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Table 3:

Best fitting parameters for the MIPS-u sample.
ID $z_{\rm phot}$ $\chi ^2_{\nu }$ $P_{\chi^2_{\nu}}$ AV $z_{{\rm inf}-90\%}$ $z_{{\rm sup}-90\%}$ $z_{\rm 2-phot}$ $P_{\chi^2_{\nu},2}$ log M
#522 3.928 0.410 94.28 0.80 3.060 5.230 10.060 43.52 9.960
#1098 4.369 1.465 14.55 0.20 4.250 4.460 4.922 0.04 10.143
#2574 3.620 0.307 97.98 0.40 2.570 4.110 6.098 0.47 10.581
#3081 3.543 0.466 91.26 0.70 3.340 3.760 0.456 0.00 9.816
#3302 4.292 0.306 98.01 0.30 3.620 4.600 10.060 0.00 10.565
#4008 9.024 0.201 99.63 0.40 2.150 10.060 3.753 99.57 10.069a
#5073 4.481 0.738 68.90 0.20 4.250 4.670 3.417 20.62 11.073
#5460 4.236 0.854 57.65 0.00 3.480 4.390 3.683 50.87 10.402
#6876 3.620 0.683 74.09 0.20 2.220 4.040 3.172 72.67 10.485
#7042 3.774 0.646 77.54 0.50 3.340 3.900 3.529 75.10 9.723
#7286 3.564 5.582 0.00 0.10 2.850 3.620 3.193 0.00 10.610
#7309 3.613 1.267 24.30 0.00 3.130 3.830 3.417 22.90 9.723
#7785 3.970 1.964 3.28 0.30 3.900 4.040 0.540 0.00 10.391
#8403 4.264 2.018 2.76 0.00 4.110 4.390 3.347 0.57 10.710
#9537 4.103 0.150 99.89 0.40 3.200 4.390 6.651 0.00 10.801
#9561 4.026 0.838 59.14 0.00 2.080 4.320 3.396 51.28 10.412
#11682 4.320 0.367 96.11 0.00 4.040 4.530 2.941 64.89 10.186
#12327 4.971 0.202 99.41 0.70 2.920 7.750 3.256 96.17 11.185
#14130 4.432 0.315 97.06 0.10 1.590 5.090 3.067 96.30 10.235
#14260 4.152 1.243 25.71 0.50 4.040 4.250 0.652 0.01 9.935
#15268 4.775 2.534 0.47 0.80 4.390 5.090 7.260 0.07 10.373
Column description: ID: identification number; $z_{\rm phot}$: photometric redshift best-fit solution; $\chi ^2_{\nu }$: reduced $\chi^2$; $P_{\chi^2_{\nu}}$: probability relative to  $z_{\rm phot}$; AV: dust extinction parameter; $z_{{\rm inf}-90\%}$ and $z_{{\rm sup}-90\%}$: upper and lower bound for the $90\%$ confidence interval; $z_{\rm 2-phot}$: secondary solution for photometric redshift; $P_{\chi^2_{\nu};2}$: probability relative to  $z_{\rm 2-phot}$; log M: stellar mass in logarithmic scale, computed by using MA05 stellar population models.
We note that for galaxies with $z_{\rm phot}\sim 8{-}10$, the best fit redshifts are uncertain, and the range of equally probable solutions ( $z_{\rm inf}-z_{\rm sup}$) within the 90% of confidence is large. Also for some of these objects - marked by the footnotea - the Hyperzmass procedure did not find any physical solution for the best-fit SEDs by fixing the redshifts to these extremely high values.
a This value for the galaxy mass was found for the secondary solution of photometric redshift, z=3.753, because the Hyperzmass software did not find a plausible solution at z= 9.024.

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