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\begin{document}
\setcounter{table}{2}
\begin{table}
   \caption[]{The analysis of the metal lines of 7 Sex}
   \begin{flushleft}
   \begin{tabular}{lccccc}
   \hline\noalign{\smallskip}

mult. & $\lambda|$($\AA$) & log gf & Ref & W(m$\AA$)& log N/N(T)\\
 \hline\noalign{\smallskip}
%C I & (3 lines)&&&&    (log C/N(T) = -3.02 $\pm$ 0.30)\\
\multicolumn{2}{l}{C I (3 lines)}&\multicolumn{4}{r}{(log C/N(T) = -3.02 $\pm$ 0.30)}\\
 6 & 4771.72 & -1.70 & WS &  62 & -2.61\\
 12 & 5052.12 & -1.49 & WS &  32 & -3.15\\
 13 & 4932.00 & -1.78 & WS &  14 & -3.30\\
\multicolumn{2}{l}{C II (3 lines)}&\multicolumn{4}{r}{(log C/N(T) = -2.86 $\pm$ 0.12)} \\
\multicolumn{2}{l}{O I (1 line)}&\multicolumn{4}{r}{    (log O/N(T) = -2.99)}\\
\multicolumn{2}{l}{(Mg I (2 lines)}&\multicolumn{4}{r}{log Mg/N(T) = -4.04 $\pm$ 0.06)}\\
 11 & 4702.98 & -0.58 & WS &  41 & -4.09\\
\multicolumn{2}{l}{Mg II (4 lines)}&\multicolumn{4}{l}{ (log Mg/N(T) = -4.32 $\pm$ 0.17)}\\
\multicolumn{2}{l}{Al I (2 lines)}&\multicolumn{4}{r}{ (log Al/N(T) = -5.87 $\pm$ 0.30)}\\
\multicolumn{2}{l}{Si II  (2 lines)}&\multicolumn{4}{r}{(log Si/N(T) = -4.45 $\pm$ 0.05)}\\
\multicolumn{2}{l}{S II (3 lines)} &\multicolumn{4}{r}{  (log S/N(T) = -4.04 $\pm$ 0.23)}\\
  9 & 4815.52 & -0.05 & WS &  17 & -3.89\\
 15 & 4917.21 & -0.40 & WS &   4 & -4.36\\
\multicolumn{2}{l}{Ca I   (3 lines)}&\multicolumn{4}{r}{ (log Ca/N(T) = -5.10 $\pm$ 0.35)}\\
\multicolumn{2}{l}{Ca II (1 line)}&\multicolumn{4}{r}{ (log Ca/N(T) = -5.29)}\\
\multicolumn{2}{l}{Sc II (4 lines)}&\multicolumn{4}{r}{(log SC/N(T) = -8.69 $\pm$ 0.20)}\\
\multicolumn{2}{l}{Ti II (40 lines)}&\multicolumn{4}{r}{(log Ti/N(T) = -6.83 $\pm$ 0.26)}\\
 47 & 4708.65 & -2.22 & MF  & 17 & -6.61\\
 92 & 4779.98 & -1.37 & MF  & 23 & -6.84 \\ 
    & 4805.09 & -1.10 & MF  & 42 & -6.70\\   
114 & 4874.01 & -0.79 & MF  & 18 & -6.93\\    
    & 4911.18 & -0.34 & MF  & 24 & -7.21\\    
\multicolumn{2}{l}{V II (2 lines)}&\multicolumn{4}{r}{   (log V/N(T) = -7.93 $\pm$ 0.20)}\\
\multicolumn{2}{l}{Cr I (2 lines)}&\multicolumn{4}{r}{(log Cr/N(T) = -5.84 $\pm$ 0.04)}\\
\multicolumn{2}{l}{Cr II (22 lines)}&\multicolumn{4}{r}{(log Cr/N(T) = -6.01 $\pm$ 0.31)}\\
 24 &4824.12 & -1.22 & MF &  66 & -5.87\\
 44 &4616.64 & -1.29 & MF &  39 & -6.24\\
    &4618.82 & -1.11 & MF &  57 & -6.05\\
    &4634.10 & -1.24 & MF &  60 & -5.87\\
 30 &4836.22 & -2.25 & MF &  16 & -5.93\\
    &4848.24 & -1.14 & MF &  34 & -6.60\\
    &4876.41 & -1.46 & MF &  58 & -5.81\\
\multicolumn{2}{l}{Mn II  (5 lines)}&\multicolumn{4}{r}{ (log Mn/N(T) = -5.70 $\pm$ 0.29)}\\
  5 &4738.30 & -2.24 & KX  & 13 & -5.32\\
    &4755.73 & -1.24 & KX  & 30 & -5.81\\ 
  - &4764.73 & -1.35 & KX  & 38 & -5.53\\
\multicolumn{2}{l}{Fe I (51 lines)}&\multicolumn{4}{r}{ (log Fe/N(T) = -4.21 $\pm$ 0.24)}\\
318& 4878.21 & -1.01 & MF &  10 & -3.96\\    
   & 4891.49 & -0.14 & MF &  43 & -3.95\\    
   & 4920.50 &  0.06 & MF &  35 & -4.32\\   
554& 4707.28 & -1.08 & MF &   7 & -3.85\\   
   & 4736.77 & -0.74 & MF &  15 & -3.83\\    
687&4966.09 & -0.89 & MF  &  9 & -3.89\\
\multicolumn{2}{l}{Fe II (67 lines)}&\multicolumn{4}{r}{(log Fe/N(T) = -4.42 $\pm$ 0.23)}\\
 25& 4670.17 & -3.97 & KX &  23 & -4.19\\
 36& 4993.35 & -3.65 & MF &  36 & -4.09\\
 37& 4629.34 & -2.37 & MF &  76 & -4.55\\
   & 4666.75 & -3.33 & MF &  30 & -4.53\\
 38& 4620.51 & -3.28 & MF &  27 & -4.66\\
 42& 4923.93 & -1.32 & MF & 113 & -4.64\\
 43& 4731.44 & -3.36 & MF &  43 & -4.19\\
   & 5018.45 & -1.22 & MF & 146 & -4.03\\
186& 4625.91 & -2.22 & KX &  31 & -3.89\\
   & 4635.33 & -1.65 & MF & 25  & -4.62\\
218& 4913.29 &  0.01 & KX &  11 & -4.53\\
  -& 4638.05 & -1.47 & KX &  14 & -4.25\\
   & 4640.84 & -1.81 & KX &   8 & -4.21\\
   & 4908.15 & -0.30 & KX &   4 & -4.67\\
\noalign{\smallskip}
