\begin{table}%tb3 \caption{\label{tab_h2cslines}H$_2$CS observed line parameters.} \begin{tabular}{llllllll} \hline \hline\noalign{\smallskip} Molecule & Observed & $T^*_{\rm A}$ & $\int T^*_{\rm A} {\rm d}v$ & Transition & Rest & $E_{\rm up}$ & $S_{ij}$\\ & $v_{\rm LSR}$ (km s$^{-1}$) & (K) & (K~km~s$^{-1}$) & $J_{K,K'}$ & frequency (MHz) & (K) & \\ \hline o-H$_2$CS & 6.8 & 1.60\tablefootmark{1,2} & 10.4~$\pm$~0.3 & 3$_{1,3}$--2$_{1,2}$ & 101~477.750 & 8.1 & 2.67 \\ & 7.5 & 1.85 & 9.5~$\pm$~0.3 & 3$_{1,2}$--2$_{1,1}$ & 104~616.969 & 8.4 & 2.67 \\ & 7.2 & 2.74\tablefootmark{3} & 17.0~$\pm$~0.9 & 4$_{1,4}$--3$_{1,3}$ & 135~298.094 & 14.6 & 3.75 \\ & 4.5\tablefootmark{4} & 2.32 & 18.4~$\pm$~0.9 & 4$_{3,2}$--3$_{3,1}$ & 137~369.250 & 120.2 & 1.75 \\ & 4.6\tablefootmark{5} & ... & ... & 4$_{3,1}$--3$_{3,0}$ & 137~369.281 & 120.2 & 1.75 \\ & 7.9 & 3.54\tablefootmark{6} & 24~$\pm$~3 & 4$_{1,3}$--3$_{1,2}$ & 139~483.422 & 15.1 & 3.75 \\ & 6.6 & 4.33 & 25~$\pm$~1 & 5$_{1,5}$--4$_{1,4}$ & 169~113.719 & 22.7 & 4.80 \\ & 6.0 & 2.31 & 18~$\pm$~1 & 5$_{3,3}$--4$_{3,2}$ & 171~710.797 & 128.5 & 3.20 \\ & 6.2\tablefootmark{5} & ... & ... & 5$_{3,2}$--4$_{3,1}$ & 171~710.906 & 128.5 & 3.20 \\ & 6.6 & 3.78 & 31~$\pm$~2 & 5$_{1,4}$--4$_{1,3}$ & 174~344.875 & 23.5 & 4.80 \\ & 7.7 & 4.73\tablefootmark{7} & 46~$\pm$~8 & 6$_{1,6}$--5$_{1,5}$ & 202~923.516 & 32.5 & 5.83 \\ & 7.6 & 0.15 & ... & 6$_{5,2}$--5$_{5,1}$ & 205~942.672 & 349.1 & 1.83 \\ & \tablefootmark{5} & ... & ... & 6$_{5,1}$--5$_{5,0}$ & 205~942.672 & 349.1 & 1.83 \\ & 6.5\tablefootmark{4} & 3.23 & 29~$\pm$~2 & 6$_{3,4}$--5$_{3,3}$ & 206~051.859 & 138.4 & 4.50 \\ & 6.9\tablefootmark{5} & ... & ... & 6$_{3,3}$--5$_{3,2}$ & 206~052.156 & 138.4 & 4.50 \\ & 7.6 & 4.92 & 27~$\pm$~1 & 6$_{1,5}$--5$_{1,4}$ & 209~200.094 & 33.5 & 5.83 \\ & 7.4 & 3.89 & 30~$\pm$~1 & 7$_{1,7}$--6$_{1,6}$ & 236~726.437 & 43.8 & 6.86 \\ & \tablefootmark{4} & ... & ... & 7$_{5,3}$--6$_{5,2}$ & 240~261.406 & 360.6 & 3.43 \\ & \tablefootmark{4} & ... & ... & 7$_{5,2}$--6$_{5,1}$ & 240~261.406 & 360.6 & 3.43 \\ & 6.0 & 4.29 & 29~$\pm$~2 & 7$_{3,5}$--6$_{3,4}$ & 240~392.422 & 149.9 & 5.71 \\ & 6.9\tablefootmark{5} & ... & ... & 7$_{3,4}$--6$_{3,3}$ & 240~393.094 & 149.9 & 5.71 \\ & 7.9\tablefootmark{8} & 4.49 & 45~$\pm$~1 & 7$_{1,6}$--6$_{1,5}$ & 244~047.922 & 45.2 & 6.86 \\ & 7.7 & 4.38 & 37~$\pm$~1 & 8$_{1,8}$--7$_{1,7}$ & 270~521.469 & 56.8 & 7.87 \\ & 7.4 & 0.48 & 1.2~$\pm$~0.2 & 8$_{5,4}$--7$_{5,3}$ & 274~578.000 & 373.8 & 4.88 \\ & \tablefootmark{5} & ... & ... & 8$_{5,3}$--7$_{5,2}$ & 274~578.000 & 373.8 & 4.88 \\ & 6.7 & 2.36 & 19~$\pm$~1 & 8$_{3,6}$--7$_{3,5}$ & 274~732.437 & 163.1 & 6.88 \\ & 8.2\tablefootmark{5} & ... & ... & 8$_{3,5}$--7$_{3,4}$ & 274~733.781 & 163.1 & 6.88 \\ & 7.6 & 6.20 & 49~$\pm$~2 & 8$_{1,7}$--7$_{1,6}$ & 278~887.156 & 58.6 & 7.87 \\ \noalign{\smallskip} p-H$_2$CS & 7.1 & 1.10 & 5.79~$\pm$~0.08 & 3$_{2,2}$--2$_{2,1}$ & 103~039.836 & 62.6 & 1.67 \\ & 8.7\tablefootmark{5} & ... & ... & 3$_{0,3}$--2$_{0,2}$ & 103~040.398 & 9.9 & 3.00 \\ & 6.9 & 0.25 & 1.4~$\pm$~0.3 & 3$_{2,1}$--2$_{2,0}$ & 103~051.773 & 62.6 & 1.67 \\ & 8.3 & 2.32\tablefootmark{9} & 18.3~$\pm$~0.4 & 4$_{0,4}$--3$_{0,3}$ & 137~371.000 & 16.5 & 4.00 \\ & 10.1\tablefootmark{10} & 1.23 & 14.4~$\pm$~0.5 & 4$_{2,3}$--3$_{2,2}$ & 137~381.906 & 69.2 & 3.00 \\ & 6.9 & 0.65 & 3.44~$\pm$~0.09 & 4$_{2,2}$--3$_{2,1}$ & 137~411.750 & 69.2 & 3.00 \\ & 5.7 & 0.21 & 2.3~$\pm$~0.2 & 5$_{4,2}$--4$_{4,1}$ & 171~670.625 & 235.4 & 1.80 \\ & \tablefootmark{5} & ... & ... & 5$_{4,1}$--4$_{4,0}$ & 171~670.625 & 235.4 & 1.80 \\ & 7.7 & 2.12 & 25~$\pm$~1 & 5$_{0,5}$--4$_{0,4}$ & 171~687.781 & 24.7 & 5.00 \\ & 8.3 & 2.23\tablefootmark{11} & ... & 5$_{2,4}$--4$_{2,3}$ & 171~720.125 & 77.4 & 4.20 \\ & 7.8 & 1.04\tablefootmark{1} & 7.9~$\pm$~0.5 & 5$_{2,3}$--4$_{2,2}$ & 171~779.812 & 77.4 & 4.20 \\ & 6.7 & 1.83 & 10.0~$\pm$~0.4 & 6$_{0,6}$--5$_{0,5}$ & 205~987.328 & 34.6 & 6.00 \\ & \tablefootmark{12} & ... & ... & 6$_{4,3}$--5$_{4,2}$ & 206~001.812 & 245.3 & 3.33 \\ & \tablefootmark{12} & ... & ... & 6$_{4,2}$--5$_{4,1}$ & 206~001.812 & 245.3 & 3.33 \\ & 9.0 & 3.23\tablefootmark{9} & 29~$\pm$~2 & 6$_{2,5}$--5$_{2,4}$ & 206~053.594 & 87.3 & 5.33 \\ & \tablefootmark{13} & ... & ... & 6$_{2,4}$--5$_{2,3}$ & 206~158.016 & 87.3 & 5.33 \\ & \tablefootmark{14} & ... & ... & 7$_{6,2}$--6$_{6,1}$ & 240~178.672 & 520.2 & 1.86 \\ & \tablefootmark{14} & ... & ... & 7$_{6,1}$--6$_{6,0}$ & 240~178.672 & 520.2 & 1.86 \\ & 7.5 & 3.84 & 27~$\pm$~1 & 7$_{0,7}$--6$_{0,6}$ & 240~266.328 & 46.1 & 7.00 \\ & 7.9 & 1.57 & 10~$\pm$~2 & 7$_{4,4}$--6$_{4,3}$ & 240~331.547 & 256.9 & 4.71 \\ & \tablefootmark{5} & ... & ... & 7$_{4,3}$--6$_{4,2}$ & 240~331.547 & 256.9 & 4.71 \\ & 6.4 & 2.53 & 9.2~$\pm$~0.3 & 7$_{2,6}$--6$_{2,5}$ & 240~381.422 & 98.8 & 6.43 \\ & 7.2 & 2.14 & 14.5~$\pm$~0.5 & 7$_{2,5}$--6$_{2,4}$ & 240~548.437 & 98.8 & 6.43 \\ & 6.3 & 0.29\tablefootmark{15} & 2.6~$\pm$~0.3 & 8$_{6,3}$--7$_{6,2}$ & 274~482.656 & 533.4 & 3.50 \\ & \tablefootmark{5} & ... & ... & 8$_{6,2}$--7$_{6,1}$ & 274~482.656 & 533.4 & 3.50 \\ & 7.7 & 2.62\tablefootmark{8} & ... & 8$_{0,8}$--7$_{0,7}$ & 274~521.469 & 59.3 & 8.00 \\ & 7.0 & 0.48 & 3.5~$\pm$~0.2 & 8$_{4,5}$--7$_{4,4}$ & 274~659.656 & 270.1 & 6.00 \\ & \tablefootmark{5} & ... & ... & 8$_{4,4}$--7$_{4,3}$ & 274~659.656 & 270.1 & 6.00 \\ & 7.2 & 1.19 & 5.7~$\pm$~0.6 & 8$_{2,7}$--7$_{2,6}$ & 274~702.812 & 112.0 & 7.50 \\ & 7.6 & 1.23 & 9.0~$\pm$~0.7 & 8$_{2,6}$--7$_{2,5}$ & 274~953.187 & 112.0 & 7.50 \\ \noalign{\smallskip} o-H$_2$C$^{34}$S & 10.3\tablefootmark{14} & 0.25 & 1.56~$\pm$~0.02 & 3$_{1,3}$--2$_{1,2}$ & 99~774.110 & 8.0 & 2.67 \\ & 8.6 & 0.07 & 0.40~$\pm$~0.05 & 3$_{1,2}$--2$_{1,1}$ & 102~807.380 & 8.3 & 2.67 \\ & 6.1 & 0.32\tablefootmark{16} & 2.1~$\pm$~0.4 & 4$_{1,4}$--3$_{1,3}$ & 133~027.017 & 14.4 & 3.75 \\ & \tablefootmark{9} & ... & ... & 4$_{3,2}$--3$_{3,1}$ & 135~027.885 & 120.0 & 1.75 \\ & \tablefootmark{9} & ... & ... & 4$_{3,1}$--3$_{3,0}$ & 135~027.913 & 120.0 & 1.75 \\ & 8.5 & 0.20 & 1.2~$\pm$~0.2 & 4$_{1,3}$--3$_{1,2}$ & 137~071.093 & 14.9 & 3.75 \\ & 7.4 & 0.42 & ... & 5$_{1,5}$--4$_{1,4}$ & 166~275.541 & 22.3 & 3.20 \\ & 8.5 & 0.51\tablefootmark{14} & ... & 5$_{3,3}$--4$_{3,2}$ & 168~784.197 & 128.1 & 3.20 \\ & 8.6\tablefootmark{5} & ... & ... & 5$_{3,2}$--4$_{3,1}$ & 168~784.297 & 128.1 & 3.20 \\ & 9.1 & 0.19 & 2.8~$\pm$~0.2 & 5$_{1,4}$--4$_{1,3}$ & 171~330.153 & 23.1 & 4.80 \\ & \tablefootmark{16} & ... & ... & 6$_{1,6}$--5$_{1,5}$ & 199~518.608 & 31.9 & 5.83 \\ & \tablefootmark{8,16} & ... & ... & 6$_{3,4}$--5$_{3,3}$ & 202~540.043 & 137.9 & 4.50 \\ & \tablefootmark{8,16} & ... & ... & 6$_{3,3}$--5$_{3,2}$ & 202~540.310 & 137.9 & 4.50 \\ & 8.5 & 0.17 & 2.8~$\pm$~0.3 & 6$_{1,5}$--5$_{1,4}$ & 205~583.378 & 32.9 & 5.83 \\ & 9.8\tablefootmark{14} & 0.21 & 1.7~$\pm$~0.5 & 7$_{1,7}$--6$_{1,6}$ & 232~755.152 & 43.1 & 6.86 \\ & \tablefootmark{17} & ... & ... & 7$_{3,5}$--6$_{3,4}$ & 236~295.303 & 149.2 & 5.71 \\ & \tablefootmark{17} & ... & ... & 7$_{3,4}$--6$_{3,3}$ & 236~295.904 & 149.2 & 5.71 \\ & \tablefootmark{7} & ... & ... & 7$_{1,6}$--6$_{1,5}$ & 239~829.578 & 44.5 & 6.86 \\ & 8.6 & 0.37 & 3.3~$\pm$~0.2 & 8$_{1,8}$--7$_{1,7}$ & 265~984.124 & 55.9 & 7.87 \\ & 8.7 & 0.20 & 1.6~$\pm$~0.2 & 8$_{3,6}$--7$_{3,5}$ & 270~049.842 & 162.2 & 6.88 \\ & 10.0\tablefootmark{5} & ... & ... & 8$_{3,5}$--7$_{3,4}$ & 270~051.043 & 162.2 & 6.88 \\ & 8.9 & 0.30 & 2.4~$\pm$~0.2 & 8$_{1,7}$--7$_{1,6}$ & 274~067.548 & 57.6 & 7.87 \\ \noalign{\smallskip} p-H$_2$C$^{34}$S & 5.78 & 0.05 & ... & 3$_{2,2}$--2$_{2,1}$ & 101~283.413 & 62.5 & 1.67 \\ & 8.6\tablefootmark{5} & ... & ... & 3$_{0,3}$--2$_{0,2}$ & 101~284.357 & 9.7 & 3.00 \\ & \tablefootmark{12} & ... & ... & 3$_{2,1}$--2$_{2,0}$ & 101~294.548 & 62.5 & 1.67 \\ & \tablefootmark{18} & ... & ... & 4$_{0,4}$--3$_{0,3}$ & 135~030.774 & 16.2 & 4.00 \\ & \tablefootmark{1} & ... & ... & 4$_{2,3}$--3$_{2,2}$ & 135~040.380 & 68.9 & 3.00 \\ & \tablefootmark{8} & ... & ... & 4$_{2,2}$--3$_{2,1}$ & 135~068.215 & 68.9 & 3.00 \\ & \tablefootmark{19} & ... & ... & 5$_{4,2}$--4$_{4,1}$ & 168~745.511 & 235.1 & 1.80 \\ & \tablefootmark{19} & ... & ... & 5$_{4,1}$--4$_{4,0}$ & 168~745.511 & 235.1 & 1.80 \\ & \tablefootmark{19} & ... & ... & 5$_{0,5}$--4$_{0,4}$ & 168~764.309 & 24.3 & 5.00 \\ & \tablefootmark{1} & ... & ... & 5$_{2,4}$--4$_{2,3}$ & 168~793.771 & 77.0 & 4.20 \\ & 8.9 & 0.27 & ... & 5$_{2,3}$--4$_{2,2}$ & 168~849.431 & 77.1 & 4.20 \\ & 8.8 & 0.14 & 1.9~$\pm$~0.3 & 6$_{0,6}$--5$_{0,5}$ & 202~481.755 & 34.0 & 6.00 \\ & \tablefootmark{10} & ... & ... & 6$_{4,3}$--5$_{4,2}$ & 202~491.902 & 244.8 & 3.33 \\ & \tablefootmark{10} & ... & ... & 6$_{4,2}$--5$_{4,1}$ & 202~491.902 & 244.8 & 3.33 \\ & \tablefootmark{8} & ... & ... & 6$_{2,5}$--5$_{2,4}$ & 202~542.695 & 86.8 & 5.33 \\ & 8.1 & 0.12\tablefootmark{20} & ... & 6$_{2,4}$--5$_{2,3}$ & 202~640.076 & 86.3 & 5.33 \\ & 7.0 & 0.34\tablefootmark{21} & ... & 7$_{0,7}$--6$_{0,6}$ & 236~179.915 & 45.4 & 7.00 \\ & \tablefootmark{6} & ... & ... & 7$_{4,4}$--6$_{4,3}$ & 236~236.815 & 256.1 & 4.71 \\ & \tablefootmark{6} & ... & ... & 7$_{4,3}$--6$_{4,2}$ & 236~236.816 & 256.1 & 4.71 \\ & 8.8 & 0.62\tablefootmark{22} & 6~$\pm$~1 & 7$_{2,6}$--6$_{2,5}$ & 236~286.259 & 98.1 & 