\begin{table}%t1 \caption{\label{tab:ResBin}Optically resolved binaries (41~objects).} \par \small%\centerline { \begin{tabular}{lcrrrcrr} \hline \hline &&&&&&& \\[-8pt] Designation & $d_{{\rm proj}}$~[$\arcsec$] & $\overline{d}$ [pc] & $d_{{\rm proj}}$ [AU] & $d_{{\rm proj}}^{{\rm corr}}$~[AU] & $M_{{\rm M}}$~[$M_{\odot}$] & $P ~{\rm [yr]} \ga$ & $P^{{\rm corr}}$~[yr]\\ &&&&&&& \\[-8pt] \hline J0017$-$0009 & 1.4 & 500 & 700 & 1000 & 0.46 & 16~000 & 33~000 \\ J0122+1542 & 1.0 & 300 & 300 & 500 & 0.17 & 6500 & 13~000 \\ J0151$-$0800 & 1.0 & 350 & 350 & 600 & 0.17 & 8000 & 16~000 \\ J0215+1418 & 0.9 & 700 & 600 & 900 & 0.27 & 16~000 & 30~000 \\ J0249+3342 & 1.4 & 500 & 700 & 1200 & 0.17 & 23~000 & 45~000 \\ J0348$-$0614 & 1.1 & 500 & 600 & 900 & 0.17 & 16~000 & 31~000 \\ J0725+4145 & 1.3 & 400 & 500 & 900 & 0.17 & 15~000 & 29~000 \\ J0729+4304 & 1.5 & 150 & 250 & 400 & 0.12 & 5000 & 10~000 \\ J0739+2743 & 0.6 & 700 & 350 & 600 & 0.17 & 8000 & 16~000 \\ J0740+3859 & 1.1 & 300 & 350 & 600 & 0.12 & 8000 & 15~000 \\ J0741+3808 & 0.9 & 300 & 250 & 400 & 0.17 & 5000 & 9000 \\ J0752+4332 & 1.3 & 600 & 800 & 1200 & 0.18 & 23~000 & 46~000 \\ J0800+5002 & 1.1 & 700 & 800 & 1200 & 0.27 & 22~000 & 44~000 \\ J0801+2216 & 1.3 & 500 & 700 & 1100 & 0.17 & 20~000 & 40~000 \\ J0806+4035 & 1.2 & 350 & 450 & 700 & 0.17 & 11~000 & 21~000 \\ J0809+1251 & 1.3 & 400 & 500 & 800 & 0.17 & 14~000 & 27~000 \\ J0813+2152 & 0.9 & 900 & 800 & 1300 & 0.18 & 28~000 & 55~000 \\ J0829+2701 & 1.4 & 1000 & 1400 & 2200 & 0.27 & 55~000 & 110~000 \\ J0845+2348 & 1.1 & 1400 & 1400 & 2200 & 0.46 & 50~000 & 100~000 \\ J0904+5621$^{\dag}$ & 1.5 & 200 & 300 & 450 & 0.10 & 6000 & 12~000 \\ J0931+3941 & 1.4 & 350 & 500 & 800 & 0.17 & 13~000 & 26~000 \\ J0939+5729 & 1.3 & 250 & 300 & 500 & 0.17 & 6000 & 12~000 \\ J0942+1846 & 1.3 & 600 & 700 & 1200 & 0.17 & 23~000 & 45~000 \\ J1001+3203 & 1.3 & 250 & 350 & 500 & 0.17 & 7000 & 13~000 \\ J1006+5633 & 1.4 & 1200 & 1700 & 2700 & 0.46 & 70~000 & 135~000 \\ J1032+3722 & 1.3 & 350 & 450 & 700 & 0.17 & 10~000 & 20~000 \\ J1127$-$0028$^{\dag}$ & 1.5 & 200 & 250 & 400 & 0.10 & 4500 & 9000 \\ J1127+4249 & 1.2 & 350 & 400 & 600 & 0.12 & 9000 & 18~000 \\ J1205+0312 & 1.4 & 250 & 400 & 600 & 0.17 & 8500 & 17~000 \\ J1209+6510$^{\dag}$ & 1.4 & 250 & 350 & 500 & 0.10 & 7500 & 14~000 \\ J1210+0549 & 1.4 & 350 & 500 & 800 & 0.17 & 12~000 & 24~000 \\ J1216+4328 & 1.5 & 900 & 1300 & 2000 & 0.46 & 46~000 & 90~000 \\ J1242+4506 & 1.5 & 450 & 700 & 1100 & 0.17 & 20~000 & 40~000 \\ J1253+5813 & 1.4 & 400 & 600 & 900 & 0.27 & 14~000 & 28~000 \\ J1304+1449 & 1.3 & 500 & 600 & 1000 & 0.17 & 18~000 & 35~000 \\ J1347+4129 & 1.3 & 1200 & 1600 & 2500 & 0.46 & 65~000 & 125~000 \\ J1456+4824 & 1.4 & 450 & 600 & 1000 & 0.17 & 18~000 & 35~000 \\ J1606+4217 & 1.1 & 500 & 600 & 900 & 0.17 & 17~000 & 35~000 \\ J1630+1302 & 1.4 & 600 & 900 & 1420 & 0.17 & 31~000 & 60~000 \\ J1744+2442 & 1.4 & 1100 & 1500 & 2400 & 0.46 & 55~000 & 115~000 \\ J2200$-$0715$^{\dag}$ & 1.5 & 200 & 250 & 400 & 0.10 & 5000 & 10~000 \\ \hline \end{tabular}} \medskip We use the mathematically exact values of $d_{{\rm proj}}$ and $d_{{\rm proj}}^{{\rm corr}}$ to compute the lower limit for $P$ and the statistically corrected $P^{{\rm corr}}$. But for this table, distances greater than 500~pc or 500~AU are rounded to the next hundred and else to the next fifty. Periods are rounded to the next 500~yr for $P < 10~000$~yr, to the next 1000~yr for 10~000~yr~$< P <$ 50~000~yr and else to the next 5000~yr. $^{\dag}$: VLMO candidates. \end{table}