\begin{table}%t5
%\centering
\par
\caption{\label{tab:consistency}Consistency of star and galaxy identifications between different color-color diagrams.}
\begin{tabular}{llcccc}
\hline \hline  
Diagram 1 & Diagram 2 & Galaxies & Stars & Galaxies & Stars \\
& & in the galaxy cloud & in the star cloud & in the star cloud & in the galaxy cloud \\
 & & [\%] & [\%] & [\%] & [\%] \\
\hline
$S_{65}/S_{90}$ vs. $S_{65}/S_{140}$ & $S_{65}/S_{90}$ vs. $S_{65}/S_{160}$ & 97.23 & 82.17 & 28.75 & 49.45 \\ 
 $S_{65}/S_{90}$ vs. $S_{65}/S_{140}$ & $S_{65}/S_{90}$ vs. $S_{90}/S_{140}$ & 99.76 & 99.15 & 94.01 & 95.58 \\ 
 $S_{65}/S_{90}$ vs. $S_{65}/S_{140}$ & $S_{65}/S_{90}$ vs. $S_{90}/S_{160}$ & 96.99 & 85.23 & 28.41 & 51.53 \\ 
 $S_{65}/S_{90}$ vs. $S_{65}/S_{140}$ & $S_{65}/S_{90}$ vs. $S_{140}/S_{160}$ & 97.14 & 63.13 & 26.79 & 39.39 \\ 
 $S_{65}/S_{90}$ vs. $S_{65}/S_{140}$ & $S_{65}/S_{140}$ vs. $S_{65}/S_{160}$ & 98.86 & 95.89 & 69.68 & 78.95 \\ 
 $S_{65}/S_{90}$ vs. $S_{65}/S_{140}$ & $S_{65}/S_{140}$ vs. $S_{90}/S_{140}$ & 99.30 & 96.81 & 78.36 & 86.57 \\ 
 $S_{65}/S_{90}$ vs. $S_{65}/S_{140}$ & $S_{65}/S_{140}$ vs. $S_{90}/S_{160}$ & 98.57 & 95.62 & 66.48 & 75.00 \\ 
 $S_{65}/S_{90}$ vs. $S_{65}/S_{140}$ & $S_{65}/S_{140}$ vs. $S_{140}/S_{160}$ & 97.05 & 93.40 & 41.75 & 63.55 \\ 
 $S_{65}/S_{90}$ vs. $S_{65}/S_{140}$ & $S_{65}/S_{160}$ vs. $S_{90}/S_{140}$ & 98.48 & 95.37 & 61.30 & 76.52 \\ 
 $S_{65}/S_{90}$ vs. $S_{65}/S_{140}$ & $S_{65}/S_{160}$ vs. $S_{90}/S_{160}$ & 97.02 & 76.23 & 18.54 & 44.76 \\ 
 $S_{65}/S_{90}$ vs. $S_{65}/S_{140}$ & $S_{65}/S_{160}$ vs. $S_{140}/S_{160}$ & 99.00 & 95.50 & 70.67 & 78.33 \\ 
 $S_{65}/S_{90}$ vs. $S_{65}/S_{140}$ & $S_{90}/S_{140}$ vs. $S_{90}/S_{160}$ & 98.37 & 93.75 & 60.12 & 70.49 \\ 
 $S_{65}/S_{90}$ vs. $S_{65}/S_{140}$ & $S_{90}/S_{140}$ vs. $S_{140}/S_{160}$ & 98.66 & 94.30 & 66.87 & 72.27 \\ 
 $S_{65}/S_{90}$ vs. $S_{65}/S_{140}$ & $S_{90}/S_{160}$ vs. $S_{140}/S_{160}$ & 98.43 & 94.66 & 63.04 & 73.50 \\ 
 $S_{65}/S_{90}$ vs. $S_{65}/S_{160}$ & $S_{65}/S_{90}$ vs. $S_{90}/S_{140}$ & 97.22 & 82.53 & 32.54 & 48.59 \\ 