6.43 \\ & 6.7 & 0.71\tablefootmark{23} & ... & 7$_{2,5}$--6$_{2,4}$ & 236~442.013 & 98.1 & 6.43 \\ & 10.2\tablefootmark{15} & 0.64 & 6.3~$\pm$~0.3 & 8$_{0,8}$--7$_{0,7}$ & 269~855.613 & 58.3 & 8.00 \\ & 8.4 & 0.21 & ... & 8$_{4,5}$--7$_{4,4}$ & 269~980.001 & 269.1 & 6.00 \\ & \tablefootmark{5} & ... & ... & 8$_{4,4}$--7$_{4,3}$ & 269~980.003 & 269.1 & 6.00 \\ & 7.3 & 0.19 & ... & 8$_{2,7}$--7$_{2,6}$ & 270~023.571 & 111.1 & 7.50 \\ & 9.8 & 0.71\tablefootmark{24,25} & 6.10~$\pm$~0.15 & 8$_{2,6}$--7$_{2,5}$ & 270~257.089 & 111.1 & 7.50 \\ \noalign{\smallskip} o-H$_2$$^{13}$CS & 8.2 & 0.03 & 0.187~$\pm$~0.013 & 3$_{1,3}$--2$_{1,2}$ & 97~632.227 & 7.8 & 2.67 \\ & 9.8 & 0.03 & ... & 3$_{1,2}$--2$_{1,1}$ & 100~534.773 & 8.1 & 2.67 \\ & 9.3 & 0.03 & 0.198~$\pm$~0.008 & 4$_{1,4}$--3$_{1,3}$ & 130~171.461 & 14.1 & 3.75 \\ & \tablefootmark{1,26} & ... & ... & 4$_{3,2}$--3$_{3,1}$ & 132~084.812 & 119.9 & 1.75 \\ & \tablefootmark{1,26} & ... & ... & 4$_{3,1}$--3$_{3,0}$ & 132~084.828 & 119.9 & 1.75 \\ & 8.7 & 0.13 & ... & 4$_{1,3}$--3$_{1,2}$ & 134~041.265 & 14.5 & 3.75 \\ & 7.3 & 0.19 & 1.2~$\pm$~0.2 & 5$_{1,5}$--4$_{1,4}$ & 162~706.562 & 21.9 & 4.80 \\ & \tablefootmark{12} & ... & ... & 5$_{3,3}$--4$_{3,2}$ & 165~105.172 & 127.8 & 3.20 \\ & \tablefootmark{12} & ... & ... & 5$_{3,2}$--4$_{3,1}$ & 165~105.250 & 127.8 & 3.20 \\ & 8.1 & 0.27 & 2.8~$\pm$~0.2 & 5$_{1,4}$--4$_{1,3}$ & 167~543.375 & 22.6 & 4.80 \\ & 5.3\tablefootmark{26} & 0.22 & 1.16~$\pm$~0.04 & 6$_{3,4}$--5$_{3,3}$ & 198~124.937 & 137.3 & 4.50 \\ & 5.6\tablefootmark{5} & ... & ... & 6$_{3,3}$--5$_{3,2}$ & 198~125.172 & 137.3 & 4.50 \\ & 7.2 & 0.24 & 1.29~$\pm$~0.08 & 6$_{1,5}$--5$_{1,4}$ & 201~039.969 & 32.2 & 5.83 \\ & 7.8 & 0.32 & 1.3~$\pm$~0.2 & 7$_{1,7}$--6$_{1,6}$ & 227~760.297 & 42.2 & 6.86 \\ & 9.4 & 0.11 & ... & 7$_{3,5}$--6$_{3,4}$ & 231~143.984 & 148.4 & 5.71 \\ & 10.1\tablefootmark{5} & ... & ... & 7$_{3,4}$--6$_{3,3}$ & 231~144.516 & 148.4 & 5.71 \\ & 8.7 & 0.31\tablefootmark{1} & 4.2~$\pm$~0.9 & 7$_{1,6}$--6$_{1,5}$ & 234~529.969 & 43.5 & 6.86 \\ & \tablefootmark{8} & ... & ... & 8$_{1,8}$--7$_{1,7}$ & 260~276.937 & 54.7 & 7.87 \\ & \tablefootmark{6,27} & ... & ... & 8$_{3,6}$--7$_{3,5}$ & 264~162.156 & 161.1 & 6.88 \\ & \tablefootmark{6,27} & ... & ... & 8$_{3,5}$--7$_{3,4}$ & 264~163.219 & 161.1 & 