\hline\noalign{\smallskip}
\end{tabular}
\end{flushleft}
\end{table}
\setcounter{table}{2}
\begin{table}
   \caption[]{The analysis of the metal lines of 7 Sex (cont.)}
   \begin{flushleft}
   \begin{tabular}{lccccc}
   \hline\noalign{\smallskip}
mult. & $\lambda|$($\AA$) & log gf & Ref & W(m$\AA$)& log N/N(T)\\
 \hline\noalign{\smallskip}
\multicolumn{2}{l}{Fe II (67 lines)}&\multicolumn{4}{r}{(log Fe/N(T) = -4.42 $\pm$ 0.23)}\\
   & 4948.10 & -0.32 & KX &  19 & -3.81\\
   & 4951.58 &  0.18 & KX &  13 & -4.58\\ 
   & 4977.03 &  0.18 & KX &  27 & -4.06\\    
   & 5004.20 &  0.50 & KX &  20 & -4.62\\    
   & 5021.59 & -0.30 & KX &  18 & -3.88\\   
   & 5030.63 &  0.40 & KX &  33 & -4.10\\    
   & 5035.71 &  0.61 & KX &  41&  -4.13\\    
   & 5047.64 & -0.07 & KX &  23 & -3.92\\   
\multicolumn{2}{l}{Ni II (2 lines)} &\multicolumn{4}{r}{(log Ni/N(T) = -5.69 $\pm$ 0.03)}\\
\multicolumn{2}{l}{Sr II(1 line)}&\multicolumn{4}{r}{ (log Sr/N(T) = -9.17)}\\
\multicolumn{2}{l}{Y II (1 line)}&\multicolumn{4}{r}{ (log Ni/N(T) = -9.45)}\\
 22 &4883.68  & 0.07 & HL  &  7 & -9.45\\
\multicolumn{2}{l}{Zr II (1 line)}&\multicolumn{4}{r}{ (log Zr/N(T) = -8.98)}\\
\multicolumn{2}{l}{Ba II (1 line)}&\multicolumn{4}{r}{ (log Ba/N(T) = -9.74)}\\
\noalign{\smallskip}
\hline\noalign{\smallskip}
\end{tabular}
\end{flushleft}
\end{table}
\newpage
\begin{table}
   \caption[]{The analysis of the metal lines of Hr4817}
   \begin{flushleft}
   \begin{tabular}{lccccc}
   \hline\noalign{\smallskip}
mult.& $\lambda$($\AA$) &log gf &Ref& W(m$\AA$) &log N/N(T)\\
\hline\noalign{\smallskip}
\multicolumn{2}{l}{C II (3 lines)} &\multicolumn{4}{r}{   (log C/N(T) = -3.87 $\pm$ 0.21)}\\
\multicolumn{2}{l}{O I (3 lines)}&\multicolumn{4}{r}{(log O/N(T) = -3.06 $\pm$ 0.13)}\\
 12 & 5328.98 & -1.24 &  WF & 13 & -3.06\\
    & 5329.59 & -1.06 &  WF & 13 & -3.23\\
    & 5330.66 & -0.88 &  WF & 29 & -2.91\\
\multicolumn{2}{l}{Mg I (2 lines)} &\multicolumn{4}{r}{  (log Mg/N(T) = -4.54 $\pm$ 0.21)}\\
  2 & 5172.68 & -0.28 &  WS & 11 & -4.39\\
    & 5183.60 & -0.16 &  WS &  8 & -4.68\\
\multicolumn{2}{l}{Mg II (1 line)} &\multicolumn{4}{r}{  (log Mg/N(T) = -4.79)}\\
\multicolumn{2}{l}{Si II (1 lines)} &\multicolumn{4}{r}{ (log Si/N(T) = -4.79)}\\
\multicolumn{2}{l}{Si III(1 lines)} &\multicolumn{4}{r}{ (log Si/N(T) = -4.89)}\\
\multicolumn{2}{l}{P II (3 lines)} &\multicolumn{4}{r}{   (log P/N(T) = -6.28 $\pm$ 0.30)}\\
 10 &5425.88 &  0.19 &  WS &  3 & -6.69\\
    &5253.47 &  0.33 &  WS & 13 & -5.96\\
 15 &4602.08 &  0.74 &  WS &  6 & -6.20\\
\multicolumn{2}{l}{S II (8 lines)} &\multicolumn{4}{r}{   (log S/N(T) = -5.09 $\pm$ 0.30)}\\
  6 &5432.82 &  0.21 &  WS & 12 & -5.11\\
    &5454.38 &  0.44 &  WS & 11 & -5.37\\
\multicolumn{2}{l}{Ca II (1 line)} &\multicolumn{4}{r}{  (log Ca/N(T) = -5.39)}\\
\multicolumn{2}{l}{Sc II (1 line)} &\multicolumn{4}{r}{  (log Sc/N(T) = -7.72)}\\
\multicolumn{2}{l}{Ti II (24 lines)} &\multicolumn{4}{r}{(log Ti/N(T) = -5.53 $\pm$ 0.32)}\\
 17 &4762.78 & -2.71 &  MF & 19  &-4.87\\
 69 &5336.78 & -1.70 &  MF & 37  &-5.10\\
    &5381.01 & -2.08 &  MF &  7  &-5.84\\
 70 &5188.69 & -1.21 &  MF & 20  &-6.09\\
    &5226.53 & -1.30 &  MF & 57  &-4.93\\
 86 &5185.90 & -1.35 &  MF & 26  &-5.63\\
113 &5072.28 & -0.75 &  KX & 13  &-6.10\\
\multicolumn{2}{l}{Cr II (23 lines)} &\multicolumn{4}{r}{(log Cr/N(T) = -5.43 $\pm$ 0.32)}\\
 23& 5346.54 & -2.95 &  KX & 10 & -4.92\\
   & 5407.60 & -2.09 &  KX &  7 & -5.92\\
 43& 5232.50 & -2.09 &  KX & 11 & -5.54\\   
   & 5237.35 & -1.16 &  MF & 40 & -5.52\\
   & 5274.96 & -1.29 &  KX & 27 & -5.78\\   
   & 5308.44 & -1.81 &  MF & 19 & -5.53\\   
   & 5334.88 & -1.56 &  KX & 14 & -5.93\\  
 44& 4616.64 & -1.29 &  MF & 29 & -5.76\\
   & 4618.82 & -1.11 &  MF & 51 & -5.28\\
   & 4634.10 & -1.24 &  MF & 39 & -5.50\\
