| Name | Con | Spectral | Abs Mag | Dist (ly) | Δ Center | X | Y | Z |
|---|---|---|---|---|---|---|---|---|
| Del-1 Gru | Gru | G6/8 III | -1.03 | 326.218 | 21.029 | 176.349 | -19.265 | -273.786 |
| Mu-1 Gru | Gru | G8 III + G | -0.36 | 349.458 | 20.545 | 199.543 | -4.721 | -286.865 |
| HD 208321 | Gru | A3 V | 0.532 | 314.091 | 32.759 | 192.358 | 21.067 | -247.419 |
| HD 210571 | Gru | F3 V | 2.003 | 310.976 | 23.515 | 178.042 | 12.715 | -254.664 |
| HD 212538 | Gru | G8 IV | 2.208 | 352.980 | 36.427 | 195.258 | -29.760 | -292.568 |
| HD 209662 | Gru | F0 V | 2.662 | 352.405 | 33.340 | 212.101 | -22.266 | -280.571 |
| HD 213785 | Gru | F0 V | 2.672 | 342.837 | 37.828 | 182.506 | -34.876 | -288.139 |
| HD 214308 | Gru | F5 V | 2.684 | 325.495 | 40.642 | 171.356 | -38.950 | -274.002 |
| HD 207363 | PsA | F6/7 V | 3.144 | 336.243 | 43.281 | 211.087 | 32.927 | -259.667 |
| HD 211562 | Gru | F3 V | 3.217 | 309.383 | 21.394 | 172.590 | 4.741 | -256.742 |
| HD 208603 | Gru | F5 V | 3.25 | 330.765 | 28.452 | 205.295 | -21.022 | -258.513 |
| HD 212130 | Gru | F0 V | 3.322 | 309.825 | 27.185 | 172.990 | -19.985 | -256.276 |
| HD 212575 | PsA | G0 V | 3.407 | 337.363 | 33.840 | 176.890 | 25.905 | -286.116 |
| HD 214751 | Gru | F8/G0 V | 3.441 | 317.065 | 47.276 | 165.250 | -43.408 | -267.113 |
| HD 213755 | Gru | F6/7 V | 3.589 | 347.961 | 48.214 | 186.900 | -45.977 | -289.905 |
| HD 212104 | Gru | F3 V | 3.647 | 310.419 | 27.703 | 173.670 | -21.374 | -256.418 |
| HD 208543 | Gru | F5 V | 3.698 | 331.039 | 21.793 | 205.036 | -10.026 | -259.727 |
| HD 212997 | Gru | F5 V | 3.72 | 324.683 | 45.747 | 179.119 | -46.738 | -266.762 |
| HD 210328 | Gru | F3 V | 3.857 | 359.821 | 35.317 | 207.407 | 15.815 | -293.623 |
| HD 210038 | Gru | F5 V | 3.916 | 314.998 | 25.946 | 187.649 | -20.561 | -252.189 |
| HD 213914 | PsA | G3 V | 3.923 | 332.637 | 37.338 | 165.303 | 22.176 | -287.816 |
| HD 212505 | PsA | F7 V | 4.106 | 338.973 | 45.092 | 175.527 | 37.876 | -287.517 |
| HD 209805 | Gru | G0/2 V | 4.135 | 328.428 | 40.663 | 198.104 | -39.616 | -258.965 |
| HD 211877 | Gru | F7 V | 4.203 | 360.419 | 51.242 | 205.320 | -44.442 | -292.890 |
| HD 215455 | Gru | F7 V | 4.214 | 322.583 | 47.917 | 163.813 | -43.239 | -274.530 |
| HD 210245 | PsA | G0 V | 4.26 | 335.857 | 42.564 | 189.577 | 40.382 | -274.295 |
| HD 214216 | Gru | G2/3 V | 4.503 | 327.261 | 31.362 | 170.853 | -27.271 | -277.804 |
| HD 209971 | PsA | G6 V | 4.661 | 334.668 | 41.180 | 191.010 | 39.062 | -272.029 |
| HD 213256 | Gru | G1/2 V | 4.675 | 332.182 | 45.013 | 181.608 | -46.362 | -274.272 |
| HD 211175 | Gru | G5 V | 4.684 | 333.149 | 17.642 | 186.639 | 14.835 | -275.577 |
| HD 208294 | Gru | G0 V | 4.742 | 313.777 | 33.405 | 192.235 | 21.657 | -247.064 |
| HD 208407 | Gru | K1/2 (III) + G | 4.755 | 334.730 | 28.018 | 208.654 | -18.220 | -261.127 |
| HD 213383 | Gru | F8 V | 4.761 | 338.219 | 32.723 | 182.240 | -31.503 | -283.195 |
| HD 209651 | Gru | K0 | 4.805 | 338.228 | 20.371 | 203.170 | -15.266 | -269.997 |
| HD 213515 | Gru | G5 V | 4.96 | 314.391 | 23.484 | 164.686 | -5.567 | -267.763 |
| HD 211712 | Gru | G3 (III) | 5.004 | 343.277 | 47.650 | 196.993 | -48.212 | -276.985 |
| HD 211743 | Gru | G6 III | 5.043 | 307.797 | 22.144 | 172.270 | -6.187 | -255.016 |