6.88 \\ & \tablefootmark{11} & ... & ... & 8$_{1,7}$--7$_{1,6}$ & 268~012.219 & 56.3 & 7.87 \\ \noalign{\smallskip} p-H$_2$$^{13}$CS & 7.1 & 0.02 & ... & 3$_{0,3}$--2$_{0,2}$ & 99~077.867 & 9.5 & 3.00 \\ & \tablefootmark{14} & ... & ... & 4$_{0,4}$--3$_{0,3}$ & 132~089.922 & 15.9 & 4.00 \\ & \tablefootmark{1,27} & ... & ... & 4$_{2,3}$--3$_{2,2}$ & 137~381.906 & 68.7 & 3.00 \\ & \tablefootmark{17} & ... & ... & 4$_{2,2}$--3$_{2,1}$ & 132~123.062 & 68.7 & 3.00 \\ & \tablefootmark{12} & ... & ... & 5$_{0,5}$--4$_{0,4}$ & 165~090.062 & 23.8 & 5.00 \\ & \tablefootmark{12} & ... & ... & 5$_{2,4}$--4$_{2,3}$ & 165~115.641 & 76.6 & 4.20 \\ & 7.1 & 0.53\tablefootmark{11} & ... & 5$_{2,3}$--4$_{2,2}$ & 165~166.531 & 76.6 & 4.20 \\ & 9.7\tablefootmark{14} & 0.18 & 0.86~$\pm$~0.12 & 6$_{0,6}$--5$_{0,5}$ & 198~075.344 & 33.3 & 6.00 \\ & \tablefootmark{26} & ... & ... & 6$_{2,5}$--5$_{2,4}$ & 198~129.422 & 86.1 & 5.33 \\ & \tablefootmark{1,8} & ... & ... & 6$_{2,4}$--5$_{2,3}$ & 198~218.469 & 86.1 & 5.33 \\ & \tablefootmark{28} & ... & ... & 7$_{0,7}$--6$_{0,6}$ & 231~042.781 & 44.4 & 7.00 \\ & \tablefootmark{29} & ... & ... & 7$_{2,6}$--6$_{2,5}$ & 231~138.109 & 97.2 & 6.43 \\ & \tablefootmark{12} & ... & ... & 7$_{2,5}$--6$_{2,4}$ & 231~280.531 & 97.2 & 6.43 \\ & 6.5 & 0.09 & ... & 8$_{0,8}$--7$_{0,7}$ & 263~989.437 & 57.0 & 8.00 \\ & 7.0 & 0.15 & ... & 8$_{2,7}$--7$_{2,6}$ & 264~140.875 & 109.9 & 7.50 \\ & 7.5 & 0.19 & ... & 8$_{2,6}$--7$_{2,5}$ & 264~354.406 & 109.9 & 7.50 \\ \noalign{\smallskip} HDCS & 7.2 & 0.03 & ... & 3$_{1,3}$--2$_{1,2}$ & 91~171.039 & 17.7 & 2.67 \\ & 9.3 & 0.03 & ... & 3$_{0,3}$--2$_{0,2}$ & 92~981.592 & 8.9 & 3.00 \\ & 9.0 & 0.02 & 0.12~$\pm$~0.05 & 3$_{1,2}$--2$_{1,1}$ & 94~828.495 & 18.1 & 2.67 \\ & 9.1 & 0.25\tablefootmark{16} & ... & 5$_{1,5}$--4$_{1,4}$ & 151~927.558 & 30.9 & 4.80 \\ & 8.1 & 0.22 & 1.4~$\pm$~0.2 & 5$_{0,5}$--4$_{0,4}$ & 154~885.030 & 22.3 & 5.00 \\ & 8.3 & 0.15 & ... & 5$_{2,4}$--4$_{2,3}$ & 154~978.123 & 58.2 & 4.20 \\ & \tablefootmark{11} & ... & ... & 5$_{3,3}$--4$_{3,2}$ & 154~995.479 & 103.1 & 3.20 \\ & \tablefootmark{11} & ... & ... & 5$_{3,2}$--4$_{3,1}$ & 154~995.858 & 103.1 & 3.20 \\ & 7.6 & 0.08 & 0.66~$\pm$~0.05 & 5$_{2,3}$--4$_{2,2}$ & 155~096.966 & 58.3 & 4.20 \\ & 8.2 & 0.12 & ... & 5$_{1,4}$--4$_{1,3}$ & 158~022.086 & 31.7 & 4.80 \\ & \tablefootmark{2} & ... & ... & 7$_{1,7}$--6$_{1,6}$ & 212~648.337 & 49.8 & 6.86 \\ & 5.6\tablefootmark{6} & 0.48 & ... & 7$_{0,7}$--6$_{0,6}$ & 216~662.428 & 41.6 & 7.00 \\ & \tablefootmark{16} & ... & ... & 7$_{2,6}$--6$_{2,5}$ & 216~931.367 & 77.6 & 6.43 \\ & 10.2\tablefootmark{1,14} & 0.22 & ... & 7$_{3,5}$--6$_{3,4}$ & 217~003.261 & 122.5 & 5.71 \\ & 13.3\tablefootmark{5} & ... & ... & 7$_{3,4}$--6$_{3,3}$ & 217~005.536 & 122.5 & 5.71 \\ & \tablefootmark{1,30,31} & ... & ... & 7$_{2,5}$--6$_{2,4}$ & 217~263.690 & 77.6 & 6.43 \\ & 8.6 & 0.19 & 1.58~$\pm$~0.11 & 7$_{1,6}$--6$_{1,5}$ & 221~177.077 & 41.5 & 6.86 \\ & 8.7 & 0.39 & ... & 8$_{1,8}$--7$_{1,7}$ & 242~991.143 & 61.5 & 7.87 \\ & 7.0\tablefootmark{16} & 0.29 & 1.4~$\pm$~0.3 & 8$_{0,8}$--7$_{0,7}$ & 247~488.469 & 53.5 & 8.00 \\ & 6.9 & 0.17 & ... & 8$_{5,4}$--7$_{5,3}$ & 247~887.785 & 277.8 & 4.88 \\ & \tablefootmark{5} & ... & ... & 8$_{5,3}$--7$_{5,2}$ & 247~887.785 & 277.8 & 4.88 \\ & 7.7 & 0.23\tablefootmark{16} & ... & 8$_{2,7}$--7$_{2,6}$ & 247~894.427 & 89.5 & 7.50 \\ & \tablefootmark{1} & ... & ... & 8$_{4,5}$--7$_{4,4}$ & 247~946.853 & 197.1 & 6.00 \\ & \tablefootmark{1} & ... & ... & 8$_{4,4}$--7$_{4,3}$ & 247~946.868 & 197.1 & 6.00 \\ & 7.6 & 0.20 & ... & 8$_{3,6}$--7$_{3,5}$ & 248~010.224 & 134.4 & 6.88 \\ & 8.1 & 0.15 & ... & 8$_{3,5}$--7$_{3,4}$ & 248~014.773 & 134.4 & 6.88 \\ & \tablefootmark{10} & ... & ... & 8$_{2,6}$--7$_{2,5}$ & 248~392.331 & 89.5 & 7.50 \\ & 8.4 & 0.40\tablefootmark{14} & ... & 8$_{1,7}$--7$_{1,6}$ & 252~735.000 & 63.6 & 7.87 \\ & 9.0 & 0.20 & ... & 9$_{1,9}$--8$_{1,8}$ & 273~320.111 & 74.6 & 8.89 \\ & \tablefootmark{11} & ... & ... & 9$_{0,9}$--8$_{0,8}$ & 278~264.807 & 66.9 & 9.00 \\ & 6.6 & 0.14 & ... & 9$_{6,4}$--8$_{6,3}$ & 278~797.261 & 389.5 & 5.00 \\ & \tablefootmark{5} & ... & ... & 9$_{6,3}$--8$_{6,2}$ & 278~797.261 & 389.5 & 5.00 \\ & \tablefootmark{8} & ... & ... & 9$_{2,8}$--8$_{2,7}$ & 278~846.646 & 102.9 & 8.56 \\ & \tablefootmark{11} & ... & ... & 9$_{5,5}$--8$_{5,4}$ & 278~870.647 & 291.1 & 6.22 \\ & \tablefootmark{11} & ... & ... & 9$_{5,4}$--8$_{5,3}$ & 278~870.647 & 291.1 & 6.22 \\ & 7.2 & 0.34 & ... & 9$_{4,6}$--8$_{4,5}$ & 278~940.873 & 210.5 & 7.22 \\ & 7.3\tablefootmark{5} & ... & ... & 9$_{4,5}$--8$_{4,4}$ & 278~940.909 & 210.5 & 7.22 \\ & 6.8\tablefootmark{32} & 0.35 & ... & 9$_{3,7}$--8$_{3,6}$ & 279~019.418 & 147.8 & 8.00 \\ & 8.2 & 0.52 & ... & 9$_{3,6}$--8$_{3,5}$ & 279~027.753 & 147.8 & 8.00 \\ & 8.2 & 0.14 & ... & 9$_{2,7}$--8$_{2,6}$ & 279~556.774 & 103.0 & 8.56 \\ \hline \end{tabular} \begin{flushleft} \tablefoot{Observed transitions of H$_2$CS and H$_2$CS isotopologues in the frequency range of the Orion~KL survey. Column 1 indicates the isotopologue or the vibrational state, Col.~2 gives the observed (centroid) radial velocities, Col.~3 the peak line temperature, Col.~4 the integrated line intensity, Col.~5 the quantum numbers, Col.~6 the assumed rest frequencies, Col.~7 the energy of the upper level, and Col.~8 the line strength.\\ \tablefoottext{1}{Blended with CH$_3$OCOH;} \tablefoottext{2}{blended with (CH$_3$)$_2$CO;} \tablefoottext{3}{blended with CH$_3$OD;} \tablefoottext{4}{blended with p-H$_2$CS;} \tablefoottext{5}{blended with the last one;} \tablefoottext{6}{blended with SO$_2$;} \tablefoottext{7}{blended with CH$_3$CN $\nu_8$ = 1;} \tablefoottext{8}{blended with CH$_3$CH$_2$CN in the plane torsion;} \tablefoottext{9}{blended with o-H$_2$CS;} \tablefoottext{10}{blended with CH$_3$OCH$_3$;} \tablefoottext{11}{blended with CH$_3$CH$_2$CN;} \tablefoottext{12}{blended with CH$_3$OH;} \tablefoottext{13}{blended with SO;} \tablefoottext{14}{blended with U line}; \tablefoottext{15}{blended with CH$_3$CH$_2$CN out of plane torsion}; \tablefoottext{16}{blended with CH$_2$CHCN}; \tablefoottext{17}{blended with $^{34}$SO$_2$;} \tablefoottext{18}{blended with H$_2$CO;} \tablefoottext{19}{blended with SH$_2$;} \tablefoottext{20}{blended with H$_2$$^{13}$C$^{18}$O;} \tablefoottext{21}{blended with CH$_3$CH$_2$$^{13}$CN;} \tablefoottext{22}{blended with $^{34}$S$^{17}$O;} \tablefoottext{23}{blended with HCC$^{13}$CN $\nu_7$ = 1$^+$;} \tablefoottext{24}{blended with HCOOH;} \tablefoottext{25}{blended with CH$_3$CHO;} \tablefoottext{26}{blended with $^{33}$SO$_2$;} \tablefoottext{27}{blended with OC$^{33}$S;} \tablefoottext{28}{blended with OCS;} \tablefoottext{29}{blended with o-H$_2$$^{13}$CS;} \tablefoottext{30}{blended with g-CH$_3$CH$_2$OH;} \tablefoottext{31}{blended with $^{13}$CH$_3$CH$_2$CN;} \tablefoottext{32}{blended with CH$_3$CH$_2$C$^{15}$N.}} \end{flushleft} \end{table}