| Name | Con | Spectral | Abs Mag | Dist (ly) | Δ Center | X | Y | Z |
|---|---|---|---|---|---|---|---|---|
| HD 72310 | Pyx | B9.5 IV/V | 0.297 | 345.139 | 680.840 | -157.233 | -299.216 | 69.717 |
| HD 71377 | Pup | K1/2 III | 0.787 | 288.410 | 740.090 | -157.678 | -230.283 | 72.678 |
| HD 70523 | Pup | K0 III | 0.855 | 305.146 | 721.516 | -152.992 | -257.659 | 57.568 |
| HD 74879 | Pyx | A3 IV/V | 0.951 | 344.541 | 685.168 | -120.937 | -315.935 | 65.279 |
| HD 72462 | Hya | A7 IV/V | 1.712 | 279.902 | 746.785 | -141.394 | -231.287 | 69.684 |
| HD 72379 | Pyx | K0 V | 2.54 | 261.460 | 764.430 | -122.450 | -224.060 | 56.223 |
| HD 72746 | Hya | F3 V | 2.87 | 290.712 | 739.901 | -161.488 | -225.309 | 87.564 |
| HD 77200 | Hya | A7/8 III/IV | 2.875 | 283.369 | 744.919 | -118.929 | -239.615 | 93.459 |
| HD 73940 | Hya | G5 IV/V | 2.91 | 281.479 | 747.183 | -145.846 | -224.847 | 86.023 |
| 5700299115150628096 | Pup | F3/5 V | 3.461 | 323.661 | 703.757 | -147.202 | -284.412 | 46.800 |
| 5707770640258856576 | Pup | F0 | 3.62 | 326.444 | 699.823 | -154.662 | -280.905 | 61.072 |
| 5710553371046406912 | Hya | G6/8 V | 3.656 | 287.917 | 738.892 | -143.188 | -237.748 | 76.583 |
| HD 74861 | Hya | F8 V | 3.668 | 280.444 | 746.875 | -134.024 | -231.450 | 84.338 |
| 5707847266773120256 | Pup | F5 V | 3.674 | 335.267 | 691.083 | -161.161 | -287.143 | 63.037 |
| HD 74492 | Hya | F8/G0 V | 3.709 | 277.793 | 748.423 | -126.279 | -236.003 | 74.305 |
| 5722076321625589504 | Hya | F3 V | 3.762 | 307.802 | 718.913 | -156.393 | -255.271 | 71.522 |
| 5700088562976193920 | Pup | F5 V | 3.786 | 310.173 | 717.090 | -138.126 | -273.891 | 45.877 |
| 5703292642934210688 | Pyx | G3/5 V | 3.854 | 327.033 | 699.379 | -135.289 | -289.574 | 69.187 |
| 5706086914297882752 | Pup | G3/5 V | 4.021 | 303.464 | 723.296 | -135.298 | -267.115 | 49.277 |
| 5697027694400683648 | Pup | F7 V | 4.135 | 333.548 | 693.636 | -143.861 | -296.175 | 53.208 |
| 5708410594683182976 | Pyx | F7 V | 4.222 | 314.530 | 711.308 | -142.944 | -271.110 | 70.638 |
| 5709737567779452160 | Hya | G2 V | 4.27 | 316.848 | 709.346 | -154.748 | -268.183 | 67.208 |
| 5706391444659383808 | Pup | G2/3 V | 4.347 | 293.619 | 732.859 | -133.923 | -256.471 | 49.931 |
| 5701536173114548992 | Pup | 4.438 | 338.547 | 689.161 | -165.902 | -290.915 | 49.515 | |
| 5721653593769887104 | Pup | G2/3 V | 4.453 | 294.372 | 734.185 | -161.193 | -240.986 | 50.923 |
| 5708089331130238208 | Pup | G0 V | 4.484 | 323.742 | 702.731 | -158.567 | -275.580 | 60.946 |
| 5721720079858758400 | Pup | G5 V | 4.591 | 302.448 | 725.545 | -163.163 | -247.942 | 58.067 |
| 5723604020016239232 | Pup | G5 V | 4.655 | 287.104 | 740.650 | -154.349 | -232.679 | 66.788 |
| 5747549154181697152 | Hya | G6 IV/V | 4.696 | 305.134 | 723.902 | -158.936 | -243.437 | 92.621 |
| 5703165095287391104 | Pyx | G0 | 4.745 | 333.427 | 692.953 | -144.199 | -293.996 | 62.769 |
| HD 73021 | Hya | G3/5 V | 4.837 | 322.120 | 703.857 | -151.907 | -273.628 | 76.204 |
| 5747545340250962944 | Hya | 4.879 | 286.248 | 742.484 | -148.352 | -228.639 | 87.464 | |
