| Name | Con | Spectral | Abs Mag | Dist (ly) | Δ Center | X | Y | Z |
|---|---|---|---|---|---|---|---|---|
| Gam Pyx | Pyx | K3 III | -0.026 | 210.231 | 441.381 | -65.357 | -196.218 | 37.707 |
| Lam Pyx | Pyx | G8 III | 0.872 | 191.040 | 456.976 | -40.666 | -179.949 | 49.590 |
| HD 81799 | Hya | K1 III | 1.062 | 175.806 | 472.664 | -48.401 | -157.787 | 60.556 |
| Eps Pyx | Pyx | A4 IV | 1.5 | 214.451 | 434.950 | -49.252 | -203.988 | 44.165 |
| HD 86266 | Hya | A4 V | 2.18 | 214.518 | 434.781 | -30.369 | -196.770 | 79.846 |
| HD 83108 | Ant | F5 V | 2.302 | 223.324 | 428.628 | -22.120 | -217.403 | 46.018 |
| HD 83261 | Ant | F3 IV/V | 2.328 | 226.908 | 421.114 | -50.396 | -207.096 | 77.827 |
| HD 85725 | Ant | G1 V | 2.623 | 175.698 | 472.881 | -25.416 | -162.371 | 62.111 |
| HD 80719 | Hya | F6 V | 2.832 | 161.100 | 490.850 | -59.137 | -135.467 | 64.059 |
| HD 84580 | Ant | F6 V | 2.879 | 207.829 | 441.930 | -22.342 | -198.888 | 55.995 |
| GJ 3525 | Pyx | G5 V | 3.194 | 178.078 | 471.507 | -51.064 | -166.632 | 36.553 |
| HD 84709 | Ant | F3 V | 3.389 | 172.807 | 475.319 | -28.492 | -160.121 | 58.400 |
| GJ 9287A | Pyx | G0/1 V | 3.445 | 150.824 | 497.687 | -43.342 | -139.340 | 38.112 |
| HD 84887 | Ant | F7 V | 3.514 | 183.947 | 464.381 | -27.389 | -171.601 | 60.312 |
| HD 82895 | Ant | F3 V | 3.545 | 206.219 | 442.727 | -30.405 | -197.302 | 51.692 |
| HD 82164 | Ant | F8 V | 3.587 | 207.960 | 442.192 | -28.083 | -201.178 | 44.542 |
| HD 85278 | Ant | F3 V | 3.648 | 239.797 | 409.466 | -30.003 | -225.596 | 75.540 |
| HD 77462 | Pyx | F7 V | 3.792 | 160.368 | 488.749 | -47.555 | -148.837 | 36.088 |
| HD 83973 | Hya | F7 V | 3.837 | 180.296 | 470.244 | -49.463 | -155.436 | 76.801 |
| HD 84429 | Ant | F5 V | 4.022 | 232.849 | 415.357 | -40.577 | -215.330 | 78.755 |
| HD 85432 | Ant | G3 V | 4.146 | 229.176 | 419.736 | -31.526 | -213.613 | 76.776 |
| 5658573958844141696 | Ant | F7 V | 4.297 | 233.520 | 414.536 | -45.081 | -214.776 | 79.800 |
| HD 79361 | Pyx | F7 V | 4.305 | 232.513 | 417.346 | -48.513 | -222.583 | 46.506 |
| 5437093937184577152 | Ant | G8/K0 III + F | 4.317 | 229.477 | 423.023 | -26.221 | -224.068 | 41.991 |
| HD 83365 | Ant | G3 V | 4.389 | 218.617 | 430.477 | -30.516 | -208.937 | 56.618 |
| HD 88538 | Ant | G5 V | 4.437 | 202.279 | 449.137 | -17.538 | -184.651 | 80.696 |
| 5676904222131656448 | Hya | G3 V | 4.506 | 214.553 | 434.774 | -57.316 | -190.117 | 81.242 |
| HD 81110 | Pyx | G3 V | 4.79 | 163.467 | 484.363 | -38.049 | -152.333 | 45.466 |
| 5662777013838599808 | Hya | G3 V | 4.811 | 177.036 | 471.030 | -41.706 | -160.558 | 61.820 |
| HD 78130 | Pyx | G3 V | 4.863 | 187.407 | 462.747 | -64.590 | -167.236 | 54.587 |
| HD 76028 | Pyx | G5 V | 5.012 | 205.598 | 445.480 | -64.716 | -191.013 | 39.919 |
