\begin{table}%ta.2 online
\caption{\label{haro15abun}Physical conditions and chemical abundances of the ionized gas of the regions analyzed in Haro~15.} 
%\centerline
 {\small   \begin{tabular}{l  rrrr}
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\hline\hline
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Region  &   $C$  &        $A$ & $B$  &   $D$  \\
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\tableline
\noalign{\smallskip}				 $T_{\rm e}$(O III) (K)        &    $9500 \pm 800^a$& $12~900 \pm 700$   &$11~500 \pm 1000^a$& $11~800 \pm 800^a$ \\
$T_{\rm e}$(O II) (K) &   $9600 \pm 600$& $12~000 \pm 500$  &$11~000 \pm 700$   & $11~260 \pm 600$ \\
$n_{\rm e}$ (cm$^{-3}$)       &     100 &     100             &	  100             & 100\\
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%12+log(O$^0$/H$^+$)     &    7.21  $\pm$  0.13  &    6.33  $\pm$  0.13  &    \nodata          & 6.99  $\pm$  0.20 \\
12+log(O$^{+}$/H$^+$)   &    8.16  $\pm$  0.11  &    7.35  $\pm$  0.08  &	 8.04  $\pm$  0.14  &	7.93  $\pm$  0.13   \\
12+log(O$^{++}$/H$^+$)  &    7.94  $\pm$  0.10  &    8.01  $\pm$  0.06  &	 7.72  $\pm$  0.13  &	7.90  $\pm$  0.10   \\
12+log(O/H)             &    8.37  $\pm$  0.10  &    8.10  $\pm$  0.06  &	 8.21  $\pm$  0.14  &	8.22  $\pm$  0.11    \\
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%O$^{++}$/O$^+$         &    0.59  $\pm$  0.26  &    4.53  $\pm$  1.14  &	 0.48  $\pm$  0.33  &	0.93  $\pm$  0.39   \\
log(O$^{++}$/O$^+$)     & $-$0.23  $\pm$  0.16  &    0.66  $\pm$  0.10  & $-$0.32  $\pm$  0.18  & $-$0.03  $\pm$  0.15 \\ 
12+log(N$^+$/H$^+$)     &    7.13  $\pm$  0.07  &    6.00  $\pm$  0.06  &	 6.55  $\pm$  0.19  &	6.47  $\pm$  0.14   \\
12+log(N/H)             &    7.34  $\pm$  0.10  &    6.75  $\pm$  0.10  &	 6.72  $\pm$  0.21  &	6.76  $\pm$  0.15   \\
log(N/O)                & $-$1.03  $\pm$  0.15  & $-$1.35  $\pm$  0.11  & $-$1.49  $\pm$  0.20  &$-$1.46  $\pm$  0.16	   \\
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12+log(S$^+$/H$^+$)     &    6.05  $\pm$  0.10  &    5.26  $\pm$  0.08  &	 6.08  $\pm$  0.22  &	5.85  $\pm$  0.21 \\
12+log(S$^{++}$/H$^+$)  &    6.52  $\pm$  0.25  &    6.02  $\pm$  0.13  &	 \nodata	      &	 \nodata  \\
12+log(S/H)             &    6.65  $\pm$  0.20  &    6.20  $\pm$  0.11  &	 \nodata	    &	  \nodata\\
log(S/O)                & $-$1.71  $\pm$  0.18  & $-$1.89  $\pm$  0.15  &	 \nodata	    &	  \nodata\\
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12+log(Ne$^{++}$/H$^+$) &    7.29  $\pm$  0.15  &    7.33  $\pm$  0.10  &	 \nodata        &	7.14  $\pm$  0.20      \\
12+log(Ne/H)            &    7.72  $\pm$  0.15  &    7.42  $\pm$  0.10  &	 \nodata	    &	7.46  $\pm$  0.20 \\
log(Ne/O)               & $-$0.65  $\pm$  0.18  & $-$0.68  $\pm$  0.12  &    \nodata	    &$-$0.76  $\pm$  0.18 \\
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12+log(Ar$^{+3}$/H$^+$) &   \nodata           &    4.92  $\pm$  0.17  &	 \nodata        &	  \nodata    \\
12+log(Cl$^{++}$/H$^+$) &   \nodata           &    4.26  $\pm$  0.28  &	 \nodata	    &	  \nodata\\
12+log(Fe$^{++}$/H$^+$) &   5.2:              &    5.5:             &	 \nodata	    &	   \nodata\\
12+log(Fe/H)            &   6.2:              &    6.5:             &	 \nodata	    &	   \nodata\\
log(Fe/O)               &   $-$2.2:           & $-$1.6:             &	 \nodata	    &	   \nodata\\
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12+log(He$^+$/H$^+$)    & 10.97  $\pm$  0.05    &  10.88  $\pm$  0.06   &  10.96:           &  10.96  $\pm$  0.12\\
%12+log(He/H)            & \\
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\tableline
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%[O/H]/[O/H]$_{\odot}$    &    0.51  &  0.28 &  0.35   &	 0.36\\
[O/H] &   $-$0.29 & $-$0.56 $\pm$ 0.11 & $-$0.45 & $-$0.44 \\
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\tableline
  \end{tabular}}
  \medskip
  $^a$Estimated using empirical relations;   $^b$~[O/H]~=~$\log$(O/H)-$\log$(O/H)$_{\odot}$, using 12+log(O/H)$_{\odot}  = 8.66 \pm 0.05$ \citep*{ASP05}.
 \end{table}