| Name | Con | Spectral | Abs Mag | Dist (ly) | Δ Center | X | Y | Z |
|---|---|---|---|---|---|---|---|---|
| HD 71197 | Pup | G8 III | 0.737 | 564.989 | 45.589 | -248.159 | -499.786 | 88.461 |
| HD 71416 | Pup | A0 IV/V | 1.281 | 556.212 | 23.913 | -268.752 | -474.115 | 111.089 |
| HD 74063 | Pyx | A5/7 IV | 1.399 | 556.679 | 36.762 | -238.341 | -486.458 | 128.157 |
| HD 70524 | Pup | A3/5 III | 1.621 | 571.852 | 45.555 | -265.911 | -498.056 | 90.710 |
| HD 73039 | Pyx | F3 V | 2.335 | 557.732 | 31.475 | -243.652 | -488.150 | 115.717 |
| 5707955362509765376 | Pyx | F0 V | 2.978 | 518.364 | 17.146 | -246.305 | -442.373 | 111.010 |
| 5707353895290676224 | Pup | F5 V | 2.98 | 567.023 | 36.875 | -267.706 | -490.039 | 98.441 |
| 5706835338117971840 | Pyx | F3 V | 3.154 | 518.380 | 19.839 | -232.734 | -450.585 | 107.274 |
| 5707314003635280640 | Pup | G3/5 V | 3.167 | 534.342 | 21.781 | -256.362 | -460.706 | 86.780 |
| 5721560066560152064 | Pup | G3 IV/V | 3.655 | 506.526 | 52.804 | -274.252 | -417.400 | 84.358 |
| 5703793882797431680 | Pyx | G1 V | 3.749 | 525.178 | 21.174 | -230.763 | -457.695 | 114.276 |
| 5706935256237607168 | Pyx | G6/8 IV | 3.895 | 565.401 | 32.631 | -260.335 | -489.744 | 109.707 |
| 5703701455100850176 | Pyx | G6/8 (IV) | 3.93 | 581.082 | 52.779 | -251.962 | -508.488 | 124.865 |
| 5707139864182258816 | Pyx | F8 | 3.96 | 533.723 | 0.000 | -250.889 | -458.571 | 107.754 |
| 5708194265771008000 | Pup | 4.038 | 498.568 | 37.108 | -244.351 | -423.381 | 97.959 | |
| 5722344671182093056 | Pup | 4.048 | 502.301 | 47.445 | -262.785 | -412.923 | 112.833 | |
| 5706926455850249984 | Pyx | 4.097 | 494.544 | 40.173 | -227.623 | -428.847 | 94.004 | |
| 5707750441030729088 | Pup | 4.232 | 504.118 | 30.704 | -236.823 | -434.956 | 94.071 | |
| 5707685943503594240 | Pup | 4.351 | 513.354 | 29.661 | -252.095 | -438.906 | 85.581 | |
| 5707767479164841728 | Pup | 4.357 | 510.291 | 25.131 | -241.500 | -439.493 | 94.359 | |
| 5707142479819433856 | Pyx | G2/3 IV | 4.423 | 502.776 | 30.973 | -236.353 | -431.698 | 102.666 |
| 5708858607013989120 | Hya | 4.493 | 541.124 | 23.356 | -253.160 | -459.957 | 130.958 | |
| 5707379562014977152 | Pup | 4.495 | 537.806 | 10.885 | -254.179 | -463.551 | 98.651 | |
| 5706784726223591808 | Pyx | 4.545 | 573.084 | 42.149 | -255.705 | -498.642 | 119.905 | |
| 5706469780563735936 | Pup | 4.546 | 550.507 | 27.688 | -256.447 | -478.784 | 89.668 | |
| 5722078550711263744 | Hya | 4.668 | 514.001 | 35.863 | -260.117 | -426.504 | 120.895 | |
| 5707181512482030976 | Pyx | 4.679 | 489.568 | 44.707 | -229.543 | -419.360 | 105.402 | |
| 5708017480618747776 | Pyx | G5/6 | 4.963 | 570.964 | 38.333 | -275.171 | -485.744 | 119.646 |
| 5707091657469074304 | Pyx | 5.041 | 566.878 | 34.936 | -259.372 | -488.772 | 123.130 | |
| 5707685844724307328 | Pup | 5.123 | 542.025 | 23.710 | -266.139 | -463.457 | 90.270 | |
| 5722057904805662592 | Pup | 5.311 | 502.024 | 42.761 | -257.361 | -416.440 | 111.159 | |
| 5708607269823830784 | Pyx | 5.312 | 575.036 | 43.399 | -263.836 | -494.554 | 128.274 | |
| 5703712553296551040 | Pyx | 5.352 | 541.366 | 27.402 | -232.048 | -474.095 | 120.202 | |
| 5721404897978681216 | Pup | 5.383 | 508.087 | 42.849 | -267.738 | -421.061 | 95.708 | |
| 5703018967618454912 | Pyx | 5.455 | 531.726 | 30.534 | -228.457 | -471.338 | 91.440 | |
| 5708702137062966912 | Pyx | 5.457 | 526.146 | 16.100 | -244.454 | -450.199 | 119.909 | |
| 5706365331258625792 | Pup | 5.459 | 546.679 | 29.481 | -250.998 | -478.028 | 85.606 | |
| 5702993227875954560 | Pyx | 5.518 | 531.862 | 31.989 | -227.867 | -472.038 | 90.094 | |
| 5721984821642416128 | Hya | 5.536 | 506.965 | 36.866 | -255.048 | -422.705 | 115.200 | |
| 5721409811421256576 | Pup | 5.549 | 510.303 | 42.370 | -269.695 | -422.305 | 96.514 | |
| 5707758103252358272 | Pup | 5.728 | 547.563 | 15.868 | -258.711 | -471.481 | 102.863 | |
| 5708305385164323968 | Pup | 5.873 | 533.709 | 16.486 | -264.684 | -450.026 | 110.664 | |
| 5696535246330168704 | Pyx | 6.169 | 564.512 | 59.046 | -230.282 | -508.508 | 83.921 | |
| 5723032175187265024 | Pup | 6.212 | 500.359 | 51.352 | -267.406 | -410.197 | 102.842 |