| HD 78921 | Pyx | K0 V | 5.023 | 182.312 | 466.406 | -45.409 | -171.769 | 40.862 |
| HD 82398 | Ant | G8 V | 5.058 | 172.888 | 474.925 | -40.378 | -158.528 | 55.926 |
| HD 82561 | Ant | G5 V | 5.113 | 150.258 | 497.517 | -29.389 | -140.765 | 43.564 |
| HD 84273 | Ant | G5 V | 5.14 | 147.044 | 501.135 | -21.412 | -138.628 | 44.098 |
| 5651775953326498688 | Pyx | G5 V | 5.203 | 179.743 | 469.298 | -56.118 | -163.143 | 50.403 |
| 5682354196327872256 | Hya | G3/5 V | 5.228 | 167.845 | 483.587 | -57.324 | -142.288 | 68.108 |
| HD 83259 | Hya | G5 V | 5.367 | 159.991 | 488.385 | -39.544 | -143.353 | 59.011 |
| 5658870380304596096 | Hya | K1 V | 5.368 | 171.979 | 476.746 | -25.242 | -157.879 | 63.342 |
| 5674636135802748288 | Hya | G8 V | 5.446 | 160.294 | 487.872 | -44.231 | -145.725 | 50.011 |
| 5675837798931434240 | Hya | 5.471 | 223.046 | 425.996 | -65.521 | -200.278 | 73.094 | |
| 5630136842943045248 | Pyx | 5.473 | 208.929 | 441.025 | -30.392 | -201.857 | 44.490 | |
| 5436593865552252800 | Ant | 5.5 | 234.413 | 418.184 | -17.889 | -227.570 | 53.286 | |
| HD 82783 | Ant | K0 V | 5.575 | 194.280 | 454.076 | -31.771 | -184.630 | 51.431 |
| 5467047829377716096 | Hya | G8/K0 V | 5.585 | 177.735 | 472.687 | -19.786 | -160.872 | 72.918 |
| 5437796662554852608 | Ant | 5.654 | 227.250 | 423.146 | -26.765 | -219.228 | 53.513 | |
| HD 82977 | Hya | G8/K0 IV/V | 5.671 | 156.750 | 491.195 | -36.524 | -142.572 | 53.933 |
| HD 82451 | Ant | K0 V | 5.697 | 198.593 | 449.120 | -42.478 | -184.311 | 60.520 |
| 5677169208729046016 | Hya | 5.786 | 209.832 | 439.709 | -60.429 | -185.310 | 77.696 | |
| 5658513142107267456 | Ant | 5.865 | 203.979 | 444.007 | -38.634 | -187.958 | 69.172 | |
| HIP 48766 | Ant | K2V | 5.888 | 222.725 | 427.608 | -20.271 | -210.475 | 69.951 |
| 5659312693218997376 | Hya | G5 | 5.944 | 207.764 | 441.731 | -32.528 | -188.206 | 81.753 |
| HIP 46710 | Ant | 5.989 | 211.652 | 436.098 | -47.304 | -195.232 | 66.640 | |
| 5636606369356271232 | Pyx | G0 | 6.083 | 237.123 | 411.011 | -53.161 | -222.713 | 61.623 |
| 5651752515687994368 | Pyx | K0 | 6.177 | 179.644 | 469.402 | -56.115 | -163.080 | 50.262 |
| 5666748067585937408 | Hya | K | 6.208 | 195.021 | 455.111 | -34.191 | -173.244 | 82.759 |
| 5634015954324563584 | Pyx | 6.23 | 231.549 | 418.794 | -45.986 | -222.647 | 43.885 | |
| 5666096233284268288 | Hya | G5 | 6.249 | 173.649 | 477.731 | -21.844 | -153.462 | 78.259 |
| 5661643241255267328 | Ant | 6.392 | 245.307 | 402.808 | -49.877 | -224.615 | 85.050 | |
| 5731244217079354112 | Hya | K2 V | 6.41 | 160.444 | 492.383 | -65.172 | -134.610 | 58.082 |
| 5632077790199712512 | Ant | 6.451 | 212.451 | 436.318 | -32.901 | -202.788 | 54.113 | |
