\begin{table}%tB.1
\caption {\label{app_candlist} Remaining quasar candidates not included in the
spectroscopic follow-up. The columns list the central quasar in the field, the
object (format: \texttt{HHMMSS.S~$\pm$~DDMMSS}, J2000), the approximate 
$V$~magnitude and the redshift with redshift confidence.}
%\centering
\par
\begin{tabular}[h]{llllllllll}\hline\hline\noalign{\smallskip}
Field		&Object			&$V$	&$z$	&$z$ confidence	&Field		&Object			&$V$	&$z$	&$z$ confidence\\\noalign{\smallskip}\hline\noalign{\smallskip}
Q~0000$-$263	&J000239.4$-$261139	&$22.0$	&$0.68$	&uncertain	&HE~0940$-$1050	&J094223.0$-$110952	&$19.1$	&$0.67$	&plausible\\
Q~0000$-$263	&J000256.4$-$260956	&$21.2$	&$1.77$	&plausible	&HE~0940$-$1050	&J094228.1$-$111403	&$20.5$	&$1.38$	&plausible\\
Q~0000$-$263	&J000256.8$-$254703	&$21.4$	&$0.91$	&plausible	&HE~0940$-$1050	&J094228.1$-$104719	&$21.5$	&$2.70$	&uncertain\\
Q~0000$-$263	&J000257.9$-$255750	&$21.1$	&$1.79$	&secure		&HE~0940$-$1050	&J094233.4$-$112119	&$20.5$	&$1.24$	&uncertain\\
Q~0000$-$263	&J000404.9$-$254841	&$22.5$	&$0.68$	&uncertain	&HE~0940$-$1050	&J094324.7$-$111526	&$17.6$	&$0.99$	&secure\\
Q~0000$-$263	&J000408.5$-$255024	&$21.5$	&$0.71$	&uncertain	&HE~0940$-$1050	&J094336.0$-$110129	&$19.5$	&$1.70$	&plausible\\
Q~0000$-$263	&J000422.1$-$255830	&$20.6$	&$0.91$	&plausible	&HE~0940$-$1050	&J094342.5$-$111730	&$19.0$	&$0.90$	&secure\\
Q~0002$-$422	&J000531.8$-$415410	&$20.6$	&$1.07$	&secure		&CTQ~0460	&J103833.6$-$232642	&$19.9$	&$1.93$	&uncertain\\
Q~0055$-$269	&J005709.5$-$265900	&$20.8$	&$0.70$	&uncertain	&CTQ~0460	&J103836.2$-$231020	&$21.9$	&$2.36$	&plausible\\
Q~0055$-$269	&J005750.3$-$263910	&$20.6$	&$1.41$	&secure		&CTQ~0460	&J103903.6$-$225625	&$19.9$	&$1.92$	&plausible\\
Q~0055$-$269	&J005805.6$-$265755	&$23.0$	&$2.88$	&uncertain	&BR~1117$-$1329	&J111910.3$-$133139	&$21.4$	&$1.55$	&uncertain\\
Q~0055$-$269	&J005840.0$-$263314	&$19.5$	&$2.55$	&plausible	&BR~1117$-$1329	&J111924.7$-$135152	&$20.8$	&$1.29$	&uncertain\\
Q~0055$-$269	&J005847.4$-$264308	&$21.0$	&$0.75$	&uncertain	&BR~1117$-$1329	&J111946.1$-$134157	&$20.0$	&$0.84$	&plausible\\
Q~0347$-$383	&J034856.4$-$380847	&$21.2$	&$1.83$	&uncertain	&BR~1117$-$1329	&J112028.1$-$133612	&$20.5$	&$1.30$	&uncertain\\
Q~0347$-$383	&J034905.8$-$380146	&$21.9$	&$1.84$	&secure		&BR~1117$-$1329	&J112037.2$-$133603	&$18.6$	&$0.15$	&secure\\
Q~0347$-$383	&J034933.3$-$381618	&$19.5$	&$0.94$	&secure		&BR~1117$-$1329	&J112049.4$-$133422	&$21.2$	&$2.84$	&plausible\\
Q~0347$-$383	&J034945.9$-$380150	&$20.9$	&$1.85$	&secure		&BR~1202$-$0725	&J120506.0$-$075537	&$18.6$	&$1.58$	&secure\\
Q~0347$-$383	&J035003.7$-$375855	&$22.0$	&$2.08$	&uncertain	&BR~1202$-$0725	&J120512.7$-$075926	&$20.5$	&$3.32$	&uncertain\\
Q~0347$-$383	&J035008.5$-$375359	&$20.8$	&$1.84$	&secure		&BR~1202$-$0725	&J120601.9$-$073433	&$21.6$	&$2.11$	&uncertain\\
Q~0347$-$383	&J035039.4$-$382425	&$19.4$	&$1.38$	&plausible	&BR~1202$-$0725	&J120602.2$-$074358	&$20.0$	&$0.84$	&plausible\\
