ & \hspace{4pt}$^{\rm -7}_{+11}$ & \hspace{4pt}$^{\rm -3}_{+4}$     & $^{-0.15}_{+0.14}$ \\[1pt]  
  \hline
  \end{tabular}
\end{table}