\begin{table}%t4 \caption{\label{table:tab4}Best fitting parameters for the MIPS-d~sample.} \small%\centerline { \begin{tabular}{llllllllll} \hline \hline %&&&&&&&&&&& \\[-8pt] ID&$z_{\rm phot}$&$\chi^2_{\nu}$&$P_{\chi^2_{\nu}}$&$A_{V}$&$z_{\rm inf-90\%}$&$z_{\rm sup-90\%}$&$z_{\rm 2-phot}$&$P_{\chi^2_{\nu},2}$ & log $M$\\ %&&&&&&&&&&& \\[-8pt] \hline \#588 & 4.285 & 0.785 & 64.36 & 0.60 & 3.690 & 4.740 & 9.388 & 0.05 & 9.973 \\ \#702 & 8.814 & 0.067 & 99.99 & 0.40 & 1.450 & 10.060 & 3.340 & 99.99 & 10.563 \\ \#1720 & 3.522 & 0.526 & 87.33 & 0.60 & 2.850 & 4.250 & 3.921 & 84.30 & 10.399 \\ \#2172 & 3.711 & 0.536 & 86.56 & 0.70 & 3.550 & 4.180 & 4.117 & 70.42 & 11.097 \\ \#2560 & 3.830 & 0.044 & 100.00 & 0.40 & 2.780 & 8.520 & 7.274 & 100.00 & 10.762 \\ \#2796 & 10.060 & 0.279 & 98.59 & 0.80 & 3.360 & 10.060 & 3.536 & 95.36 & 10.870$^{{a}} $ \\ \#2894 & 3.893 & 0.628 & 79.14 & 0.70 & 2.990 & 4.460 & 10.060 & 0.37 & 10.441 \\ \#3393 & 5.503 & 0.477 & 90.59 & 0.80 & 3.830 & 5.860 & 5.167 & 84.73 & 10.647 \\ \#3850 & 4.166 & 0.063 & 100.00 & 0.70 & 3.410 & 9.290 & 8.009 & 99.90 & 10.940\\ \#5157 & 4.740 & 0.344 & 96.90 & 0.00 & 4.110 & 7.400 & 6.504 & 92.59 & 11.433\\ \#5367 & 4.355 & 0.494 & 89.51 & 0.80 & 3.900 & 4.880 & 10.060 & 0.03 & 10.806\\ \#5511 & 4.152 & 2.521 & 0.50 & 0.50 & 4.040 & 4.250 & 1.310 & 0.00 & 10.551\\ \#6099 & 5.251 & 0.367 & 96.10 & 0.10 & 3.200 & 8.450 & 4.999 & 96.02 & 11.178\\ \#6245 & 5.062 & 0.108 & 99.98 & 0.00 & 4.460 & 5.370 & 2.934 & 81.31 & 10.662\\ \#6463 & 9.437 & 0.193 & 99.68 & 0.10 & 3.690 & 10.060 & 4.215 & 99.64 & 9.973$^{{a}} $\\ \#8520 & 3.683 & 0.573 & 83.71 & 0.00 & 3.340 & 3.830 & 3.137 & 44.99 & 10.730\\ \#9007 & 3.669 & 1.117 & 34.42 & 0.60 & 2.780 & 4.110 & 2.969 & 34.41 & 10.824\\ \#9301 & 8.226 & 0.059 & 100.00 & 0.20 & 2.640 & 10.060 & 8.037 & 100.00 & 11.035\\ \#9306 & 8.660 & 0.127 & 99.95 & 0.80 & 2.360 & 10.060 & 8.219 & 99.92 & 11.011\\ \#9782 & 3.928 & 1.472 & 14.28 & 0.20 & 3.480 & 4.320 & 8.723 & 0.02 & 11.116\\ \#10176 & 5.818 & 0.002 & 100.00 & 0.20 &3.550 & 9.570 & 5.517 & 100.00 & 11.280\\ \#11304 & 4.145 & 0.378 & 95.67 & 0.80 &3.550 & 8.100 & 5.461 & 89.78 & 10.759\\ \#12699 & 3.543 & 1.760 & 6.21 & 0.30 &3.200 & 3.690 & 3.354 & 5.62 & 10.558\\ \#13129 & 7.960 & 0.030 & 100.00 & 0.20 &3.410 & 10.060 & 8.296 & 100.00 & 11.056\\ \#13857 & 3.746 & 0.863 & 56.74 & 0.10 &3.270 & 4.040 & 3.403 & 43.23 & 10.707\\ \#14505 & 3.564 & 0.014 & 100.00 & 0.80 &2.920 & 10.060 & 7.757 & 100.00 & 10.025\\ \#14668 & 4.600 & 0.209 & 99.56 & 0.10 &1.870 & 5.230 & 4.789 & 99.53 & 10.177\\ \#14722 & 4.145 & 1.816 & 5.23 & 0.40 &4.110 & 4.180 & 0.617 & 0.36 & 10.180\\ \#14793 & 4.474 & 1.225 & 27.41 & 0.00 &4.040 & 5.160 & 9.185 & 0.01 & 11.411\\ \#15541 & 3.949 & 1.216 & 27.45 & 0.40 &3.690 & 4.110 & 0.680 & 0.00 & 11.146\\ \#15761 & 4.292 & 0.177 & 99.78 & 0.10 &3.900 & 4.530 & 6.567 & 0.00 & 11.126\\ \#15771 & 3.564 & 0.360 & 96.35 & 0.20 &3.060 & 3.830 & 6.854 & 0.00 & 11.283\\ \hline \end{tabular}} \medskip See Table~\ref{table:tab3} for the column description. For the objects with extremely high redshift best fit solutions, the same caveat we gave in Table~\ref{table:tab3} should be taken into account. \\ $^{{a}}$ These values for the galaxy masses were found for the secondary solutions of photometric redshift, because the \textit{hyperzmass} software did not find a acceptable solution at $z\sim 9{-}10$. \end{table}