 50& 5502.07 & -1.99 &  MF & 12 & -5.56\\                    
   & 5503.21 & -2.31 &  KX &  8 & -5.44\\                    
\multicolumn{2}{l}{Mn I   (3 lines)} &\multicolumn{4}{l}{(log Mn/N(T) = -3.99 $\pm$ 0.03)}\\
\multicolumn{2}{l}{Mn II (42 lines)} &\multicolumn{4}{r}{(log Mn/N(T) = -4.07 $\pm$ 0.33)}\\
  -& 4717.26 & -1.86 &  KX & 29 & -4.08\\
   & 4727.84 & -2.02 &  KX & 56 & -3.57\\    
   & 4730.40 & -2.15 &  KX & 48 & -3.72\\    
   & 4742.95 & -2.98 &  KX & 23 & -3.68\\    
   & 4749.11 & -2.00 &  KX & 14 & -4.61\\   
   & 4764.73 & -1.35 &  KX & 79 & -3.50\\ 
   & 5102.52 & -1.93 &  KX & 47 & -3.68\\
   & 5107.09 & -1.48 &  KX & 37 & -3.80\\
   & 5123.33 & -1.88 &  KX & 32 & -4.20\\
   & 5294.32 & -0.04 &  KX & 41 & -3.95\\   
   & 5295.38 &  0.66 &  KX & 67 & -3.86\\    
   & 5297.00 &  0.83 &  KX & 69 & -3.98\\    
   & 5299.30 &  0.40 &  KX & 55 & -3.94\\   
   & 5307.51 & -2.07 &  KX & 10 & -4.30\\   
   & 5331.99 & -0.15 &  KX & 18 & -3.63\\   
   & 5421.92 & -2.18 &  KX & 19 & -4.23\\   
\noalign{\smallskip}
\hline\noalign{\smallskip}
\end{tabular}
\end{flushleft}
\end{table}
\setcounter{table}{3} 
\begin{table}
   \caption[]{The analysis of the metal lines of Hr4817 (cont.)}
   \begin{flushleft}
   \begin{tabular}{lccccc}
   \hline\noalign{\smallskip}
mult.& $\lambda$($\AA$) &log gf &Ref& W(m$\AA$) &log N/N(T)\\
\hline\noalign{\smallskip}
\multicolumn{2}{l}{Mn II (42 lines)} &\multicolumn{4}{r}{(log Mn/N(T) = -4.07 $\pm$ 0.33)}\\
  & 5501.07 & -1.75 &  KX & 17 & -4.57\\ 
   & 5559.05 & -1.32 &  KX & 44 & -4.24\\
   & 5570.51 & -1.44 &  KX & 53 & -3.81\\    
   & 5578.15 & -1.40 &  KX & 62 & -3.54\\    
\multicolumn{2}{l}{Fe II (65 lines)} &\multicolumn{4}{r}{(log Fe/N(T) = -4.90 $\pm$ 0.25)}\\
 25 &4670.17 & -3.97 &  KX &  6 & -4.43\\    
 37 &4629.34 & -2.37 &  MF & 28 & -5.02\\
 41 &5284.10 & -3.19 &  MF & 12 & -4.71\\    
 42 &5018.45 & -1.22 &  MF & 60 & -5.07\\   
 43 &4656.87 & -3.63 &  MF &  9 & -4.42\\
    &4731.44 & -3.36 &  MF & 10 & -4.63\\    
 49 &5234.62 & -2.05 &  MF & 31 & -5.03\\    
    &5276.00 & -1.94 &  MF & 34 & -5.08\\  
 55 &5534.83 & -2.93 &  MF & 23 & -4.38\\
166 &5544.76 &  0.12 &  KX &  9 & -4.66\\                      
186 &4625.91 & -2.22 &  KX &  2 & -5.09\\    
    &4635.33 & -1.65 &  MF & 14 & -4.76\\    
205 &5093.58 &  0.11 &  KX & 11 & -4.67\\
  - &4596.02 & -1.84 &  KX & 11 & -4.58\\
    &5022.79 & -0.02 &  KX & 16 & -4.34\\    
    &5030.63 &  0.40 &  KX & 31 & -4.25\\   
    &5035.71 &  0.61 &  KX & 17 & -4.93\\   
    &5047.64 & -0.07 &  KX & 15 & -4.32\\   
    &5070.90 &  0.24 &  KX & 11 & -4.82\\  
    &5097.27 &  0.31 &  KX & 13 & -4.76\\    
    &5106.11 & -0.19 &  KX & 10 & -4.46\\   
    &5150.49 & -0.12 &  KX &  6 & -4.75\\   
    &5216.85 &  0.81 &  KX & 12 & -5.24 \\  
    &5227.48 &  0.80 &  KX & 18 & -5.00\\    
    &5254.93 & -3.23 &  KX &  7 & -4.80\\   
    &5260.26 &  1.07 &  KX & 21 & -5.15\\    
    &5291.67 &  0.58 &  KX &  9 & -5.19\\   
    &5339.58 &  0.54 &  KX & 27 & -4.38\\    
    &5362.87 & -2.74 &  KX & 21 & -4.67\\    
    &5387.06 &  0.52 &  KX &  8 & -5.14 \\  
    &5395.86 &  0.36 &  KX &  7 & -5.03\\    
    &5402.06 &  0.50 &  KX & 16 & -4.72\\   
    &5429.99 &  0.46 &  KX &  7 & -5.12\\    
    &5482.31 &  0.43 &  KX &  8 & -5.02\\   
    &5487.62 &  0.36 &  KX & 12 & -4.74\\    
    &5506.20 &  0.95 &  MF & 15 & -5.20\\
\multicolumn{2}{l}{Ga II (2 lines)}&\multicolumn{4}{r}{ (log Ga/N(T) = -5.80 $\pm$ 0.07)}\\
\multicolumn{2}{l}{Y II (1 line)}&\multicolumn{4}{r}{(log Y/N(T) = -7.74)}\\
\noalign{\smallskip}
\hline\noalign{\smallskip}
\end{tabular}
\end{flushleft}
\end{table}
\newpage
\begin{table}
   \caption[]{The analysis of the metal lines of $\mu$ Lep}
   \begin{flushleft}
   \begin{tabular}{lccccc}
   \hline\noalign{\smallskip}