 $S_{65}/S_{90}$ vs. $S_{65}/S_{160}$ & $S_{65}/S_{90}$ vs. $S_{90}/S_{160}$ & 99.57 & 95.97 & 89.97 & 91.63 \\ 
 $S_{65}/S_{90}$ vs. $S_{65}/S_{160}$ & $S_{65}/S_{90}$ vs. $S_{140}/S_{160}$ & 98.33 & 77.30 & 57.85 & 74.39 \\ 
 $S_{65}/S_{90}$ vs. $S_{65}/S_{160}$ & $S_{65}/S_{140}$ vs. $S_{65}/S_{160}$ & 97.96 & 84.23 & 46.50 & 53.93 \\ 
 $S_{65}/S_{90}$ vs. $S_{65}/S_{160}$ & $S_{65}/S_{140}$ vs. $S_{90}/S_{140}$ & 97.44 & 80.40 & 22.06 & 50.51 \\ 
 $S_{65}/S_{90}$ vs. $S_{65}/S_{160}$ & $S_{65}/S_{140}$ vs. $S_{90}/S_{160}$ & 97.50 & 83.02 & 41.93 & 46.43 \\ 
 $S_{65}/S_{90}$ vs. $S_{65}/S_{160}$ & $S_{65}/S_{140}$ vs. $S_{140}/S_{160}$ & 97.71 & 84.25 & 55.29 & 51.46 \\ 
 $S_{65}/S_{90}$ vs. $S_{65}/S_{160}$ & $S_{65}/S_{160}$ vs. $S_{90}/S_{140}$ & 97.16 & 80.92 & 28.75 & 44.69 \\ 
 $S_{65}/S_{90}$ vs. $S_{65}/S_{160}$ & $S_{65}/S_{160}$ vs. $S_{90}/S_{160}$ & 98.64 & 82.55 & 63.40 & 72.99 \\ 
 $S_{65}/S_{90}$ vs. $S_{65}/S_{160}$ & $S_{65}/S_{160}$ vs. $S_{140}/S_{160}$ & 97.95 & 84.05 & 41.11 & 55.43 \\ 
 $S_{65}/S_{90}$ vs. $S_{65}/S_{160}$ & $S_{90}/S_{140}$ vs. $S_{90}/S_{160}$ & 96.78 & 79.30 & 22.35 & 43.01 \\ 
 $S_{65}/S_{90}$ vs. $S_{65}/S_{160}$ & $S_{90}/S_{140}$ vs. $S_{140}/S_{160}$ & 96.64 & 79.22 & 17.86 & 41.53 \\ 
 $S_{65}/S_{90}$ vs. $S_{65}/S_{160}$ & $S_{90}/S_{160}$ vs. $S_{140}/S_{160}$ & 96.59 & 79.69 & 20.96 & 41.99 \\ 
 $S_{65}/S_{90}$ vs. $S_{90}/S_{140}$ & $S_{65}/S_{90}$ vs. $S_{90}/S_{160}$ & 97.01 & 85.93 & 32.51 & 51.90 \\ 
 $S_{65}/S_{90}$ vs. $S_{90}/S_{140}$ & $S_{65}/S_{90}$ vs. $S_{140}/S_{160}$ & 97.14 & 63.33 & 30.68 & 37.84 \\ 
 $S_{65}/S_{90}$ vs. $S_{90}/S_{140}$ & $S_{65}/S_{140}$ vs. $S_{65}/S_{160}$ & 98.83 & 95.76 & 70.73 & 77.06 \\ 
 $S_{65}/S_{90}$ vs. $S_{90}/S_{140}$ & $S_{65}/S_{140}$ vs. $S_{90}/S_{140}$ & 99.06 & 95.96 & 72.73 & 82.17 \\ 
 $S_{65}/S_{90}$ vs. $S_{90}/S_{140}$ & $S_{65}/S_{140}$ vs. $S_{90}/S_{160}$ & 98.54 & 95.83 & 67.57 & 74.75 \\ 
 $S_{65}/S_{90}$ vs. $S_{90}/S_{140}$ & $S_{65}/S_{140}$ vs. $S_{140}/S_{160}$ & 97.07 & 93.62 & 44.65 & 62.75 \\ 
