\begin{table}%t2
\caption{\label{newpropermotions}New proper motions of components in wide binary candidates.} 
%\centerline
 {\small 
\begin{tabular}{ll cc c}
 \hline \hline
WDS   & Name& $\mu_\alpha \cos{\delta}$	& $\mu_\delta$ & $\Delta \mu$  	\\
identifier      &		& [mas~a$^{-1}$]		& [mas~a$^{-1}$]       & [mas~a$^{-1}$]	\\
\hline
00059+1805	& HD 101$^a$	& --$152.2\pm 1.1$		& --$148.1 \pm 1.4$	& $9.1\pm1.7$  		\\ % 
& LP 404--21	& --$146.6 \pm 0.4$		& --$140.9\pm0.4$	&	 		\\ % 
01024+0504	& HD 6101 AB$^a$ & +$323.3\pm1.2	$       	& +$226.0\pm1.2$       	& $6\pm2$  		\\ % 
& G~1--45 AB	& $+329.3\pm0.5	$       	& $+223.7\pm1.0$       	& \\ % 
02255--0904	& WD~0223--092	& +$82.0 \pm 1.5$			& +$11.3 \pm 1.0$		& $14\pm3$  		\\ % 
		& WD~0221--095	& +$82.8\pm1.9$			& --$2.9\pm1.7$		&		  	\\ % 
02310+0823	& G 73--63$^a$	& +$376.1\pm1.9	$       	& --$85.4\pm1.6$       	& $50\pm3$  		\\ % 
		& G 73--59	& +$344.7\pm0.9	$       	& --$124.2\pm1.5$       & 		  	\\ % 
03162+5810	& GJ 130.1 A$^a$& +$445.6\pm3.9$		& --$340.3\pm4.1$	& $92 \pm 6$  		\\ % 
		& G 246--30	& +$479.4 \pm 0.7$& --$255.1 \pm 1.0$	& 		  	\\ % 
10197+1928	& 40~Leo$^a$	&  --$230.2\pm0.6	$       	& --$214.6\pm0.4$       & $25 \pm 2$  		\\ % 
		& LP 371--59~A$^b$& --$223.5\pm1.3$       	& --$238.2\pm1.6$      	&  			\\ % 
11452+1821	& G 57--17	& --$297.1\pm1.9$		& --$291.3\pm1.2$	& $50\pm3$  		\\ % 
		& G 57--15	& --$258.0\pm1.4$		& --$260.9\pm0.7$	& 		  	\\ % 
11455+1821	& HD 102158$^a$	& --$591.6\pm0.7$		& --$290.7\pm0.5$	& $91.6\pm1.5$  	\\ % 
		& G 122--46	& --$581.2\pm1.0		$& --$199.7 \pm 0.7$	& 		  	\\ % 
16348--0412	& HD 149414 AB$^a$& --$133.7 \pm 1.4$& --$701.2 \pm 1.4$	& $61 \pm 2$  		\\ % 
		& BD--03 3968B$^c$& --$191.2 \pm 0.7$		& --$680.0 \pm 1.0$	& 		  	\\ % 
18111+3241	& BD+32 3065$^a$& --$134.7 \pm 1.2$		& +$322.1 \pm 1.3$	& $28\pm2$  		\\ % 
		& G 206--16	& --$161.1 \pm 0.8$	& +$326.8 \pm 1.3$	& $6 \pm 2^d$  		\\ % 
		& NLTT 46103	& --$156.7 \pm 0.5$		& +$322.4 \pm 1.6$	& 		  	\\ % 
22175+2335	& G 127--13	& --$93.1 \pm 1.1$	& --$383.7\pm 0.4$	& $36.4\pm1.5$  	\\ % 
		& G 127--14	& --$115.7\pm0.7$		& --$412.2\pm0.5$	& 		  	\\ % 
23228+2208	& BD+21 4923$^a$& +$198.3\pm1.2$ & --$69.8 \pm 1.2$ & $94 \pm 3$  		\\ % 
		& G 68--7	& +$276.1 \pm 1.8$		& --$122.1\pm1.3$	& 		  	\\ % 
\hline
\end{tabular}}
\medskip
$^{a}$  Proper motions of bright primaries are from R\"oser et~al. (\cite{Roe08});  $^{b}$~LP~371--59~A is the primary in a close binary system (see text);  $^{c}$~Bakos et~al. (\cite{Bak02}) tabulated ``revised proper motions'' for  BD--03~3968B that were wrong by almost 1000~mas~a$^{-1}$; 
 $^{d}$~$\Delta \mu$ between G~206--16 and NLTT~46103.
   \end{table}