| Name | Con | Spectral | Abs Mag | Dist (ly) | Δ Center | X | Y | Z |
|---|---|---|---|---|---|---|---|---|
| HD 216237 | PsA | A5MA7-A8 | 2.133 | 373.893 | 41.431 | 167.748 | 18.863 | -333.632 |
| HD 213940 | Gru | F3/5 IV/V | 2.257 | 385.474 | 30.567 | 195.836 | 6.639 | -331.973 |
| HD 216989 | Gru | F3 IV/V | 2.349 | 388.748 | 23.465 | 182.868 | -42.812 | -340.390 |
| HD 213729 | Gru | K1 III | 2.567 | 407.362 | 51.137 | 205.331 | 21.645 | -351.181 |
| HD 218266 | Gru | K1 III | 2.652 | 368.915 | 32.955 | 165.568 | -47.996 | -326.180 |
| HD 217816 | Gru | G0 V | 2.743 | 388.045 | 32.074 | 177.901 | -51.363 | -341.035 |
| HD 215560 | Gru | G8/K1 III | 2.745 | 375.396 | 41.705 | 191.084 | -57.458 | -317.997 |
| HD 215571 | Gru | F2 V | 2.806 | 402.009 | 29.840 | 200.663 | -39.679 | -346.103 |
| HD 217844 | Gru | F6 V | 2.908 | 364.649 | 33.527 | 166.839 | -47.303 | -320.795 |
| HD 216667 | Gru | F6 V | 3.09 | 388.444 | 10.583 | 182.004 | -27.194 | -342.104 |
| HD 216750 | Gru | F5 V | 3.183 | 397.067 | 18.755 | 185.693 | -29.776 | -349.728 |
| HD 212746 | Gru | F6/8 V + F6/8 V | 3.23 | 369.379 | 33.529 | 198.397 | -2.135 | -311.590 |
| HD 214727 | PsA | G0 V | 3.595 | 393.035 | 48.441 | 188.594 | 26.688 | -343.813 |
| HD 215725 | Gru | F7 V | 3.642 | 355.154 | 26.196 | 172.046 | -14.497 | -310.379 |
| HD 217708 | Gru | F6 (V) | 3.651 | 364.138 | 43.324 | 170.093 | -58.225 | -316.681 |
| HD 213867 | Gru | F6 V | 3.71 | 377.900 | 55.636 | 204.162 | -65.541 | -311.201 |
| HD 216407 | Gru | F3/5 V | 3.722 | 405.239 | 38.233 | 197.269 | -51.064 | -350.303 |
| HD 217470 | Gru | F5 V | 3.738 | 364.672 | 20.288 | 164.116 | -24.973 | -324.715 |
| HD 214875 | Gru | G0 V | 3.754 | 406.026 | 39.502 | 197.956 | 9.389 | -354.395 |
| HD 212260 | Gru | G3 (V) | 3.923 | 378.564 | 42.082 | 204.872 | 10.851 | -318.169 |
| HD 214775 | Gru | G5 III/IV | 3.931 | 402.858 | 32.150 | 199.382 | 1.165 | -350.075 |
| HD 216098 | Gru | G2/5 V + A/F | 4.137 | 401.805 | 23.457 | 194.506 | -31.252 | -350.218 |
| HD 217827 | Gru | G3 V | 4.156 | 358.246 | 34.240 | 163.107 | -42.824 | -316.091 |
| HD 213602 | Gru | G0 V | 4.172 | 369.403 | 35.307 | 189.596 | 9.476 | -316.911 |
| HD 214580 | Gru | G2 V | 4.493 | 373.951 | 15.632 | 189.771 | -15.302 | -321.877 |
| HD 217596 | Gru | F6 V | 4.672 | 369.314 | 31.353 | 170.610 | -47.871 | -324.046 |
| HIP 112954 | Gru | G0 | 4.799 | 410.762 | 39.815 | 200.055 | -48.200 | -355.521 |
| HD 216744 | Gru | G5/6 (V) | 4.821 | 354.132 | 27.501 | 165.226 | -24.246 | -312.302 |