 $S_{65}/S_{90}$ vs. $S_{90}/S_{140}$ & $S_{65}/S_{160}$ vs. $S_{90}/S_{140}$ & 98.33 & 94.90 & 59.82 & 72.73 \\ 
 $S_{65}/S_{90}$ vs. $S_{90}/S_{140}$ & $S_{65}/S_{160}$ vs. $S_{90}/S_{160}$ & 96.96 & 76.27 & 21.88 & 42.93 \\ 
 $S_{65}/S_{90}$ vs. $S_{90}/S_{140}$ & $S_{65}/S_{160}$ vs. $S_{140}/S_{160}$ & 98.92 & 95.03 & 70.43 & 74.78 \\ 
 $S_{65}/S_{90}$ vs. $S_{90}/S_{140}$ & $S_{90}/S_{140}$ vs. $S_{90}/S_{160}$ & 98.19 & 93.29 & 58.19 & 66.67 \\ 
 $S_{65}/S_{90}$ vs. $S_{90}/S_{140}$ & $S_{90}/S_{140}$ vs. $S_{140}/S_{160}$ & 98.44 & 93.84 & 63.43 & 68.42 \\ 
 $S_{65}/S_{90}$ vs. $S_{90}/S_{140}$ & $S_{90}/S_{160}$ vs. $S_{140}/S_{160}$ & 98.28 & 94.20 & 61.58 & 69.64 \\ 
 $S_{65}/S_{90}$ vs. $S_{90}/S_{160}$ & $S_{65}/S_{90}$ vs. $S_{140}/S_{160}$ & 97.90 & 73.52 & 50.86 & 66.67 \\ 
 $S_{65}/S_{90}$ vs. $S_{90}/S_{160}$ & $S_{65}/S_{140}$ vs. $S_{65}/S_{160}$ & 97.79 & 87.20 & 46.61 & 56.60 \\ 
 $S_{65}/S_{90}$ vs. $S_{90}/S_{160}$ & $S_{65}/S_{140}$ vs. $S_{90}/S_{140}$ & 97.17 & 83.24 & 21.55 & 51.40 \\ 
 $S_{65}/S_{90}$ vs. $S_{90}/S_{160}$ & $S_{65}/S_{140}$ vs. $S_{90}/S_{160}$ & 97.43 & 86.70 & 44.44 & 51.01 \\ 
 $S_{65}/S_{90}$ vs. $S_{90}/S_{160}$ & $S_{65}/S_{140}$ vs. $S_{140}/S_{160}$ & 97.89 & 87.91 & 61.22 & 56.58 \\ 
 $S_{65}/S_{90}$ vs. $S_{90}/S_{160}$ & $S_{65}/S_{160}$ vs. $S_{90}/S_{140}$ & 97.05 & 84.01 & 31.25 & 46.25 \\ 
 $S_{65}/S_{90}$ vs. $S_{90}/S_{160}$ & $S_{65}/S_{160}$ vs. $S_{90}/S_{160}$ & 98.70 & 85.33 & 67.67 & 74.51 \\ 
 $S_{65}/S_{90}$ vs. $S_{90}/S_{160}$ & $S_{65}/S_{160}$ vs. $S_{140}/S_{160}$ & 97.76 & 87.05 & 41.03 & 58.18 \\ 
 $S_{65}/S_{90}$ vs. $S_{90}/S_{160}$ & $S_{90}/S_{140}$ vs. $S_{90}/S_{160}$ & 96.61 & 82.49 & 24.11 & 44.31 \\ 
 $S_{65}/S_{90}$ vs. $S_{90}/S_{160}$ & $S_{90}/S_{140}$ vs. $S_{140}/S_{160}$ & 96.42 & 82.40 & 18.84 & 42.68 \\ 
 $S_{65}/S_{90}$ vs. $S_{90}/S_{160}$ & $S_{90}/S_{160}$ vs. $S_{140}/S_{160}$ & 96.42 & 82.84 & 22.75 & 43.21 \\ 
 $S_{65}/S_{90}$ vs. $S_{140}/S_{160}$ & $S_{65}/S_{140}$ vs. $S_{65}/S_{160}$ & 97.29 & 63.01 & 29.21 & 37.69 \\ 