| 6586982473322230784 | Gru | 5.108 | 324.757 | 31.822 | 196.340 | 25.861 | -257.406 | |
| HD 211132 | Gru | G2 V (+ F/G) | 5.146 | 323.479 | 6.562 | 183.568 | 1.253 | -266.362 |
| HD 213081 | Gru | G8 V | 5.146 | 323.814 | 27.059 | 175.622 | -26.131 | -270.812 |
| 6568391999439495808 | Gru | G0 | 5.146 | 337.454 | 15.500 | 199.976 | -11.392 | -271.600 |
| 6573419378919558272 | Gru | 5.157 | 306.832 | 25.688 | 182.631 | 6.327 | -246.496 | |
| 6611590020292167680 | PsA | 5.219 | 360.803 | 51.485 | 210.600 | 39.618 | -290.287 | |
| HD 213698 | Gru | G5 V | 5.253 | 316.020 | 23.910 | 163.910 | -3.716 | -270.181 |
| 6611556420763449728 | PsA | 5.257 | 336.918 | 42.833 | 190.239 | 40.534 | -275.115 | |
| 6518143424696121472 | Gru | 5.282 | 357.850 | 53.673 | 204.429 | -49.170 | -289.587 | |
| 6571584049197258368 | Gru | K0 | 5.423 | 333.382 | 13.634 | 200.742 | -2.656 | -266.178 |
| 6593387953187146112 | Gru | 5.448 | 342.990 | 22.222 | 180.974 | -3.765 | -291.352 | |
| 6568734909629028864 | Gru | 5.49 | 346.264 | 23.451 | 194.032 | -17.921 | -286.254 | |
| 6570099609718139904 | Gru | 5.545 | 329.076 | 0.000 | 187.755 | -1.951 | -270.268 | |
| 6520191952298278784 | Gru | K0 | 5.573 | 311.546 | 36.225 | 168.401 | -30.906 | -260.300 |
| 6545275145421542656 | Gru | 5.58 | 329.403 | 18.351 | 173.278 | -7.542 | -280.062 | |
| 6566973006667645696 | Gru | 5.588 | 323.425 | 26.752 | 182.920 | -27.789 | -265.296 | |
| 6573790567171194880 | Gru | 5.588 | 338.051 | 16.055 | 190.515 | 11.204 | -279.048 | |
| 6588381704946578048 | PsA | 5.621 | 347.450 | 45.583 | 205.863 | 39.312 | -277.136 | |
| 6568292459277387136 | Gru | 5.649 | 333.098 | 19.005 | 200.174 | -15.627 | -265.803 | |
| 6518685655727881728 | Gru | 5.711 | 358.772 | 48.741 | 200.996 | -42.309 | -294.176 | |
| 6568923544593225472 | Gru | 5.734 | 331.320 | 15.241 | 186.043 | -16.710 | -273.665 | |
| 6586634374813100928 | Gru | 5.837 | 317.350 | 30.377 | 194.587 | 19.569 | -249.946 | |
| 6612761829104191360 | PsA | 5.841 | 320.338 | 51.407 | 188.025 | 47.148 | -255.043 | |
| 6568687355751187840 | Gru | 5.92 | 348.097 | 27.166 | 190.444 | -19.608 | -290.738 | |
| 6560336358778781696 | Gru | 6.038 | 359.737 | 49.882 | 212.128 | -41.907 | -287.522 | |
| 6587270648447369856 | PsA | K0 | 6.123 | 333.421 | 32.777 | 193.104 | 30.386 | -270.122 |
| 6566507986264877440 | Gru | 6.13 | 321.646 | 31.065 | 185.444 | -31.490 | -260.932 | |
| 6544111003127737728 | Gru | 6.247 | 319.062 | 30.827 | 163.058 | -20.109 | -273.529 | |
| 6588368334713123968 | PsA | 6.3 | 341.997 | 43.992 | 205.001 | 38.512 | -271.039 | |
| 6561414700511486336 | Gru | 6.329 | 332.177 | 34.785 | 203.071 | -31.768 | -260.972 | |
| 6518739050761377792 | Gru | 6.472 | 339.294 | 35.473 | 189.739 | -36.287 | -278.952 | |
| 6561431124466421888 | Gru | 6.646 | 351.014 | 40.524 | 212.693 | -33.112 | -277.289 | |
| 6569276556545040512 | Gru | 6.749 | 344.973 | 21.204 | 187.537 | -11.207 | -289.345 | |
| 6573627220976315136 | Gru | 6.761 | 354.737 | 27.332 | 202.519 | 7.656 | -291.166 | |
| 6573956559068574848 | Gru | 6.815 | 307.312 | 26.019 | 176.992 | 11.783 | -250.967 | |
| 6566248673318971904 | Gru | 6.866 | 337.995 | 42.724 | 196.163 | -43.814 | -271.760 |