mult. & $\lambda$($\AA$) & log gf &Ref &W(m$\AA$) &log N/N(T)\\
\hline\noalign{\smallskip}
\multicolumn{2}{l}{C II (3 lines)} &\multicolumn{4}{r}{   (log C/N(T) = -3.66 $\pm$ 0.21)}\\
\multicolumn{2}{l}{Mg I (3 lines)} &\multicolumn{4}{r}{  (log Mg/N(T) = -5.19 $\pm$ 0.14)}\\
  2 & 5183.60 & -0.16 &  WS &  5 & -5.20\\
\multicolumn{2}{l}{Mg II (5 lines)} &\multicolumn{4}{r}{ (log Mg/N(T) = -4.78 $\pm$ 0.04)}\\
\multicolumn{2}{l}{Si II (5 lines)}&\multicolumn{4}{r}{ (log Si/N(T) = -4.31 $\pm$ 0.15)}\\
\multicolumn{2}{l}{Si III (2 lines)}&\multicolumn{4}{r}{(log Si/N(T) = -4.24 $\pm$ 0.25)}\\
\multicolumn{2}{l}{P II (9 lines)} &\multicolumn{4}{r}{   (log P/N(T) = -5.33 $\pm$ 0.18)}\\
  6 &5425.88 & +0.19 &  WS & 29 & -5.10\\
 10 &5253.47 & +0.33 &  WS & 27 & -5.26\\
\multicolumn{2}{l}{S II (13 lines)} &\multicolumn{4}{r}{  (log S/N(T) = -4.70 $\pm$ 0.25)}\\
  6 &5428.67 & -0.17 &  WS &  5 & -5.16\\
    &5432.82 & +0.21 &  WS & 24 & -4.35\\
    &5454.38 & +0.44 &  WS & 17 & -4.88\\
  9 &4815.52 & -0.05 &  WS & 16 & -4.64\\
\multicolumn{2}{l}{Ca II (1 line)} &\multicolumn{4}{r}{  (log Ca/N(T) = -5.27)}\\
\multicolumn{2}{l}{Sc II (3 lines)} &\multicolumn{4}{r}{ (log Sc/N(T) = -8.45 $\pm$ 0.10)}\\
\multicolumn{2}{l}{Ti II (34 lines)} &\multicolumn{4}{r}{(log Ti/N(T) = -6.43 $\pm$ 0.20)}\\
 70 &5226.53 & -1.30  & MF & 29 & -5.95\\
 86 &5185.90 & -1.35  & MF & 12 & -6.30\\
 92 &4779.98 & -1.37  & MF &  7 & -6.47\\
\multicolumn{2}{l}{V II (1 line)} &\multicolumn{4}{r}{   (log V/N(T) = <-7.46)}\\
\multicolumn{2}{l}{Cr II (31 lines)}&\multicolumn{4}{r}{(log Cr/N(T) = -5.91 $\pm$ 0.27)}\\
 30& 4812.34 & -1.80 &  MF & 17 & -5.87\\
   & 4824.12 & -1.22 &  MF & 52 & -5.37\\   
   & 4836.22 & -2.25 &  MF &  6 & -5.92\\    
   & 4848.24 & -1.14 &  MF & 45 & -5.69\\    
   & 4876.41 & -1.46 &  MF & 39 & -5.52\\    
 43& 5308.44 & -1.81 &  MF & 14 & -5.82\\    
   & 5232.50 & -2.09 &  KX &  7 & -5.96\\   
   & 5237.35 & -1.16 &  MF & 41 & -5.66\\    
   & 5429.99 &  0.46 &  KX &  7 & -5.12\\   
   & 5334.88 & -1.56 &  KX & 22 & -5.80\\  
190& 4901.62 & -0.83 &  KX & 16 & -5.61\\    
\multicolumn{2}{l}{Mn I (7 lines)}&\multicolumn{4}{r}{(log Mn/N(T) = -4.60 $\pm$ 0.32)}\\
\multicolumn{2}{l}{Mn II (90 lines)}&\multicolumn{4}{r}{(log Mn/N(T) = -4.47 $\pm$ 0.30)}\\
  - &4689.56 & -2.54 &  KX & 14 & -4.23\\
    &4717.26 & -1.86 &  KX & 11 & -4.82\\
    &4727.84 & -2.02 &  KX & 42 & -4.21\\
    &4730.40 & -2.15 &  KX & 23 & -4.64\\
    &4738.30 & -2.24 &  KX & 45 & -3.87\\
    &4742.95 & -2.98 &  KX & 16 & -4.06\\
    &4749.11 & -2.00 &  KX & 17 & -4.59\\
    &4755.73 & -1.24 &  KX & 59 & -4.43\\
    &4764.73 & -1.35 &  KX & 41 & -4.89\\  
    &4791.78 & -1.72 &  KX & 29 & -4.51\\
    &4806.82 & -1.56 &  KX & 40 & -4.67\\
    &4811.62 & -2.34 &  KX & 13 & -4.77\\  
    &4830.06 & -1.85 &  KX & 20 & -4.64\\   
    &4839.74 & -1.86 &  KX & 17 & -4.76\\    
    &4842.32 & -2.00 &  KX & 17 & -4.60\\
    &4920.44 & -2.09 &  KX & 20 & -4.75\\   
    &4921.23 & -1.58 &  KX & 29 & -4.43\\   
    &5251.82 & -1.83 &  KX &  5 & -4.99\\   
    &5299.30 & +0.40 &  KX & 53 & -4.11\\
    &5307.51 & -2.07 &  KX &  8 & -4.53\\ 
    &5501.70 & -1.75 &  KX & 10 & -4.96\\
    &5559.05 & -1.32 &  KX & 58 & -3.92\\
    &5578.15 & -1.40 &  KX & 53 & -4.00\\
\noalign{\smallskip}
\hline\noalign{\smallskip}
\end{tabular}
\end{flushleft}
\end{table}
\setcounter{table}{4}
\begin{table}
   \caption[]{The analysis of the metal lines of $\mu$ Lep (cont.)}
   \begin{flushleft}
   \begin{tabular}{lccccc}
   \hline\noalign{\smallskip}
mult. & $\lambda$($\AA$) & log gf &Ref &W(m$\AA$) &log N/N(T)\\
\hline\noalign{\smallskip}
\multicolumn{2}{l}{Fe I (10 lines)}&\multicolumn{4}{r}{(log Fe/N(T) = -4.79 $\pm$ 0.18)}\\
\multicolumn{2}{l}{Fe II(107 lines)}&\multicolumn{4}{r}{(log Fe/N(T) = -4.64 $\pm$ 0.24)}\\