 $S_{65}/S_{90}$ vs. $S_{140}/S_{160}$ & $S_{65}/S_{140}$ vs. $S_{90}/S_{140}$ & 97.21 & 60.77 & 15.38 & 41.43 \\ 
 $S_{65}/S_{90}$ vs. $S_{140}/S_{160}$ & $S_{65}/S_{140}$ vs. $S_{90}/S_{160}$ & 96.73 & 61.61 & 24.29 & 31.20 \\ 
 $S_{65}/S_{90}$ vs. $S_{140}/S_{160}$ & $S_{65}/S_{140}$ vs. $S_{140}/S_{160}$ & 96.27 & 62.92 & 27.34 & 34.78 \\ 
 $S_{65}/S_{90}$ vs. $S_{140}/S_{160}$ & $S_{65}/S_{160}$ vs. $S_{90}/S_{140}$ & 96.52 & 59.50 & 12.80 & 32.18 \\ 
 $S_{65}/S_{90}$ vs. $S_{140}/S_{160}$ & $S_{65}/S_{160}$ vs. $S_{90}/S_{160}$ & 97.32 & 57.31 & 28.01 & 58.99 \\ 
 $S_{65}/S_{90}$ vs. $S_{140}/S_{160}$ & $S_{65}/S_{160}$ vs $S_{140}/S_{160}$ & 97.46 & 62.96 & 27.08 & 39.85 \\ 
$S_{65}/S_{90}$ vs. $S_{140}/S_{160}$ & $S_{90}/S_{140}$ vs. $S_{90}/S_{160}$ & 96.23 & 57.67 & 9.38 & 32.09 \\ 
$S_{65}/S_{90}$ vs. $S_{140}/S_{160}$ & $S_{90}/S_{140}$ vs $S_{140}/S_{160}$ & 96.21 & 57.74 & 7.72 & 30.94 \\ 
$S_{65}/S_{90}$ vs. $S_{140}/S_{160}$ & $S_{90}/S_{160}$ vs. $S_{140}/S_{160}$ & 96.07 & 57.93 & 9.04 & 30.42 \\ 
$S_{65}/S_{140}$ vs. $S_{65}/S_{160}$ & $S_{65}/S_{140}$ vs. $S_{90}/S_{140}$ & 98.96 & 95.07 & 67.18 & 78.46 \\ 
$S_{65}/S_{140}$ vs. $S_{65}/S_{160}$ & $S_{65}/S_{140}$ vs. $S_{90}/S_{160}$ & 99.45 & 98.33 & 86.88 & 90.00 \\ 
\hline
$S_{65}/S_{140}$ vs. $S_{65}/S_{160}$ & $S_{65}/S_{140}$ vs. $S_{140}/S_{160}$ & 98.13 & 96.81 & 62.56 & 81.55 \\ 
 $S_{65}/S_{140}$ vs. $S_{65}/S_{160}$ & $S_{65}/S_{160}$ vs. $S_{90}/S_{140}$ & 98.99 & 97.10 & 73.82 & 84.68 \\ 
 $S_{65}/S_{140}$ vs. $S_{65}/S_{160}$ & $S_{65}/S_{160}$ vs. $S_{90}/S_{160}$ & 97.99 & 80.08 & 43.92 & 52.43 \\ 
 $S_{65}/S_{140}$ vs. $S_{65}/S_{160}$ & $S_{65}/S_{160}$ vs. $S_{140}/S_{160}$ & 99.67 & 98.97 & 90.25 & 94.83 \\ 
 $S_{65}/S_{140}$ vs. $S_{65}/S_{160}$ & $S_{90}/S_{140}$ vs. $S_{90}/S_{160}$ & 98.61 & 95.52 & 65.45 & 77.97 \\ 
 $S_{65}/S_{140}$ vs. $S_{65}/S_{160}$ & $S_{90}/S_{140}$ vs. $S_{140}/S_{160}$ & 98.52 & 95.71 & 62.58 & 78.26 \\ 
 $S_{65}/S_{140}$ vs. $S_{65}/S_{160}$ & $S_{90}/S_{160}$ vs. $S_{140}/S_{160}$ & 98.52 & 96.07 & 64.72 & 79.65 \\ 