| 5710441530098316928 | Hya | G5/8 (+ F) | 4.883 | 337.097 | 689.545 | -165.017 | -280.749 | 87.050 |
| 5709912836804441728 | Hya | G2/3 V | 5.242 | 292.790 | 733.462 | -143.048 | -245.437 | 70.843 |
| 5710116448316267904 | Hya | G5/6 (V) | 5.284 | 292.680 | 733.619 | -139.992 | -245.605 | 75.744 |
| 5707951514219136768 | Pyx | 5.414 | 322.543 | 703.475 | -153.803 | -275.215 | 68.035 | |
| 5708933476883925120 | Hya | 5.431 | 303.824 | 722.317 | -136.349 | -259.659 | 79.314 | |
| 5709888853707243904 | Hya | G8 IV/V | 5.464 | 272.784 | 753.383 | -133.562 | -229.192 | 63.553 |
| 5708338439232616576 | Pyx | G8 V | 5.524 | 282.014 | 743.831 | -126.631 | -243.905 | 63.257 |
| 5751670016387472768 | Hya | 5.643 | 302.791 | 727.469 | -167.616 | -236.404 | 87.727 | |
| 5734793578052514304 | Hya | 5.664 | 283.055 | 744.493 | -134.627 | -233.264 | 87.057 | |
| 5706582205628064128 | Pup | 5.68 | 328.163 | 698.259 | -152.789 | -284.550 | 58.066 | |
| 5726533737467300224 | Pup | 5.772 | 280.997 | 747.678 | -156.936 | -224.797 | 61.573 | |
| 5710272102227921664 | Hya | 5.839 | 334.080 | 692.690 | -161.619 | -278.134 | 90.135 | |
| 5706194799577763072 | Pup | 5.865 | 322.134 | 704.416 | -145.560 | -282.014 | 55.172 | |
| 5705909274448533760 | Hya | 5.944 | 302.921 | 723.281 | -133.760 | -259.796 | 79.816 | |
| 5722345633254778112 | Pup | 5.967 | 300.164 | 727.044 | -157.290 | -246.637 | 67.248 | |
| 5707189793183841920 | Pup | 5.988 | 340.618 | 686.419 | -159.318 | -296.219 | 53.724 | |
| 5703533981439044480 | Pyx | 5.99 | 294.390 | 731.820 | -126.635 | -259.436 | 57.587 | |
| 5730227409341816192 | Hya | 6.036 | 301.747 | 725.628 | -132.710 | -254.738 | 92.432 | |
| 5709869234296700672 | Hya | 6.076 | 302.527 | 723.657 | -147.812 | -254.565 | 69.756 | |
| 5709106753045404288 | Hya | 6.186 | 269.140 | 757.080 | -122.240 | -228.604 | 72.314 | |
| 5709869234296702080 | Hya | 6.211 | 302.926 | 723.258 | -148.010 | -254.902 | 69.840 | |
| 5721415034101459840 | Pup | 6.305 | 317.666 | 709.912 | -167.506 | -262.963 | 60.807 | |
| 5709487630744670080 | Pyx | 6.323 | 317.258 | 708.695 | -150.199 | -269.878 | 72.480 | |
| 5720658943760543232 | Pup | 6.437 | 291.209 | 736.074 | -152.774 | -241.618 | 55.483 | |
| 5710208983388651392 | Hya | 6.518 | 276.537 | 749.988 | -131.944 | -230.933 | 75.697 | |
| 5705994654101542144 | Hya | 6.572 | 327.888 | 698.608 | -143.292 | -280.929 | 89.731 | |
| 5707394371062260736 | Pup | 6.682 | 306.049 | 720.284 | -145.376 | -263.509 | 55.582 | |
| 5709717776569212800 | Hya | 6.706 | 320.192 | 706.025 | -154.918 | -269.243 | 77.621 | |
| 5710528735114049536 | Hya | 6.708 | 281.838 | 744.908 | -140.429 | -232.832 | 74.140 | |
| 5705571861818011008 | Hya | 6.755 | 281.526 | 744.756 | -118.997 | -244.407 | 73.196 | |
| 5704091781728544000 | Pyx | 6.765 | 349.515 | 677.276 | -139.911 | -309.949 | 80.680 | |
| 5704078175271376000 | Pyx | 6.801 | 335.449 | 691.511 | -133.569 | -295.487 | 85.828 | |
| 5656260929975356160 | Pyx | 7.013 | 316.015 | 711.818 | -118.626 | -280.422 | 84.564 | |
| 5722978780153780096 | Pup | 7.208 | 309.828 | 717.683 | -164.175 | -254.731 | 64.396 |