 36 &4993.35 & -3.65 &  MF & 16 & -4.23\\
 41 &5284.10 & -3.19 &  MF & 19 & -4.51\\   
 42 &4923.93 & -1.32 &  MF & 84 & -4.31\\   
 43 &4731.44 & -3.36 &  MF & 26 & -4.16\\
 49 &5276.00 & -1.94 &  MF & 30 & -5.27\\   
    &5425.25 & -3.36 &  MF &  5 & -4.95\\    
218 &4913.29 & +0.01 &  KX & 13 & -4.51\\   
  - &4820.83 & -0.69 &  KX &  6 & -4.22\\   
    &4951.58 & +0.18 &  KX & 11 & -4.77\\  
    &4977.03 & +0.04 &  KX & 11 & -4.64\\    
    &4984.48 & +0.01 &  KX & 11 & -4.60\\    
    &4990.51 & +0.18 &  KX & 19 & -4.41\\   
    &5001.96 & +0.90 &  KX & 35 & -4.63\\   
    &5004.20 & +0.50 &  KX & 22 & -4.67\\   
    &5006.80 & -0.43 &  KX &  8 & -4.32\\   
    &5007.74 & -0.20 &  KX &  7 & -4.61\\   
    &5009.02 & -0.42 &  KX &  3 & -4.76\\   
    &5022.79 & -0.02 &  KX & 11 & -4.58\\    
    &5030.63 & +0.40 &  KX & 22 & -4.53\\   
    &5032.71 & +0.11 &  KX & 13 & -4.55\\
    &5061.72 & +0.22 &  KX & 16 & -4.59\\    
    &5067.89 & -0.20 &  KX & 11 & -4.58\\    
    &5082.23 & -0.10 &  KX &  7 & -4.71\\   
    &5089.21 & -0.04 &  KX & 11 & -4.52\\   
    &5070.90 & +0.24 &  KX & 14 & -4.67\\    
    &5093.58 & +0.11 &  KX & 16 & -4.42\\    
    &5097.27 & +0.31 &  KX & 22 & -4.39\\   
    &5216.85 & +0.81 &  KX & 19 & -4.95\\   
    &5227.48 & +0.80 &  KX & 35 & -4.39\\   
    &5234.62 & -2.05 &  MF & 51 & -4.51\\    
    &5247.95 & +0.63 &  MF & 22 & -4.62\\    
    &5251.23 & +0.51 &  KX & 17 & -4.69\\    
    &5306.18 & +0.22 &  KX & 25 & -4.10\\    
    &5325.55 & -2.60 &  KX & 16 & -5.06\\   
    &5362.87 & -2.74 &  KX & 43 & -4.08\\    
    &5375.85 & -0.29 &  KX & 10 & -4.24\\    
    &5387.06 & +0.52 &  KX & 23 & -4.49\\    
    &5395.86 & +0.36 &  KX & 11 & -4.78\\    
    &5402.06 & +0.50 &  KX & 29 & -4.22\\   
    &5427.83 & -1.66 &  KX & 12 & -4.50\\    
    &5429.99 & +0.46 &  KX & 12 & -4.82\\    
    &5482.31 & +0.43 &  KX & 12 & -4.79\\    
    &5487.62 & +0.36 &  KX & 21 & -4.34\\   
    &5506.20 & +0.95 &  MF & 17 & -5.12\\
\multicolumn{2}{l}{Fe III(1 line)}&\multicolumn{4}{r}{(log Fe/N(T) = -4.69}\\
\multicolumn{2}{l}{Fe III (1 line)}&\multicolumn{4}{r}{(log Fe/N(T) = -4.69)}\\
\multicolumn{2}{l}{Ni II (1 line)}&\multicolumn{4}{r}{(log Ni/N(T) = -6.34)}\\
\multicolumn{2}{l}{Ga II(2 lines)}&\multicolumn{4}{r}{(log Ga/N(T) = -4.46 $\pm$ 0.46)}\\
\multicolumn{2}{l}{Sr II(3 lines)}&\multicolumn{4}{r}{(log Sr/N(T) = -7.34 $\pm$ 0.17)}\\
\multicolumn{2}{l}{Y II(17 lines)}&\multicolumn{4}{r}{(log Y/N(T) = -7.14 $\pm$ 0.24)}\\
 20 &5205.73 & -0.34 &  HL & 24 & -7.01\\
 22 &4823.30 & -1.10 &  HL & 10 & -6.83\\
    &4883.68 & +0.07 &  HL & 48 & -6.44\\   
    &4854.86 & -0.38 &  HL & 12 & -7.48\\   
    &4900.12 & -0.09 &  HL & 29 & -7.09\\
\multicolumn{2}{l}{Zr II (1 line)}&\multicolumn{4}{r}{(log Zr/N(T) = <-8.36)}\\
\multicolumn{2}{l}{Hg I (2 lines)}&\multicolumn{4}{r}{(log C/N(T) = -5.75 $\pm$ 0.03)}\\
  1 &5460.74& +0.45 &  MW & 16 & -5.73\\
\multicolumn{2}{l}{Hg II (1 line)}&\multicolumn{4}{r}{(log Hg/N(T) = -5.67)}\\
\noalign{\smallskip}
\hline\noalign{\smallskip}
\end{tabular}
\end{flushleft}
\end{table}
\newpage
\begin{table}
   \caption[]{The analysis of the metal lines of 28Her}
   \begin{flushleft}
   \begin{tabular}{lccccc}
   \hline\noalign{\smallskip}
mult. & $\lambda$($\AA$) & log gf &Ref &W(m$\AA$) &log N/N(T)\\
 \hline\noalign{\smallskip}
\multicolumn{2}{l}{C II(3 lines)}&\multicolumn{4}{r}{(log C/N(T) = -3.93 $\pm$ 0.10)}\\
\multicolumn{2}{l}{0 I (2 lines)}&\multicolumn{4}{r}{log O/N(T) = -3.38 $\pm$ 0.48)}\\ 
12 &5329.59 &  -1.06 & WF &  25 & -3.04\\
   &5330.66 &  -0.88 & WF &  11 & -3.71\\
\multicolumn{2}{l}{Mg I (5 lines)}&\multicolumn{4}{r}{(log Mg/N(T) = -5.52 $\pm$ 0.21)}\\ 
 2 &5167.32  & -0.38 & WS &  13 & -5.41\\
   &5183.60  & -0.16 & WS &  28 & -5.21\\
\multicolumn{2}{l}{Mg II (7 lines)}&\multicolumn{4}{r}{(log Mg/N(T) = -5.27 $\pm$ 0.24)}\\ 