 $S_{65}/S_{140}$ vs. $S_{90}/S_{140}$ & $S_{65}/S_{140}$ vs. $S_{90}/S_{160}$ & 98.70 & 94.46 & 64.45 & 73.33 \\ 
 $S_{65}/S_{140}$ vs. $S_{90}/S_{140}$ & $S_{65}/S_{140}$ vs. $S_{140}/S_{160}$ & 97.21 & 91.83 & 37.36 & 61.79 \\ 
 $S_{65}/S_{140}$ vs. $S_{90}/S_{140}$ & $S_{65}/S_{160}$ vs. $S_{90}/S_{140}$ & 98.92 & 95.59 & 67.64 & 80.92 \\ 
 $S_{65}/S_{140}$ vs. $S_{90}/S_{140}$ & $S_{65}/S_{160}$ vs. $S_{90}/S_{160}$ & 97.39 & 76.27 & 14.96 & 50.44 \\ 
 $S_{65}/S_{140}$ vs. $S_{90}/S_{140}$ & $S_{65}/S_{160}$ vs. $S_{140}/S_{160}$ & 99.22 & 95.37 & 72.34 & 80.88 \\ 
 $S_{65}/S_{140}$ vs. $S_{90}/S_{140}$ & $S_{90}/S_{140}$ vs. $S_{90}/S_{160}$ & 98.81 & 94.64 & 65.97 & 78.26 \\ 
 $S_{65}/S_{140}$ vs. $S_{90}/S_{140}$ & $S_{90}/S_{140}$ vs. $S_{140}/S_{160}$ & 99.01 & 95.56 & 71.13 & 81.48 \\ 
 $S_{65}/S_{140}$ vs. $S_{90}/S_{140}$ & $S_{90}/S_{160}$ vs. $S_{140}/S_{160}$ & 98.80 & 95.22 & 67.11 & 79.70 \\ 
 $S_{65}/S_{140}$ vs. $S_{90}/S_{160}$ & $S_{65}/S_{140}$ vs. $S_{140}/S_{160}$ & 98.31 & 97.19 & 69.21 & 81.72 \\ 
 $S_{65}/S_{140}$ vs. $S_{90}/S_{160}$ & $S_{65}/S_{160}$ vs. $S_{90}/S_{140}$ & 99.34 & 97.82 & 84.83 & 87.13 \\ 
 $S_{65}/S_{140}$ vs. $S_{90}/S_{160}$ & $S_{65}/S_{160}$ vs. $S_{90}/S_{160}$ & 97.89 & 78.88 & 48.36 & 45.92 \\ 
 $S_{65}/S_{140}$ vs. $S_{90}/S_{160}$ & $S_{65}/S_{160}$ vs. $S_{140}/S_{160}$ & 99.20 & 97.30 & 79.11 & 84.91 \\ 
 $S_{65}/S_{140}$ vs. $S_{90}/S_{160}$ & $S_{90}/S_{140}$ vs. $S_{90}/S_{160}$ & 98.86 & 96.27 & 74.80 & 79.63 \\ 
 $S_{65}/S_{140}$ vs. $S_{90}/S_{160}$ & $S_{90}/S_{140}$ vs. $S_{140}/S_{160}$ & 98.57 & 96.46 & 67.95 & 80.00 \\ 
 $S_{65}/S_{140}$ vs. $S_{90}/S_{160}$ & $S_{90}/S_{160}$ vs. $S_{140}/S_{160}$ & 98.77 & 96.81 & 73.82 & 81.55 \\ 
 $S_{65}/S_{140}$ vs. $S_{140}/S_{160}$ & $S_{65}/S_{160}$ vs. $S_{90}/S_{140}$ & 97.87 & 95.29 & 58.71 & 73.08 \\ 
 $S_{65}/S_{140}$ vs. $S_{140}/S_{160}$ & $S_{65}/S_{160}$ vs. $S_{90}/S_{160}$ & 98.48 & 79.36 & 68.84 & 48.24 \\ 
 $S_{65}/S_{140}$ vs. $S_{140}/S_{160}$ & $S_{65}/S_{160}$ vs. $S_{140}/S_{160}$ & 97.98 & 96.43 & 56.46 & 80.73 \\ 