| HD 212576 | Gru | G5 V | 4.887 | 380.581 | 35.268 | 204.848 | 2.491 | -320.758 |
| 6597259471067161728 | PsA | G2 | 4.896 | 400.339 | 53.429 | 188.203 | 29.625 | -352.114 |
| 6547908402755314176 | Gru | 4.934 | 380.861 | 32.946 | 170.695 | 10.288 | -340.328 | |
| 6544401338619404032 | Gru | G5 | 4.939 | 400.236 | 19.967 | 194.430 | -22.625 | -349.124 |
| 6554804337821346560 | PsA | 4.951 | 393.119 | 56.249 | 164.528 | 28.809 | -355.884 | |
| HIP 113135 | PsA | G5 | 4.988 | 388.859 | 46.262 | 170.035 | 22.054 | -349.032 |
| 6540453374622114048 | Gru | G0 | 5.06 | 369.306 | 25.450 | 177.846 | -41.718 | -320.983 |
| 6519199265098871808 | Gru | G5 | 5.31 | 380.780 | 31.820 | 197.921 | -44.710 | -322.234 |
| 6516169285928900480 | Gru | 5.32 | 413.062 | 50.621 | 203.009 | -61.263 | -354.500 | |
| 6546449423839701248 | Gru | G5 | 5.364 | 397.466 | 24.254 | 181.930 | -5.439 | -353.360 |
| 6547908471474790400 | Gru | 5.374 | 384.916 | 33.443 | 172.557 | 10.486 | -343.927 | |
| HIP 112867 | Gru | G5 | 5.444 | 380.754 | 0.000 | 181.440 | -20.237 | -334.149 |
| 6549661745845108480 | Gru | 5.562 | 394.558 | 31.429 | 165.805 | -6.990 | -357.978 | |
| 6514071452102175104 | Gru | 5.744 | 375.830 | 52.089 | 188.162 | -69.269 | -317.901 | |
| 6542557358835886720 | Gru | 5.806 | 366.798 | 24.290 | 157.449 | -18.472 | -330.788 | |
| 6545605823543398272 | Gru | 5.863 | 361.364 | 23.591 | 175.010 | -6.464 | -316.108 | |
| 6542497847769004928 | Gru | 5.897 | 392.165 | 26.146 | 165.551 | -21.475 | -354.876 | |
| 6548225032039417600 | PsA | 5.952 | 382.085 | 41.408 | 171.351 | 19.339 | -340.976 | |
| 6541510177090020096 | Gru | 5.984 | 360.291 | 33.443 | 156.744 | -39.261 | -322.041 | |
| 6546110701243624448 | Gru | 6.241 | 381.662 | 9.556 | 179.836 | -11.108 | -336.472 | |
| 6515077402162346752 | Gru | 6.472 | 391.405 | 50.013 | 182.591 | -69.994 | -339.078 | |
| 6517622359263857408 | Gru | 6.535 | 379.790 | 43.403 | 204.756 | -51.836 | -315.663 | |
| 6596378139482404096 | PsA | 6.547 | 378.922 | 41.055 | 177.566 | 20.634 | -334.122 | |
| 6543222632090225408 | Gru | 6.583 | 391.692 | 21.184 | 170.394 | -19.071 | -352.188 | |
| 6593338509522745728 | Gru | 6.6 | 372.381 | 27.555 | 196.181 | -5.068 | -316.491 | |
| 6515282014405425280 | Gru | 6.843 | 389.484 | 41.615 | 179.950 | -61.421 | -339.938 | |
| 6602389478789647360 | PsA | 7.022 | 397.594 | 52.683 | 175.369 | 27.411 | -355.789 | |
| 6595740358314431872 | Gru | 7.112 | 370.330 | 35.175 | 178.162 | 13.400 | -324.398 |