| Name | Con | Spectral | Abs Mag | Dist (ly) | Δ Center | X | Y | Z |
|---|---|---|---|---|---|---|---|---|
| Nu Gru | Gru | G8 III | 0.819 | 277.708 | 2.442 | 146.910 | 4.348 | -235.640 |
| Tau-3 Gru | Gru | A4MA5-F2 | 1.241 | 256.563 | 54.076 | 123.980 | -39.897 | -221.063 |
| HD 215545 | Gru | A9 (IIIM) | 2.055 | 259.682 | 45.833 | 131.223 | -33.788 | -221.541 |
| HD 216281 | Gru | F3 V | 2.56 | 297.429 | 53.108 | 146.697 | -43.190 | -255.122 |
| HD 211506 | Gru | A7MA5/7-A9 | 2.581 | 294.612 | 21.731 | 161.952 | 19.512 | -245.345 |
| HD 212025 | PsA | F3/5 V | 2.743 | 282.367 | 21.662 | 150.086 | 27.981 | -237.546 |
| HD 212035 | PsA | F2/3 IV/V | 2.769 | 281.596 | 21.619 | 149.544 | 28.031 | -236.964 |
| HD 212801 | PsA | G6 V | 2.941 | 289.166 | 36.759 | 145.269 | 41.959 | -246.493 |
| HD 212617 | PsA | F0 V | 3.113 | 298.440 | 52.156 | 147.723 | 56.026 | -253.201 |
| HD 210471 | Gru | F5 V | 3.305 | 270.605 | 33.841 | 159.186 | -18.853 | -218.032 |
| HD 212408 | PsA | F7/8 V | 3.453 | 250.551 | 37.608 | 129.918 | 29.650 | -212.185 |
| HD 214729 | Gru | F6 V | 3.551 | 268.671 | 34.464 | 138.428 | -25.917 | -228.815 |
| HD 211001 | Gru | F5 V | 3.855 | 287.325 | 41.668 | 167.380 | -29.323 | -231.707 |
| HD 213010 | Gru | G0 V | 3.924 | 272.058 | 47.813 | 149.997 | -39.301 | -223.562 |
| HD 213075 | PsA | F5/6 V | 3.948 | 276.540 | 48.089 | 133.561 | 52.811 | -236.328 |
| HD 215877 | Gru | G3 V | 4.114 | 248.057 | 44.393 | 122.081 | -23.065 | -214.716 |
| HD 215283 | PsA | F7 V | 4.212 | 273.577 | 39.725 | 122.444 | 37.526 | -241.762 |
| HD 209466 | Gru | F6 V | 4.227 | 276.677 | 39.491 | 167.767 | -21.849 | -218.940 |
| HD 212822 | PsA | G0 V | 4.24 | 284.118 | 25.978 | 145.022 | 31.883 | -242.242 |
| HD 210270 | PsA | F8/G0 V | 4.284 | 277.114 | 45.392 | 152.408 | 50.344 | -225.908 |
| HD 214986 | Gru | G2 V | 4.51 | 273.755 | 25.671 | 137.988 | -17.503 | -235.799 |
| HD 213954 | PsA | G3 V | 4.594 | 256.196 | 35.947 | 123.848 | 30.204 | -222.238 |
| HD 216581 | Gru | G2/3 V | 4.605 | 292.744 | 47.497 | 141.501 | -37.472 | -253.537 |
| HD 214519 | PsA | G2 V | 4.736 | 283.264 | 41.636 | 130.549 | 43.290 | -247.640 |
| HD 210382 | Gru | G5/8 V + F/G | 4.872 | 276.051 | 17.501 | 158.700 | 13.061 | -225.508 |
| 6567318429414959488 | Gru | 4.915 | 288.641 | 31.787 | 166.909 | -17.984 | -234.818 | |
| HD 211237 | PsA | G3 V | 4.917 | 263.309 | 33.413 | 142.651 | 34.441 | -218.635 |
| HD 214274 | Gru | G8/K0 V | 4.925 | 287.402 | 19.759 | 147.396 | -10.497 | -246.523 |
| HD 211191 | Gru | G5 V | 4.993 | 291.580 | 18.634 | 164.814 | 3.713 | -240.517 |
| HD 211295 | PsA | G2/3 V | 5.008 | 294.586 | 24.598 | 162.339 | 23.890 | -244.667 |
| HD 209314 | PsA | G1 V | 5.028 | 265.657 | 53.720 | 150.263 | 54.337 | -212.241 |
| HD 210974 | PsA | G8/K0 V | 5.067 | 284.462 | 35.172 | 154.777 | 40.817 | -235.162 |
| HIP 109156 | Gru | G0 | 5.134 | 279.708 | 54.851 | 169.379 | -40.189 | -218.952 |
| HD 212964 | Gru | G8/K0 (V) | 5.333 | 278.530 | 0.000 | 146.822 | 6.587 | -236.612 |
| HD 212299 | Gru | G6 V | 5.372 | 260.014 | 28.396 | 143.825 | -12.967 | -216.240 |