 $S_{65}/S_{140}$ vs. $S_{140}/S_{160}$ & $S_{90}/S_{140}$ vs. $S_{90}/S_{160}$ & 97.31 & 94.04 & 49.54 & 68.47 \\ 
 $S_{65}/S_{140}$ vs. $S_{140}/S_{160}$ & $S_{90}/S_{140}$ vs. $S_{140}/S_{160}$ & 96.94 & 93.90 & 42.06 & 66.67 \\ 
 $S_{65}/S_{140}$ vs. $S_{140}/S_{160}$ & $S_{90}/S_{160}$ vs. $S_{140}/S_{160}$ & 97.17 & 94.26 & 48.54 & 67.92 \\ 
 $S_{65}/S_{160}$ vs. $S_{90}/S_{140}$ & $S_{65}/S_{160}$ vs. $S_{90}/S_{160}$ & 97.70 & 79.02 & 38.83 & 50.24 \\ 
 $S_{65}/S_{160}$ vs. $S_{90}/S_{140}$ & $S_{65}/S_{160}$ vs. $S_{140}/S_{160}$ & 98.96 & 97.07 & 70.34 & 85.47 \\ 
 $S_{65}/S_{160}$ vs. $S_{90}/S_{140}$ & $S_{90}/S_{140}$ vs. $S_{90}/S_{160}$ & 99.43 & 98.45 & 86.30 & 92.44 \\ 
 $S_{65}/S_{160}$ vs. $S_{90}/S_{140}$ & $S_{90}/S_{140}$ vs. $S_{140}/S_{160}$ & 99.09 & 98.28 & 77.88 & 91.38 \\ 
 $S_{65}/S_{160}$ vs. $S_{90}/S_{140}$ & $S_{90}/S_{160}$ vs. $S_{140}/S_{160}$ & 99.29 & 98.97 & 83.71 & 94.74 \\ 
 $S_{65}/S_{160}$ vs. $S_{90}/S_{160}$ & $S_{65}/S_{160}$ vs. $S_{140}/S_{160}$ & 98.01 & 80.25 & 38.66 & 54.72 \\ 
 $S_{65}/S_{160}$ vs. $S_{90}/S_{160}$ & $S_{90}/S_{140}$ vs. $S_{90}/S_{160}$ & 97.28 & 79.34 & 30.43 & 53.27 \\ 
 $S_{65}/S_{160}$ vs. $S_{90}/S_{160}$ & $S_{90}/S_{140}$ vs. $S_{140}/S_{160}$ & 96.89 & 78.03 & 19.50 & 49.29 \\ 
 $S_{65}/S_{160}$ vs. $S_{90}/S_{160}$ & $S_{90}/S_{160}$ vs. $S_{140}/S_{160}$ & 97.02 & 78.53 & 26.87 & 49.76 \\ 
 $S_{65}/S_{160}$ vs. $S_{140}/S_{160}$ & $S_{90}/S_{140}$ vs. $S_{90}/S_{160}$ & 98.65 & 95.47 & 63.37 & 79.03 \\ 
 $S_{65}/S_{160}$ vs $S_{140}/S_{160}$ & $S_{90}/S_{140}$ vs. $S_{140}/S_{160}$ & 98.63 & 95.67 & 62.21 & 79.34 \\ 
 $S_{65}/S_{160}$ vs. $S_{140}/S_{160}$ & $S_{90}/S_{160}$ vs. $S_{140}/S_{160}$ & 98.57 & 96.03 & 62.66 & 80.67 \\ 
 $S_{90}/S_{140}$ vs. $S_{90}/S_{160}$ & $S_{90}/S_{140}$ vs. $S_{140}/S_{160}$ & 99.51 & 98.78 & 88.64 & 94.31 \\ 
 $S_{90}/S_{140}$ vs. $S_{90}/S_{160}$ & $S_{90}/S_{160}$ vs. $S_{140}/S_{160}$ & 99.74 & 98.79 & 94.31 & 94.21 \\ 
 $S_{90}/S_{140}$ vs. $S_{140}/S_{160}$ & $S_{90}/S_{160}$ vs. $S_{140}/S_{160}$ & 99.67 & 99.31 & 92.60 & 96.61 \\ 
\hline
\end{tabular}
\end{table}