| Name | Con | Spectral | Abs Mag | Dist (ly) | Δ Center | X | Y | Z |
|---|---|---|---|---|---|---|---|---|
| HD 72310 | Pyx | B9.5 IV/V | 0.297 | 345.139 | 943.584 | -157.233 | -299.216 | 69.717 |
| HD 71267 | Pup | A3(M)A3-A7 | 0.687 | 369.913 | 920.873 | -193.198 | -304.031 | 84.066 |
| HD 72297 | Pyx | F3 IV | 1.858 | 368.028 | 920.731 | -168.075 | -318.818 | 74.452 |
| HD 77283 | Hya | A5 IV | 2.19 | 388.577 | 901.819 | -148.678 | -339.615 | 116.358 |
| HD 74202 | Hya | F3 V | 2.39 | 395.820 | 892.851 | -179.850 | -337.499 | 102.049 |
| HD 73145 | Hya | F5 V | 2.641 | 377.729 | 913.707 | -194.980 | -305.788 | 105.585 |
| 5703387471514342272 | Pyx | F7 V | 3.133 | 440.108 | 848.734 | -181.885 | -389.468 | 94.417 |
| 5706216205695771136 | Pyx | F5 V | 3.25 | 434.014 | 855.411 | -192.458 | -381.039 | 78.266 |
| 5705335398098777216 | Pyx | F7/8 V | 3.467 | 395.029 | 893.358 | -173.032 | -342.720 | 92.964 |
| HD 73543 | Pyx | F3 IV | 3.485 | 398.514 | 890.868 | -161.158 | -356.094 | 77.651 |
| 5703670943653455104 | Pyx | F6 IV/V | 3.646 | 409.589 | 879.013 | -175.120 | -359.805 | 87.343 |
| 5722404457127201920 | Hya | F7 V | 3.767 | 386.194 | 903.742 | -194.188 | -320.629 | 92.875 |
| 5709177675841889664 | Hya | F8/G0 V | 4.271 | 376.009 | 912.683 | -173.556 | -319.731 | 95.006 |
| 5705308734941927296 | Pyx | G3 V | 4.394 | 426.743 | 861.697 | -188.118 | -370.983 | 95.297 |
| 5707071630039205248 | Pyx | G0 III | 4.412 | 403.623 | 885.219 | -186.825 | -348.026 | 82.922 |
| HD 74000 | Hya | FW | 4.461 | 359.150 | 929.855 | -168.719 | -302.507 | 94.890 |
| 5703740277309462144 | Pyx | 4.522 | 442.366 | 846.271 | -192.837 | -387.161 | 92.708 | |
| 5721880196239278080 | Pup | G0 | 4.598 | 388.241 | 901.694 | -195.503 | -324.394 | 85.259 |
| 5722223140787261440 | Pup | 4.685 | 380.350 | 910.427 | -197.959 | -313.954 | 83.075 | |
| 5705329213346092800 | Pyx | G | 4.747 | 377.035 | 911.354 | -164.954 | -327.250 | 88.567 |
| 5702886815767450496 | Pyx | 4.876 | 425.671 | 863.555 | -177.601 | -378.005 | 82.193 | |
| 5647194288375730944 | Pyx | 4.907 | 425.786 | 866.813 | -155.051 | -390.484 | 69.023 | |
| 5705409821293029504 | Hya | 5.084 | 394.688 | 893.755 | -170.616 | -342.160 | 97.915 | |
| 5702730620694498432 | Pyx | 5.094 | 417.006 | 872.729 | -171.916 | -372.410 | 75.095 | |
| 5705400750321056128 | Hya | 5.159 | 402.210 | 886.262 | -173.695 | -348.428 | 100.954 | |
| 5708792606254016384 | Pyx | 5.194 | 385.598 | 903.032 | -178.336 | -328.770 | 93.726 | |
| 5710528391516494208 | Hya | 5.232 | 370.461 | 919.517 | -184.870 | -306.056 | 96.886 | |
| 5733239869341219200 | Hya | 5.41 | 371.459 | 918.363 | -165.303 | -312.801 | 113.155 | |
| 5703792336610127360 | Pyx | 5.419 | 381.137 | 907.343 | -167.356 | -332.227 | 82.905 | |
| 5720567821736487680 | Pup | 5.513 | 373.728 | 916.755 | -191.335 | -312.511 | 73.425 | |
| 5709670119612310016 | Hya | 5.516 | 402.229 | 886.880 | -193.864 | -339.718 | 93.740 | |
| 5708078026777395968 | Pup | 5.56 | 365.906 | 923.461 | -177.236 | -311.862 | 72.171 | |
| 5656490517450476800 | Pyx | 5.663 | 399.006 | 891.240 | -151.273 | -350.801 | 115.114 | |
| 5710528391516494336 | Hya | 5.742 | 371.281 | 918.704 | -185.280 | -306.731 | 97.099 | |
| 5653455938375683840 | Pyx | 5.793 | 422.247 | 869.158 | -157.023 | -384.718 | 74.946 | |
| 5710071024742144384 | Hya | 5.844 | 409.977 | 879.315 | -196.036 | -343.989 | 106.365 | |
| 5703648678542760704 | Pyx | 5.945 | 418.355 | 870.312 | -182.793 | -366.234 | 86.421 | |
| 5696962101660711040 | Pyx | 5.964 | 434.901 | 855.533 | -185.445 | -387.115 | 69.844 | |
| 5708725875346147200 | Pyx | 6.121 | 398.029 | 890.754 | -187.421 | -339.237 | 90.610 | |
| 5734719537112849536 | Hya | 6.299 | 398.178 | 892.622 | -197.520 | -326.260 | 114.354 | |
| 5655794496527132672 | Pyx | 6.374 | 396.770 | 892.861 | -150.031 | -353.845 | 98.500 | |
| 5703741067583587584 | Pyx | 6.374 | 417.554 | 871.040 | -181.742 | -365.452 | 88.066 | |
| 5701820087626540032 | Pyx | 6.964 | 418.369 | 871.326 | -164.381 | -375.541 | 83.487 | |
| 5705365016193276416 | Hya | 7.189 | 418.209 | 870.208 | -180.534 | -363.348 | 101.366 |