\multicolumn{2}{l}{Si II (5 lines)}&\multicolumn{4}{r}{(log Si/N(T) = -4.77 $\pm$ 0.23)}\\ 
\multicolumn{2}{l}{P II 4 lines)}&\multicolumn{4}{r}{(log P/N(T) = -5.61 $\pm$ 0.20)}\\ 
  6& 5425.88 &  +0.19 & WS &  7 & -5.70 \\   
  7& 5296.07 &  -0.16 & WS &  8 & -5.33 \\ 
\multicolumn{2}{l}{S II (7 lines)}&\multicolumn{4}{r}{(log S/N(T) = -4.46 $\pm$ 0.31)}\\ 
  6 &5432.82 &   0.21 & WS & 19 & -3.97\\
  9 &4815.52 &  -0.05 & WS &  6 & -4.79\\
 11 &5578.89 &  -0.69 & WS &  5 & -4.01\\  
    &5606.11 &   0.04 & WS &  6 & -4.53\\    
\multicolumn{2}{l}{Ca I (1 line)}&\multicolumn{4}{r}{(log Ca/N(T) = -6.12)}\\     
\multicolumn{2}{l}{Ca II (1 line)}&\multicolumn{4}{r}{(log Ca/N(T) = -5.52)}\\
\multicolumn{2}{l}{Ti II (64 lines)}&\multicolumn{4}{r}{(log Ti/N(T) = -6.83 $\pm$ 0.32)}\\     
 69& 5336.78  & -1.70&  MF &  7&  -6.99\\
 70& 5154.06  & -1.92&  MF & 15&  -6.42\\
   & 5188.69  & -1.21&  MF & 13&  -7.18\\
   & 5226.53  & -1.30&  MF & 23&  -6.76\\   
 86& 5185.90  & -1.35&  MF & 14&  -6.85\\
 92& 4779.98  & -1.37&  MF & 13&  -6.77\\   
   & 4805.09  & -1.10&  MF & 21&  -6.77\\
113& 5010.21  & -1.34&  KX &  4&  -6.85\\
   & 5072.28  & -0.75&  KX &  7&  -7.14\\
114& 4874.01  & -0.79&  MF &  9&  -6.97\\
   & 4911.18  & -0.34&  MF & 15&  -7.15\\ 
  H&5227.86   &-2.93 & KX  & 12&  -4.95\\  
\multicolumn{2}{l}{Cr I (3 lines)}&\multicolumn{4}{r}{(log Cr/N(T) = -5.91 $\pm$ 0.17)}\\ 
  7 &5208.42 &  +0.16 & MF &  5 & -5.98\\
\multicolumn{2}{l}{Cr II (3 lines)}&\multicolumn{4}{r}{(log Cr/N(T) = -6.17 $\pm$ 0.25)}\\ 
 23& 5249.44 &  -2.43 & KX & 11 & -5.81\\ 
   & 5407.60 &  -2.09 & KX &  6 & -6.43\\
 30& 4812.34 &  -1.80 & MF & 12 & -6.36\\   
   & 4824.12 &  -1.22 & MF & 47 & -5.82\\  
   & 4836.22 &  -2.25 & MF & 10 & -5.98\\
   & 4848.24 &  -1.14 & MF & 29 & -6.43\\   
   & 4876.41 &  -1.46 & MF & 24 & -6.26\\  
   & 4884.61 &  -2.08 & KX &  7 & -6.30\\
 43& 5237.35 &  -1.16 & MF & 37 & -6.05\\
   & 5274.96 &  -1.29 & KX & 40 & -5.85\\
   & 5310.69 &  -2.28 & KX &  3 & -6.44\\
   & 5334.88 &  -1.56 & KX & 11 & -6.49\\
 50& 5502.07 &  -1.99 & MF &  7 & -6.22\\ 
190& 4901.62 &  -0.83 & KX & 12 & -5.93\\   
   & 4912.46 &  -0.95 & KX &  5 & -6.26\\ 
\multicolumn{2}{l}{Mn I (9 lines)}&\multicolumn{4}{r}{(log Mn/N(T) = -5.63 $\pm$ 0.14)}\\ 
\multicolumn{2}{l}{Mn II (61 lines)}&\multicolumn{4}{r}{(log Mn/N(T) = -5.49 $\pm$ 0.30)}\\ 
  -& 4727.84 &  -2.02 & KX &  9 & -5.58\\
   & 4730.40 &  -2.15 & KX & 11 & -5.34\\ 
   & 4738.30 &  -2.24 & KX & 20 & -4.91\\
   & 4755.73 &  -1.24 & KX & 27 & -5.67\\
   & 4764.73 &  -1.35 & KX & 16 & -5.91\\
   & 4791.78 &  -1.72 & KX & 10 & -5.37\\  
   & 4830.06 &  -1.85 & KX &  7 & -5.46\\   
   & 4839.74 &  -1.86 & KX &  3 & -5.80\\   
\noalign{\smallskip}
\hline\noalign{\smallskip}
\end{tabular}
\end{flushleft}
\end{table}
\setcounter{table}{5}
\begin{table}
   \caption[]{The analysis of the metal lines of 28Her (cont.)}
   \begin{flushleft}
   \begin{tabular}{lccccc}
   \hline\noalign{\smallskip}
mult. & $\lambda$($\AA$) & log gf &Ref &W(m$\AA$) &log N/N(T)\\
 \hline\noalign{\smallskip}
\multicolumn{2}{l}{Mn II (61 lines)}&\multicolumn{4}{r}{(log Mn/N(T) = -5.49 $\pm$ 0.30)}\\ 
   & 4920.44 &  -2.09 & KX & 20 & -4.97\\   
   & 4921.23 &  -1.58 & KX &  8 & -5.41\\   
   & 5102.52 &  -1.93 & KX & 13 & -5.13\\   
   & 5295.38 &   0.66 & KX & 17 & -5.54\\    
   & 5297.00 &   0.83 & KX & 20 & -5.59\\   
   & 5302.44 &   1.10 & KX & 23 & -5.76\\   
   & 5559.05 &  -1.32 & KX & 12 & -5.65\\   
   & 5570.51 &  -1.44 & KX & 11 & -5.57\\  
\multicolumn{2}{l}{Fe I (90 lines)}&\multicolumn{4}{r}{(log Fe/N(T) = -4.38 $\pm$ 0.31)}\\ 
\multicolumn{2}{l}{Fe II (223 lines)}&\multicolumn{4}{r}{(log Fe/N(T) = -4.36 $\pm$ 0.21)}\\
 25& 4648.94  & -4.39 & KX &  5 &  -4.36\\    