CTQ~0247	&J040634.9$-$440757	&$19.6$	&$1.37$	&plausible	&BR~1202$-$0725	&J120612.2$-$072814	&$20.4$	&$0.71$	&uncertain\\
CTQ~0247	&J040637.7$-$442152	&$21.1$	&$1.68$	&uncertain	&Q~1209$+$093	&J121108.4$+$085707	&$20.6$	&$0.86$	&uncertain\\
CTQ~0247	&J040706.6$-$442223	&$20.5$	&$1.68$	&uncertain	&Q~1209$+$093	&J121234.8$+$085701	&$20.5$	&$2.17$	&uncertain\\
CTQ~0247	&J040735.1$-$440020	&$18.8$	&$1.47$	&plausible	&Q~1451$+$123	&J145508.6$+$121245	&$20.5$	&$1.68$	&uncertain\\
CTQ~0247	&J040744.2$-$440050	&$19.8$	&$0.59$	&plausible	&Q~1451$+$123	&J145514.6$+$115655	&$21.5$	&$2.04$	&uncertain\\
CTQ~0247	&J040816.1$-$442158	&$20.5$	&$0.91$	&uncertain	&PKS~2126$-$158	&J212924.5$-$154820	&$18.5$	&$1.57$	&secure\\
CTQ~0247	&J040822.8$-$441814	&$21.5$	&$1.76$	&plausible	&PKS~2126$-$158	&J213009.8$-$153633	&$22.0$	&$2.41$	&plausible\\
Q~0420$-$388	&J042116.9$-$384010	&$22.0$	&$2.41$	&uncertain	&PKS~2126$-$158	&J213016.1$-$154153	&$20.2$	&$0.77$	&uncertain\\
Q~0420$-$388	&J042145.7$-$385720	&$21.6$	&$1.79$	&secure		&PKS~2126$-$158	&J213017.3$-$154324	&$18.5$	&$1.41$	&secure\\
Q~0420$-$388	&J042153.2$-$383256	&$20.5$	&$0.86$	&plausible	&Q~2139$-$4434	&J214119.4$-$441256	&$21.6$	&$1.57$	&uncertain\\
Q~0420$-$388	&J042222.0$-$385755	&$21.5$	&$2.92$	&plausible	&Q~2139$-$4434	&J214124.0$-$443301	&$21.0$	&$1.96$	&uncertain\\
Q~0420$-$388	&J042258.9$-$384749	&$20.8$	&$0.89$	&plausible	&Q~2139$-$4434	&J214326.2$-$442036	&$18.2$	&$0.60$	&uncertain\\
PKS~0528$-$250	&J052916.6$-$245655	&$21.1$	&$2.34$	&plausible	&HE~2243$-$6031	&J224542.2$-$600645	&$20.0$	&$1.53$	&secure\\
PKS~0528$-$250	&J052920.1$-$251337	&$20.5$	&$2.20$	&uncertain	&HE~2243$-$6031	&J224543.0$-$603049	&$19.4$	&$1.56$	&secure\\
PKS~0528$-$250	&J052930.5$-$245305	&$18.5$	&$0.86$	&secure		&HE~2243$-$6031	&J224553.3$-$600659	&$20.2$	&$1.36$	&secure\\
PKS~0528$-$250	&J052939.1$-$250148	&$20.2$	&$2.85$	&secure		&HE~2243$-$6031	&J224602.9$-$603115	&$21.0$	&$0.66$	&uncertain\\
PKS~0528$-$250	&J052940.7$-$245927	&$21.5$	&$1.72$	&plausible	&HE~2243$-$6031	&J224612.7$-$600355	&$21.9$	&$2.91$	&uncertain\\
PKS~0528$-$250	&J052947.4$-$250426	&$20.0$	&$2.88$	&secure		&HE~2243$-$6031	&J224653.0$-$603046	&$20.5$	&$0.62$	&uncertain\\
PKS~0528$-$250	&J053015.5$-$250307	&$21.1$	&$2.52$	&secure		&HE~2243$-$6031	&J224729.0$-$601443	&$20.8$	&$0.93$	&secure\\
PKS~0528$-$250	&J053039.7$-$245306	&$21.9$	&$1.53$	&uncertain	&HE~2243$-$6031	&J224750.4$-$602117	&$19.5$	&$1.02$	&plausible\\
PKS~0528$-$250	&J053043.2$-$250840	&$21.4$	&$1.84$	&plausible	&HE~2243$-$6031	&J224837.7$-$601431	&$21.4$	&$3.08$	&uncertain\\
PKS~0528$-$250	&J053048.2$-$250435	&$20.6$	&$2.95$	&plausible	&HE~2347$-$4342	&J235001.9$-$431229	&$18.6$	&$0.92$	&secure\\
PKS~0528$-$250	&J053115.3$-$251311	&$21.0$	&$1.41$	&uncertain	&HE~2347$-$4342	&J235107.0$-$432246	&$19.0$	&$1.48$	&plausible\\
HE~0940$-$1050	&J094219.2$-$105019	&$20.9$	&$0.94$	&plausible	&HE~2347$-$4342	&J235140.8$-$431615	&$20.9$	&$1.26$	&uncertain\\
\hline
\end{tabular} 
\end{table}