| HIP 47519 | Ant | K 3 V | 6.585 | 201.572 | 446.370 | -36.408 | -187.049 | 65.698 |
| 5657873806158721024 | Ant | 6.684 | 250.196 | 397.847 | -44.987 | -232.230 | 81.482 | |
| 5672046785917356416 | Hya | 6.712 | 164.741 | 486.440 | -38.066 | -140.758 | 76.659 | |
| 5661411106863938432 | Ant | 6.763 | 226.953 | 420.839 | -52.652 | -209.047 | 70.935 | |
| 5624963743811510656 | Pyx | 6.898 | 219.934 | 430.820 | -41.507 | -212.428 | 38.984 | |
| HIP 45232 | Pyx | M0 | 6.912 | 158.147 | 490.192 | -44.941 | -145.303 | 43.316 |
| 5663883431773337088 | Hya | K0 | 6.923 | 153.765 | 495.146 | -30.354 | -137.173 | 62.487 |
| 5463826668328767872 | Ant | 6.956 | 246.790 | 403.799 | -24.456 | -230.805 | 83.859 | |
| 5648248303410771840 | Pyx | 6.98 | 197.506 | 451.299 | -53.015 | -184.437 | 46.679 | |
| 5656170628287068160 | Pyx | 7.022 | 172.260 | 478.322 | -62.623 | -152.875 | 48.776 | |
| 5682640065055371776 | Hya | 7.143 | 176.699 | 474.842 | -63.193 | -150.847 | 66.881 | |
| 5436938764307037440 | Ant | 7.18 | 199.751 | 450.907 | -19.845 | -193.422 | 45.755 | |
| 5656160389085012736 | Pyx | 7.199 | 152.737 | 497.358 | -55.266 | -135.127 | 44.875 | |
| 5624987383311156096 | Pyx | 7.214 | 222.300 | 428.409 | -42.854 | -214.490 | 39.659 | |
| 5683477411879049216 | Hya | 7.218 | 170.821 | 481.757 | -63.343 | -143.063 | 68.549 | |
| 5676848147037512704 | Hya | 7.244 | 217.711 | 431.530 | -58.069 | -193.290 | 81.629 | |
| 5633901948708916352 | Ant | 7.25 | 183.322 | 464.488 | -34.396 | -171.386 | 55.218 | |
| 5637823009034454656 | Pyx | 7.341 | 233.319 | 414.988 | -58.855 | -217.293 | 61.281 | |
| 5650967296884364672 | Pyx | 7.357 | 209.143 | 440.421 | -63.646 | -192.607 | 50.892 | |
| 5647630485254777088 | Pyx | 7.41 | 203.425 | 446.521 | -54.590 | -191.871 | 39.810 | |
| 5664747338675469696 | Hya | 7.442 | 202.432 | 446.458 | -50.295 | -180.475 | 76.652 | |
| 5637799266455565696 | Pyx | 7.444 | 221.564 | 426.922 | -58.053 | -206.091 | 56.963 | |
| 5467116239616997888 | Hya | 7.462 | 188.350 | 461.594 | -22.924 | -171.551 | 74.287 | |
| 5632436334068593792 | Ant | 7.473 | 202.725 | 445.701 | -30.353 | -191.905 | 57.851 | |
| 5628311378762731904 | Pyx | 7.481 | 218.032 | 432.868 | -48.462 | -209.344 | 36.904 | |
| 5440094676211501696 | Ant | 7.585 | 154.693 | 493.917 | -19.898 | -147.430 | 42.392 | |
| 5656483752878380928 | Pyx | 7.736 | 157.936 | 493.035 | -60.439 | -138.777 | 45.065 | |
| 5662026352337897600 | Hya | 7.77 | 187.733 | 460.421 | -40.704 | -170.439 | 67.347 | |
| 5633856417758074112 | Ant | 7.787 | 205.759 | 442.039 | -40.765 | -192.685 | 59.541 | |
| 5671234487344123776 | Hya | 7.798 | 177.414 | 472.510 | -41.306 | -155.049 | 75.681 | |
| 5681471662152509312 | Hya | 7.98 | 179.808 | 470.618 | -57.770 | -155.589 | 69.167 |