\begin{table}%t2 \caption {\label{tmultiwave}Multiwavelength results for the intermediate-mass YSOs in the star-forming region IRAS~00117+6412.} \begin{tabular}{c l c c c c c c c} \hline\hline\noalign{\smallskip} Wavelength & &Beam &PA &rms &$I_\nu^{\rm peak}$\tablefootmark{a} &$S_\nu$\tablefootmark{a} &Deconv. size &PA \\ (cm) &Instrument &($\arcsec\times\arcsec$) &($\degr$) &($\mu$Jy~beam$^{-1}$) &(mJy~beam$^{-1}$) &(mJy) &($\arcsec\times\arcsec$) &($\degr$) \\ %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% \hline \noalign{\smallskip} \multicolumn{1}{l}{\uchii\ region} &\multicolumn{2}{l}{$\alpha(J2000.0)=00^{\rm h}14^{\rm m}28\fs23$\tablefootmark{b}} \\ &\multicolumn{2}{l}{$\delta(J2000.0)=+64\degr28\arcmin46\farcs6$\tablefootmark{b}} \\ \hline \noalign{\smallskip} 6.0\phn\phe &VLA-C &$5.2\times4.0$ &\phn$-4$ &\phnn$30$ &$1.21\pm0.03$ &$\phn1.72\pm0.08$ &$3.1\pm0.5\times2.7\pm0.4$ &\phn$95\pm50$ \\ 3.6\phn\phe &VLA-CD &$3.8\times3.7$ &$+45$ &\phnn$30$ &$1.03\pm0.03$ &$\phn1.88\pm0.09$ &$3.7\pm0.4\times3.1\pm0.4$ &\phn$10\pm60$ \\ 3.6\phn\phe &VLA-BCD &$1.9\times1.7$ &$-70$ &\phnn$50$ &$0.43\pm0.05$ &$\phn1.62\pm0.16$ &$3.9\pm0.4\times3.7\pm0.4$ &$180\pm60$ \\ 1.3\tablefootmark{c}\phn &VLA-D &$5.9\times4.5$ &$-21$ &\phnn$70$ &$0.59\pm0.07$ &$\phn1.7\pm0.2$ &$5.9\pm1.8\times5\pm2$\phn\phn\phn &$120\pm50$ \\ 0.7\phn\phe &VLA-D &$4.0\times3.0$ &$+64$ &\phn$170$ &$1.35\pm0.17$ &\phn$1.4\pm0.3$ &$2.7\pm1.2\times0.0$\phn\phn\phn\phn\phe &$150\pm30$ \\ 0.32\phe &PdBI-CD &$4.3\times3.4$ &$+61$ &\phn$180$ &\ldots &\phn$<$$1$ &\ldots &\ldots \\ 0.13\phe &SMA-comp &$3.2\times2.0$ &$+45$ &\phn$600$ &\ldots &\phn$<$$4$ &\ldots &\ldots \\ 0.12\tablefootmark{d} &PdBI-CD &$1.5\times1.2$ &$+58$ &$1000$ &\ldots &$<$$25$ &\ldots &\ldots \\ \hline\hline \noalign{\smallskip} \multicolumn{1}{l}{MM1} &\multicolumn{2}{l}{$\alpha(J2000.0)=00^{\rm h}14^{\rm m}26\fs05$\tablefootmark{b}} \\ &\multicolumn{2}{l}{$\delta(J2000.0)=+64\degr28\arcmin43\farcs7$\tablefootmark{b}} \\ \hline \noalign{\smallskip} 6.0\phn\phe &VLA-C &$5.2\times4.0$ &\phn$-4$ &\phnn$30$ &\ldots &$<$$0.12$ &\ldots &\ldots \\ 3.6\phn\phe &VLA-CD &$3.8\times3.7$ &$+45$ &\phnn$30$ &$0.14\pm0.03$ &$0.17\pm0.07$ &$6.4\pm3.0\times3\pm2$\phn\phnn &$120\pm30$ \\ 3.6\phn\phe &VLA-BCD &$1.9\times1.7$ &$-70$ &\phnn$50$ &$0.21\pm0.05$ &$0.15\pm0.06$ &$4.0\pm1.5\times2.2\pm1.5$ &$160\pm50$ \\ 1.3\phn\phe &VLA-D &$5.9\times4.5$ &$-21$ &\phnn$70$ &\ldots &$<$$0.27$ &\ldots &\ldots \\ 0.7\phn\phe &VLA-D &$4.0\times3.0$ &$+64$ &\phn$170$ &\ldots &$<$$0.69$ &\ldots &\ldots \\ 0.32\phe &PdBI-CD &$4.3\times3.4$ &$+61$ &\phn$180$ &$4.16\pm0.19$ &$5.1\pm0.9$ &$3.2\pm0.4\times0.0$\phn\phn\phn\phn\phe &\phn$75\pm10$ \\ 0.13\phe &SMA-comp &$3.2\times2.0$ &$+45$ &\phn$600$ &$51\pm1$\phn &$71\pm14$ &$2.4\pm0.3\times1.0\pm0.2$ &\phn$50\pm10$ \\ 0.12\tablefootmark{d} &PdBI-CD &$1.5\times1.2$ &$+58$ &$1000$ &$21\pm1$\phn &$65\pm10$ &$2.9\pm0.4\times1.6\pm0.4$ &\phn$25\pm10$ \\ \hline\hline \noalign{\smallskip} \multicolumn{1}{l}{MM2} &\multicolumn{2}{l}{$\alpha(J2000.0)=00^{\rm h}14^{\rm m}26\fs31$\tablefootmark{b}} \\ &\multicolumn{2}{l}{$\delta(J2000.0)=+64\degr28\arcmin27\farcs8$\tablefootmark{b}} \\ \hline \noalign{\smallskip} 6.0\phn\phe &VLA-C &$5.2\times4.0$ &\phn$-4$ &\phnn$30$ &\ldots &$<$$0.12$ &\ldots &\ldots \\ 3.6\phn\phe &VLA-CD &$3.8\times3.7$ &$+45$ &\phnn$30$ &\ldots &$<$$0.12$ &\ldots &\ldots \\ 3.6\phn\phe &VLA-BCD &$1.9\times1.7$ &$-70$ &\phnn$50$ &\ldots &$<$$0.21$ &\ldots &\ldots \\ 1.3\phn\phe &VLA-D &$5.9\times4.5$ &$-21$ &\phnn$70$ &\ldots &$<$$0.27$ &\ldots &\ldots \\ 0.7\phn\phe &VLA-D &$4.0\times3.0$ &$+64$ &\phn$170$ &\ldots &$<$$0.69$ &\ldots &\ldots \\ 0.32\phe &PdBI-CD &$4.3\times3.4$ &$+61$ &\phn$180$ &$2.8\pm0.2$ &$3.2\pm0.6$ &$1.6\pm1.0\times1.0\pm1.5$ &$160\pm50$ \\ 0.13\phe &SMA-comp &$3.2\times2.0$ &$+45$ &\phn$600$ &$19\pm1$\phn &$24\pm5$\phn &$2.0\pm0.5\times0.0$\phn\phn\phn\phn\phe &$170\pm20$ \\ 0.12\tablefootmark{d} &PdBI-CD &$1.5\times1.2$ &$+58$ &$1000$ &$20\pm5$\phn &$50\pm13$ &$3.5\pm1.0\times1.1\pm0.8$ &$140\pm30$ \\ \hline \end{tabular} \tablefoot{\tablefoottext{a}{Primary beam corrected (mainly affecting the millimeter data). In case of non-detection at one of the frequencies, an upper limit of 4$\sigma$ was used. Error in intensity is $1\sigma$. Error in flux density has been calculated as $\sqrt{(\sigma\sqrt{\theta_{\rm source}/\theta_{\rm beam}})^{2}+(\sigma_{\rm flux-scale})^{2}}$, where $\sigma$ is the rms noise level of the map, $\theta_{\rm source}$ and $\theta_{\rm beam}$ are the size of the source and the beam respectively, and $\sigma_{\rm flux-scale}$ is the error in the flux scale, which takes into account the uncertainty on the calibration applied to the flux density of the source ($S_\nu\times\%_{\rm uncertainty}$)}. \tablefoottext{b}{Coordinates for the \uchii\ region, MM1, and MM2 were measured in the VLA 3.6~cm, PdBI 1.2~mm, and SMA 1.3~mm images (Fig.~\ref{fi_cont}), respectively. Note that the coordinates of MM1 correspond to the coordinates of MM1-main, listed in Table~\ref{tpdb1mm}.} \tablefoottext{c}{Data from S\'anchez-Monge \et\ (\cite{sanchezmonge2008}). Deconvolved size and PA correspond to the component VLA~3 from S\'anchez-Monge \et\ (\cite{sanchezmonge2008}), which is the component associated with the easternmost 2MASS source shown in Fig.~\ref{fi_cont}c.} \tablefoottext{d}{1.2~mm PdBI continuum map done with natural weighting; for flux densities and coordinates for the different subcondensations detected in the uniform-weighted map, see Table~\ref{tpdb1mm}.}} \end{table}