   & 4670.17  & -3.97 & KX &  7 &  -4.65\\    
 36& 4993.35  & -3.65 & MF & 20 &  -4.23\\  
 41& 5284.10  & -3.19 & MF & 36 &  -4.15\\   
 42& 4923.93  & -1.32 & MF &100 &  -4.02\\    
   & 5018.45  & -1.22 & MF & 95 &  -4.27\\   
 43& 4731.44  & -3.36 & MF & 26 &  -4.33\\   
 44& 4663.70  & -4.28 & KX &  9 &  -4.07\\
 48& 5264.80  & -3.19 & KX & 12 &  -4.77\\    
167& 5127.87  & -2.54 & KX &  8 &  -4.44\\    
168& 4953.98  & -2.76 & KX &  5 &  -4.44\\   
185& 5272.40  & -2.03 & MF & 18 &  -4.27\\    
205& 5093.58  &  0.11 & KX & 26 &  -3.93\\
218& 4913.29  &  0.01 & KX & 16 &  -4.26  \\ 
225& 5303.39  & -1.61 & KX &  4 &  -4.42    \\
  -& 4820.83  & -0.69 & KX &  4 &  -4.36\\
   & 4826.68  & -0.44 & KX & 14 &  -3.92  \\ 
   & 4908.15  & -0.30 & KX & 11 &  -4.20   \\
   & 4948.10  & -0.32 & KX & 11 &  -4.18   \\
   & 4948.79  & -0.01 & KX & 14 &  -4.33  \\
   & 4951.58  &  0.18 & KX & 13 &  -4.57    \\
   & 4958.82  & -0.64 & KX &  6 &  -4.17    \\
   & 4969.36  & -0.78 & KX &  7 &  -3.98    \\
   & 4977.03  &  0.04 & KX &  8 &  -4.70   \\
   & 4984.48  &  0.01 & KX & 15 &  -4.27   \\
   & 4990.51  &  0.18 & KX & 15 &  -4.47   \\
   & 4991.46  & -0.57 & KX & 12 &  -3.87    \\
   & 4999.18  & -0.48 & KX &  7 &  -4.28    \\
   & 5001.96  &  0.90 & KX & 49 &  -4.07    \\
   & 5004.20  &  0.50 & KX & 30 &  -4.24    \\
   & 5006.80  & -0.43 & KX &  8 &  -4.23    \\
   & 5009.02  & -0.42 & KX &  5 &  -4.53    \\
   & 5021.59  & -0.30 & KX &  7 &  -4.47   \\
   & 5022.79  & -0.02 & KX & 23 &  -3.96    \\
   & 5026.81  & -0.22 & KX &  9 &  -4.36   \\
   & 5030.63  &  0.40 & KX & 32 &  -4.05\\
   & 5035.71  &  0.61 & KX & 30 &  -4.35  \\ 
   & 5045.11  & -0.13 & KX &  8 &  -4.52    \\
   & 5047.64  & -0.07 & KX & 12 &  -4.33   \\
   & 5060.26  & -0.52 & KX &  6 &  -4.24    \\
   & 5061.72  &  0.22 & KX & 23 &  -4.18    \\
   & 5067.89  & -0.20 & KX & 10 &  -4.30    \\
   & 5070.90  &  0.24 & KX & 23 &  -4.18   \\
   & 5074.05  & -1.97 & KX &  7 &  -4.50   \\
   & 5075.76  &  0.28 & KX & 13 & -4.55    \\
   & 5082.23  & -0.10 & KX & 12 &  -4.28    \\
   & 5089.21  & -0.04 & KX & 18 &  -4.11   \\
   & 5086.31  & -0.48 & KX &  6 &  -4.28   \\
\noalign{\smallskip}
\hline\noalign{\smallskip}
\end{tabular}
\end{flushleft}
\end{table}
\setcounter{table}{5}
\begin{table}
   \caption[]{The analysis of the metal lines of 28Her (cont.)}
   \begin{flushleft}
   \begin{tabular}{lccccc}
   \hline\noalign{\smallskip}
mult. & $\lambda$($\AA$) & log gf &Ref &W(m$\AA$) &log N/N(T)\\
 \hline\noalign{\smallskip}
\multicolumn{2}{l}{Fe II (223 lines)}&\multicolumn{4}{r}{(log Fe/N(T) = -4.36 $\pm$ 0.21)}\\ 
   & 5089.21  & -0.04 & KX & 18 &  -4.11   \\
   & 5086.31  & -0.48 & KX &  6 &  -4.28   \\  
& 5097.27  &  0.31&  KX & 26 &  -4.12   \\
   & 5106.11  & -0.19 & KX &  8 &  -4.45    \\
   & 5112.99  & -0.50 & KX & 11 &  -3.95   \\
   & 5117.01  & -0.13 & KX &  6 &  -4.61    \\
   & 5143.88  &  0.10 & KX & 23 &  -3.98    \\
   & 5144.36  &  0.28 & KX & 11 &  -4.66   \\
   & 5145.78  &  0.03 & KX &  9 &  -4.55   \\
   & 5148.94  & -0.40 & KX &  7 &  -4.30   \\
   & 5160.85  & -2.64 & KX &  8 &  -4.36\\
   & 5166.56  & -0.03 & KX &  9 &  -4.46  \\  
   & 5169.00  & -0.87 & MF & 88 &  -4.82    \\
   & 5175.40  & -2.27 & KX &  4 &  -4.00  \\
   & 5177.02  & -0.18 & KX &  5 &  -4.65  \\
   & 5178.37  & -0.59 & KX & 10 &  -3.87   \\
   & 5180.31  &  0.04 & KX &  8 &  -4.64   \\
   & 5186.87  & -0.30 & KX &  7 &  -4.33  \\
   & 5197.56  & -2.10 & KX & 40 &  -4.94   \\
   & 5199.12  &  0.10 & KX & 20 &  -4.09    \\
   & 5203.64  & -0.05 & KX & 10 &  -4.40    \\
   & 5213.99  & -0.22 & KX &  9 &  -4.26   \\
   & 5215.34  & -0.01 & KX &  9 &  -4.50    \\
   & 5216.85  &  0.81 & KX & 20 &  -4.75    \\
   & 5223.26  & -0.41 & KX &  9 &  -4.08  \\
   & 5223.80  & -0.59 & KX &  8 &  -4.03   \\