| 6566508054984355456 | Gru | 5.408 | 295.804 | 42.942 | 170.628 | -29.001 | -239.905 | |
| 6520121102516473216 | Gru | K2 | 5.419 | 298.668 | 41.516 | 161.411 | -30.080 | -249.505 |
| HD 214790 | Gru | G8 V | 5.45 | 257.931 | 26.719 | 129.510 | -8.464 | -222.913 |
| HD 215545 | Gru | 5.505 | 259.614 | 45.867 | 131.185 | -33.791 | -221.483 | |
| 6519074023850644480 | Gru | 5.511 | 300.563 | 48.937 | 156.929 | -38.220 | -253.494 | |
| 6520191952298278784 | Gru | K0 | 5.573 | 311.546 | 49.321 | 168.401 | -30.906 | -260.300 |
| HD 217269 | Gru | G3/5 V | 5.627 | 293.669 | 38.868 | 133.595 | -20.898 | -260.701 |
| HD 210411 | PsA | G6 V | 5.655 | 274.297 | 46.462 | 149.654 | 51.243 | -224.101 |
| HD 212451 | Gru | F7/8 V | 5.701 | 297.316 | 19.346 | 159.254 | 10.688 | -250.856 |
| 6566344502629457152 | Gru | 5.796 | 267.318 | 44.381 | 157.226 | -30.211 | -214.087 | |
| 6573512631248872576 | Gru | 5.865 | 288.276 | 23.288 | 169.789 | 7.513 | -232.865 | |
| HIP 109573 | PsA | G2 | 5.98 | 286.672 | 46.836 | 155.743 | 52.533 | -234.883 |
| HD 213185 | PsA | K1/3 (V) | 5.984 | 261.045 | 46.897 | 126.351 | 46.726 | -223.608 |
| HIP 110952 | Gru | K5 | 6.001 | 269.926 | 51.411 | 149.671 | -42.199 | -220.647 |
| 6597734597529199744 | PsA | 6.04 | 281.557 | 28.378 | 133.151 | 29.474 | -246.337 | |
| 6569669013476178816 | Gru | 6.19 | 287.648 | 25.069 | 165.001 | -10.633 | -235.394 | |
| 6608316739816001024 | PsA | 6.249 | 254.356 | 48.279 | 122.339 | 44.100 | -218.606 | |
| 6519844540984320512 | Gru | 6.287 | 296.157 | 39.088 | 152.789 | -28.813 | -252.074 | |
| 6517966197165829504 | Gru | 6.355 | 286.239 | 48.678 | 162.001 | -39.496 | -232.674 | |
| 6594431282347499136 | Gru | 6.383 | 293.708 | 16.478 | 158.486 | 1.942 | -247.285 | |
| 6518375730887640960 | Gru | 6.426 | 275.810 | 40.873 | 156.399 | -31.417 | -225.013 | |
| 6613204176376195200 | PsA | 6.463 | 267.744 | 40.988 | 149.600 | 42.934 | -217.871 | |
| 6597108219498717440 | PsA | 6.581 | 290.267 | 22.895 | 141.568 | 22.277 | -252.435 | |
| 6521183265113113472 | Gru | 6.641 | 268.702 | 20.353 | 143.384 | -11.019 | -226.996 | |
| 6594360917898281472 | Gru | 6.705 | 256.560 | 23.118 | 129.580 | 8.168 | -221.293 | |
| 6543511666209211776 | Gru | 6.8 | 284.858 | 33.193 | 124.685 | -8.791 | -255.983 | |
| 6587386200247355520 | PsA | 6.809 | 277.702 | 31.406 | 167.006 | 24.485 | -220.530 | |
| 6573854098328498432 | Gru | 6.829 | 267.987 | 20.639 | 155.726 | 7.070 | -217.998 | |
| 6544081518174999680 | Gru | 6.942 | 258.556 | 31.111 | 130.586 | -15.950 | -222.598 | |
| 6615397839512804480 | PsA | 6.955 | 283.974 | 49.287 | 144.772 | 55.816 | -237.847 | |
| 6587242610900817152 | PsA | 6.987 | 263.760 | 30.291 | 155.182 | 22.330 | -212.121 | |
| 6566940644090599808 | Gru | 7.032 | 268.941 | 34.671 | 154.589 | -22.227 | -218.963 | |
| 6566354363874336256 | Gru | 7.095 | 277.094 | 43.396 | 161.262 | -32.029 | -223.065 | |
| 6520827779261210112 | Gru | 7.129 | 301.944 | 35.556 | 156.464 | -20.569 | -257.439 | |
| 6516192787989997952 | Gru | 7.597 | 273.271 | 48.683 | 131.720 | -39.692 | -236.135 |