| Name | Con | Spectral | Abs Mag | Dist (ly) | Δ Center | X | Y | Z |
|---|---|---|---|---|---|---|---|---|
| Gam Pyx | Pyx | K3 III | -0.026 | 210.231 | 356.314 | -65.357 | -196.218 | 37.707 |
| Lam Pyx | Pyx | G8 III | 0.872 | 191.040 | 379.489 | -40.666 | -179.949 | 49.590 |
| Eps Pyx | Pyx | A4 IV | 1.5 | 214.451 | 354.637 | -49.252 | -203.988 | 44.165 |
| HD 73476 | Pyx | F0 IV/V | 2.603 | 197.140 | 370.718 | -51.963 | -189.554 | 15.215 |
| HD 77084 | Hya | F5 IV/V | 3.167 | 131.243 | 437.391 | -50.946 | -114.530 | 38.874 |
| GJ 3525 | Pyx | G5 V | 3.194 | 178.078 | 388.989 | -51.064 | -166.632 | 36.553 |
| HD 71399 | Pup | F5 V | 3.263 | 181.438 | 384.996 | -67.899 | -167.049 | 20.067 |
| HD 72936 | Pyx | F3/5 V | 3.348 | 152.004 | 416.860 | -34.690 | -147.897 | 5.285 |
| HD 66740 | Pup | F5 V | 3.43 | 182.599 | 385.896 | -77.138 | -165.335 | 7.368 |
| GJ 9287A | Pyx | G0/1 V | 3.445 | 150.824 | 416.889 | -43.342 | -139.340 | 38.112 |
| HD 71285 | Pup | G1 V | 3.741 | 217.387 | 351.570 | -61.042 | -208.494 | 7.661 |
| HD 77462 | Pyx | F7 V | 3.792 | 160.368 | 406.781 | -47.555 | -148.837 | 36.088 |
| HD 74930 | Pyx | G2 V | 4.07 | 181.722 | 386.694 | -74.364 | -159.882 | 43.918 |
| 5542267270964254848 | Pyx | K1 IV | 4.128 | 181.906 | 387.637 | -43.062 | -176.652 | 5.318 |
| HD 71755 | Pyx | F7 V | 4.208 | 197.641 | 368.755 | -73.543 | -181.958 | 23.273 |
| HD 67816 | Pup | F7 V | 4.255 | 153.609 | 415.563 | -76.011 | -132.255 | 18.034 |
| HD 63598 | Pup | G2 V | 4.463 | 160.991 | 409.508 | -76.783 | -141.492 | 1.252 |
| 5596589574957336576 | Pup | G2 V | 4.524 | 170.282 | 397.988 | -63.663 | -157.910 | 2.370 |
| HD 75288 | Pyx | G3/5 V | 4.668 | 191.308 | 377.894 | -41.042 | -186.130 | 16.374 |
| HD 81110 | Pyx | G3 V | 4.79 | 163.467 | 406.159 | -38.049 | -152.333 | 45.466 |
| GJ 306.1 | Pup | G5 V | 4.842 | 127.952 | 438.507 | -43.379 | -119.919 | 10.411 |
| HD 77110 | Pyx | G1 V | 4.893 | 200.816 | 369.067 | -38.993 | -195.482 | 24.304 |
| HD 67578 | Pup | G2 V | 4.937 | 176.201 | 392.388 | -61.310 | -165.183 | 0.722 |
| HD 72687 | Pyx | G5 V | 4.971 | 148.301 | 418.044 | -47.836 | -139.523 | 15.402 |
| HD 76028 | Pyx | G5 V | 5.012 | 205.598 | 361.110 | -64.716 | -191.013 | 39.919 |
| HD 78921 | Pyx | K0 V | 5.023 | 182.312 | 385.912 | -45.409 | -171.769 | 40.862 |
| HD 73256 | Pyx | G8/K0 V | 5.256 | 119.716 | 446.569 | -37.658 | -112.834 | 13.465 |
| HD 77338 | Pyx | K0 IV | 5.33 | 149.108 | 418.011 | -46.305 | -137.352 | 34.958 |
| HD 70394 | Pup | G8/K0 V + (F) | 5.337 | 197.745 | 369.073 | -75.060 | -182.101 | 17.484 |
| HD 66838 | Pup | G8/K0 V | 5.342 | 205.622 | 363.249 | -82.772 | -188.131 | 5.767 |
| HD 73267 | Pyx | K0 V | 5.398 | 163.600 | 404.174 | -41.994 | -157.743 | 10.840 |
| 5652765616871308416 | Pyx | G8 V | 5.49 | 123.157 | 443.746 | -40.026 | -112.738 | 29.231 |
| 5643131592922476544 | Pup | 5.779 | 179.131 | 387.902 | -56.144 | -169.678 | 11.987 | |
| HIP 42344 | Pyx | K0 | 5.8 | 173.586 | 392.565 | -59.272 | -161.278 | 24.636 |
| HD 77058 | Pyx | K1 V | 5.809 | 166.590 | 401.729 | -35.247 | -161.262 | 22.441 |