   & 5225.98  & -0.40 & KX & 13 &  -3.92   \\
   & 5234.62  & -2.05 & MF & 68 &  -4.08   \\
   & 5239.81  & -0.46 & KX &  9 &  -4.03    \\
   & 5247.95  &  0.63 & KX & 25 &  -4.38\\
   & 5254.93  & -3.23 & KX & 20 &  -4.43  \\ 
   & 5251.23  &  0.51 & KX & 26 &  -4.22   \\
   & 5257.90  & -0.71 & KX &  7 &  -3.90   \\
   & 5260.26  &  1.07 & KX & 30 &  -4.67   \\
   & 5264.81  & -3.19 & MF & 38 &  -3.91   \\
   & 5270.03  &  0.07 & KX & 14 &  -4.26    \\
   & 5291.67  &  0.58 & KX & 27 &  -4.25   \\
   & 5306.18  &  0.22 & KX & 21 &  -4.10    \\
   & 5318.06  & -0.14 & KX &  7 &  -4.49  \\
   & 5318.75  & -0.57 & KX &  7 &  -4.08    \\
   & 5322.23  & -0.52 & KX &  4 &  -4.36    \\
   & 5339.58  &  0.54 & KX & 22 &  -4.41    \\
   & 5375.85  & -0.29 & KX & 11 &  -4.04   \\
   & 5387.06  &  0.52 & KX & 23 &  -4.29    \\
   & 5395.86  &  0.36 & KX & 12 &  -4.55   \\
   & 5402.06  &  0.50 & KX & 23 &  -4.26   \\
   & 5408.81  & -2.39 & KX &  7 &  -4.45  \\
   & 5411.36  & -0.44 & KX &  7 &  -4.06   \\
   & 5414.05  & -3.79 & MF &  9 &  -4.34    \\
   & 5425.25  & -3.36 & MF & 18 &  -4.37    \\
   & 5427.83  & -1.66 & KX & 18 &  -4.23    \\
   & 5429.99  &  0.46 & KX & 19 &  -4.35    \\
   & 5442.35  & -0.30 & KX &  8 &  -4.16   \\
   & 5443.45  & -0.59 & KX &  4 &  -4.22    \\
   & 5444.39  & -0.18 & KX & 10 &  -4.12    \\
   & 5445.81  & -0.11 & KX &  8 &  -4.38    \\
   & 5450.10  & -0.53 & KX &  7 &  -4.02    \\
   & 5455.93  & -0.52 & KX &  9 &  -3.94   \\
\noalign{\smallskip}
\hline\noalign{\smallskip}
\end{tabular}
\end{flushleft}
\end{table}
\setcounter{table}{5}
\begin{table}
   \caption[]{The analysis of the metal lines of 28Her (cont.)}
   \begin{flushleft}
   \begin{tabular}{lccccc}
   \hline\noalign{\smallskip}
mult. & $\lambda$($\AA$) & log gf &Ref &W(m$\AA$) &log N/N(T)\\
 \hline\noalign{\smallskip}
\multicolumn{2}{l}{Fe II (223 lines)}&\multicolumn{4}{r}{(log Fe/N(T) = -4.36 $\pm$ 0.21)}\\ 
   & 5465.93  &  0.52 & KX & 15 &  -4.57    \\
   & 5466.91  & -1.88 & KX & 20 &  -3.88   \\
   & 5475.83  & -0.18 & KX &  8 &  -4.28   \\
   & 5479.41  & -0.42 & KX &  6 &  -4.24   \\
   & 5482.31  &  0.43 & KX & 18 &  -4.37  \\
   & 5487.62  &  0.36 & KX & 28 &  -3.90    \\
   & 5502.67  & -0.14 & KX & 10 &  -4.22   \\
   & 5503.21  & -0.09 & KX & 13 &  -4.13   \\
   & 5506.20  &  0.95 & MF & 26 &  -4.61   \\
   & 5510.78  &  0.00 & KX & 11 &  -4.29   \\
   & 5529.05  & -0.25 & KX &  5 &  -4.45    \\
   & 5534.83  & -2.93 & MF & 41 &  -4.06    \\
   & 5548.21  & -0.51 & KX &  5 &  -4.14    \\
   & 5549.00  & -0.23 & KX &  4 &  -4.62    \\
   & 5567.84  & -1.89  &KX & 12 &  -4.23   \\
   & 5588.22  &  0.09 & KX & 15 &  -4.14   \\
\multicolumn{2}{l}{Fe III (1 line)}&\multicolumn{4}{r}{(log Fe/N(T) = -4.32)}\\ 
\multicolumn{2}{l}{Sr II (4 lines)}&\multicolumn{4}{r}{(log Sr/N(T) = -6.63 $\pm$ 0.09)}\\
\multicolumn{2}{l}{Y II (32 lines)}&\multicolumn{4}{r}{(log Y/N(T) = -6.68 $\pm$ 0.25)}\\
 12& 4682.32 &  -1.51 & HL & 20 &  -7.11\\
 22& 4786.58 &  -1.29 & HL & 40 &  -6.25 \\   
 20& 4982.13 &  -1.29 & HL & 28 &  -6.70   \\ 
   & 5119.11 &  -1.36 & HL & 34 &  -6.44   \\
   & 5200.41 &  -0.57 & HL & 41 &  -6.96   \\
 27& 5480.73 &  -0.99 & HL & 39 &  -6.20   \\
   & 5497.41 &  -0.58 & HL & 38 &  -6.63    \\
   & 5544.61&   -1.09 & HL & 25 &  -6.63    \\
 28& 5196.42 &  -0.88 & HL & 14 &  -7.23   \\
\multicolumn{2}{l}{Zr II (10 lines)}&\multicolumn{4}{r}{(log Zr/N(T) = -8.54 $\pm$ 0.15)}\\
\multicolumn{2}{l}{Ba II (1 line)}&\multicolumn{4}{r}{(log Ba/N(T) = -9.82)}\\
\multicolumn{2}{l}{Pt II (8 lines)}&\multicolumn{4}{r}{(log Pt/N(T) = -7.69 $\pm$ 0.76:)}\\
\multicolumn{2}{l}{Hg II (1 line)}&\multicolumn{4}{r}{(log Hg/N(T) = -7.81)}\\
\noalign{\smallskip}
\hline\noalign{\smallskip}
\end{tabular}
\end{flushleft}
\end{table}
\end{document}