| Name | Con | Spectral | Abs Mag | Dist (ly) | Δ Center | X | Y | Z |
|---|---|---|---|---|---|---|---|---|
| HD 80641 | Pyx | G8/K0 III | 0.795 | 592.006 | 40.963 | -83.997 | -577.016 | 102.234 |
| HD 77737 | Pyx | A0 V (+ A) | 0.935 | 570.644 | 26.249 | -117.764 | -551.654 | 86.194 |
| HD 81841 | Pyx | K2 III | 1.006 | 554.931 | 28.664 | -79.761 | -536.472 | 117.348 |
| HD 81985 | Ant | B9.5 V | 1.149 | 575.031 | 36.829 | -73.563 | -558.518 | 115.299 |
| HD 79755 | Pyx | A0 V | 1.213 | 533.042 | 27.466 | -79.438 | -520.641 | 82.118 |
| HIP 44443 | Pyx | 1.999 | 556.609 | 21.088 | -114.831 | -538.093 | 84.064 | |
| HD 78784 | Pyx | A6 V | 2.386 | 527.583 | 30.480 | -90.351 | -513.993 | 77.330 |
| 5624355920040353280 | Pyx | F5 IV | 2.487 | 587.359 | 34.702 | -107.045 | -570.963 | 86.702 |
| 5629960096447969536 | Pyx | F2 V | 2.629 | 507.501 | 52.852 | -77.300 | -490.576 | 104.422 |
| 5437411764765231744 | Ant | A8/9 V(W) | 2.982 | 596.496 | 51.581 | -74.144 | -580.685 | 114.458 |
| 5629652061392942976 | Pyx | F0/2 V | 3.039 | 538.609 | 31.422 | -73.221 | -522.570 | 107.922 |
| 5622873262973452160 | Vel | F5 V | 3.539 | 562.836 | 32.784 | -79.497 | -552.820 | 69.578 |
| 5622760008971302144 | Vel | 3.687 | 579.748 | 46.009 | -73.977 | -570.774 | 69.561 | |
| 5623180537810777728 | Pyx | 3.824 | 568.954 | 27.837 | -83.168 | -557.403 | 77.970 | |
| 5627483927542496256 | Pyx | 3.874 | 565.403 | 27.126 | -116.276 | -547.768 | 78.065 | |
| 5630366056756455040 | Pyx | 3.921 | 553.008 | 24.788 | -87.570 | -533.422 | 116.606 | |
| 5623140955394001792 | Pyx | 4.014 | 586.963 | 41.290 | -88.591 | -575.211 | 76.118 | |
| 5622854708714731008 | Vel | G0 | 4.031 | 577.102 | 40.598 | -78.383 | -567.282 | 71.268 |
| 5624893271989824256 | Pyx | 4.045 | 581.545 | 26.848 | -104.938 | -562.694 | 102.662 | |
| 5437518589190911488 | Ant | 4.23 | 579.679 | 38.444 | -76.904 | -562.426 | 117.376 | |
| 5630975048759583232 | Pyx | 4.235 | 540.433 | 22.835 | -102.664 | -520.021 | 105.317 | |
| 5622759910194252928 | Vel | 4.448 | 579.378 | 45.818 | -73.929 | -570.413 | 69.493 | |
| 5627569380207677184 | Pyx | 4.495 | 539.257 | 33.172 | -111.790 | -522.946 | 69.371 | |
| 5624581113767003520 | Pyx | 4.52 | 503.116 | 52.401 | -83.487 | -488.873 | 84.544 | |
| 5629499882111601152 | Pyx | 4.581 | 544.417 | 24.729 | -72.967 | -530.820 | 96.349 | |
| 5437481824271089408 | Pyx | 4.589 | 598.709 | 51.582 | -78.817 | -582.009 | 116.154 | |
| 5630976148271139456 | Pyx | 4.633 | 542.166 | 22.286 | -102.500 | -521.574 | 106.704 | |
| 5624459720809488256 | Pyx | 4.87 | 540.578 | 17.928 | -89.949 | -526.607 | 82.493 | |
| 5630784008614049408 | Pyx | 4.93 | 598.674 | 46.204 | -102.368 | -577.972 | 117.755 | |
| 5624654403087502080 | Pyx | 4.957 | 555.363 | 0.000 | -96.256 | -538.803 | 94.022 | |
| 5634209571449123712 | Pyx | 5.066 | 525.999 | 41.944 | -107.712 | -502.561 | 111.759 | |
| 5431296212372193152 | Pyx | 5.101 | 572.423 | 29.982 | -74.804 | -559.743 | 93.526 | |
| 5624067607476070272 | Pyx | 5.141 | 571.028 | 21.663 | -94.657 | -557.047 | 82.450 | |
| 5630427938646647808 | Pyx | 5.141 | 552.526 | 26.602 | -89.988 | -531.995 | 118.963 | |
| 5623560732616463232 | Pyx | 5.23 | 592.174 | 40.810 | -84.788 | -576.974 | 102.793 | |
| 5627366898274444416 | Pyx | 5.248 | 601.212 | 53.147 | -120.518 | -583.663 | 79.070 | |
| 5623821694827873792 | Pyx | 5.414 | 549.918 | 9.078 | -88.806 | -535.108 | 90.379 | |
| 5629635465638168448 | Pyx | 5.472 | 593.535 | 43.224 | -87.723 | -575.634 | 114.973 | |
| 5437480003204843136 | Pyx | 5.483 | 567.762 | 31.308 | -74.415 | -551.489 | 112.522 | |
| 5624408108181969152 | Pyx | 5.519 | 564.337 | 17.140 | -104.931 | -548.284 | 82.679 | |
| 5634164663270634240 | Pyx | 5.623 | 565.853 | 27.509 | -114.879 | -542.206 | 113.980 | |
| 5623402609100681600 | Pyx | 5.711 | 543.038 | 23.071 | -78.358 | -531.102 | 81.668 | |
| 5431260169006311296 | Pyx | 5.908 | 592.319 | 46.919 | -73.138 | -579.066 | 100.791 | |
| 5623560766976192256 | Pyx | 6.012 | 528.974 | 31.262 | -75.650 | -515.382 | 91.973 | |
| 5623950956165703552 | Pyx | 6.071 | 566.270 | 29.003 | -94.133 | -554.044 | 69.437 |