| 5703732310145684224 | Pyx | K2 V | 5.827 | 156.283 | 411.799 | -67.564 | -136.537 | 34.858 |
| 5629458409911661568 | Pyx | G2 | 5.841 | 192.454 | 375.012 | -49.022 | -183.068 | 33.463 |
| HIP 43170 | Pyx | K 5 V | 5.897 | 200.465 | 366.555 | -54.417 | -191.128 | 26.322 |
| 5543301091081832832 | Pup | 5.964 | 174.727 | 394.123 | -49.244 | -167.627 | 2.042 | |
| 5646239396895063424 | Pyx | 6.002 | 223.945 | 342.261 | -77.455 | -207.137 | 35.256 | |
| HD 70903 | Pup | K0 V | 6.216 | 143.975 | 430.085 | -81.274 | -113.110 | 36.447 |
| 5597609956107265024 | Pup | 6.225 | 187.818 | 380.353 | -74.043 | -172.479 | 6.510 | |
| 5713980720596270336 | Pup | 6.295 | 144.848 | 425.148 | -74.846 | -123.362 | 12.642 | |
| 5698465202782306432 | Pup | 6.51 | 142.002 | 426.911 | -65.807 | -125.757 | 4.289 | |
| 5542267240910478336 | Pyx | 6.613 | 182.077 | 387.481 | -43.090 | -176.822 | 5.280 | |
| HIP 40569 | Pup | 6.624 | 200.779 | 369.144 | -56.798 | -192.573 | 0.072 | |
| HIP 42337 | Pyx | K6 | 6.844 | 163.911 | 404.149 | -40.242 | -158.537 | 10.616 |
| HIP 45232 | Pyx | M0 | 6.912 | 158.147 | 410.281 | -44.941 | -145.303 | 43.316 |
| 5596310230284257792 | Pup | 6.947 | 155.572 | 412.250 | -55.900 | -145.150 | 2.850 | |
| 5648248303410771840 | Pyx | 6.98 | 197.506 | 370.804 | -53.015 | -184.437 | 46.679 | |
| HIP 41877 | Pyx | 7.017 | 175.405 | 393.392 | -79.800 | -151.970 | 36.078 | |
| 5656170628287068160 | Pyx | 7.022 | 172.260 | 396.627 | -62.623 | -152.875 | 48.776 | |
| 5693844505167538048 | Pup | 7.087 | 197.333 | 370.340 | -78.850 | -180.479 | 12.142 | |
| 5693156623203571584 | Pup | 7.092 | 179.309 | 387.347 | -66.811 | -165.629 | 15.897 | |
| HIP 41322 | Pup | 7.103 | 138.317 | 431.566 | -69.998 | -115.579 | 29.530 | |
| 5644236361589699072 | Pup | 7.19 | 146.653 | 420.247 | -50.527 | -137.428 | 8.120 | |
| HIP 40518 | Pup | 7.196 | 151.423 | 418.806 | -78.198 | -127.028 | 26.001 | |
| 5656160389085012736 | Pyx | 7.199 | 152.737 | 416.067 | -55.266 | -135.127 | 44.875 | |
| 5653762148066384128 | Pyx | 7.25 | 210.751 | 356.478 | -75.421 | -191.374 | 45.834 | |
| HIP 45801 | Hya | K5 | 7.391 | 141.637 | 428.547 | -44.425 | -125.429 | 48.517 |
| 5647630485254777088 | Pyx | 7.41 | 203.425 | 364.064 | -54.590 | -191.871 | 39.810 | |
| 5628311378762731904 | Pyx | 7.481 | 218.032 | 350.931 | -48.462 | -209.344 | 36.904 | |
| 5640708647248169600 | Pyx | 7.525 | 207.693 | 358.936 | -63.703 | -196.483 | 21.678 | |
| HIP 44785 | Pyx | K4 | 7.663 | 133.276 | 434.193 | -39.548 | -122.601 | 34.151 |
| 5626873007093348352 | Pyx | 7.686 | 210.594 | 358.352 | -46.424 | -203.891 | 24.916 | |
| 5656483752878380928 | Pyx | 7.736 | 157.936 | 410.922 | -60.439 | -138.777 | 45.065 | |
| 5548105647657011456 | Pup | 7.745 | 148.504 | 418.799 | -50.578 | -139.524 | 5.246 | |
| HIP 44560 | Pyx | 7.753 | 146.145 | 422.867 | -53.386 | -128.598 | 44.380 | |
| 5655441342839661184 | Pyx | 7.795 | 194.257 | 373.781 | -69.260 | -174.857 | 48.597 | |
| HIP 39436 | Pup | K5 | 7.835 | 159.411 | 409.072 | -72.650 | -141.542 | 9.940 |
| 5729780771399004672 | Hya | 7.943 | 130.947 | 438.012 | -55.545 | -112.432 | 37.686 |