| Name | Con | Spectral | Abs Mag | Dist (ly) | Δ Center | X | Y | Z |
|---|---|---|---|---|---|---|---|---|
| Zet Pyx | Pyx | G5 III | 0.569 | 235.271 | 44.948 | -73.677 | -221.411 | 29.980 |
| 19 Pup | Pup | K0 III | 1.029 | 178.474 | 51.221 | -103.174 | -141.434 | 34.667 |
| HD 63660 | Pup | G1/3 | 1.366 | 201.468 | 20.511 | -96.200 | -176.999 | 1.770 |
| HD 72954 | Pyx | G5 V | 2.245 | 221.988 | 35.624 | -63.302 | -212.015 | 17.867 |
| HD 74822 | Pyx | F0 V | 2.718 | 222.796 | 40.456 | -59.297 | -213.218 | 25.650 |
| HD 63754 | Pup | G0 V | 3.038 | 163.637 | 43.730 | -87.793 | -137.815 | 8.655 |
| HD 71399 | Pup | F5 V | 3.263 | 181.438 | 19.055 | -67.899 | -167.049 | 20.067 |
| HD 68979 | Pup | K0 IV | 3.337 | 234.490 | 43.075 | -74.699 | -222.253 | 2.490 |
| HD 66740 | Pup | F5 V | 3.43 | 182.599 | 15.971 | -77.138 | -165.335 | 7.368 |
| 5696726325134814080 | Pup | F3/5 V | 3.46 | 206.684 | 21.284 | -87.164 | -184.773 | 31.258 |
| HD 63637 | Pup | G2 V | 3.547 | 203.203 | 21.095 | -82.423 | -185.556 | -8.019 |
| HD 66308 | Pup | F5 IV/V | 3.599 | 202.156 | 26.659 | -64.880 | -191.295 | -7.822 |
| HD 71285 | Pup | G1 V | 3.741 | 217.387 | 33.497 | -61.042 | -208.494 | 7.661 |
| HD 65923 | Pup | F7 V | 3.791 | 182.444 | 19.717 | -70.101 | -168.433 | -0.785 |
| HD 71755 | Pyx | F7 V | 4.208 | 197.641 | 12.420 | -73.543 | -181.958 | 23.273 |
| HD 67816 | Pup | F7 V | 4.255 | 153.609 | 48.666 | -76.011 | -132.255 | 18.034 |
| HD 66058 | Pup | G2/3 V | 4.35 | 220.474 | 24.851 | -93.708 | -199.466 | 6.115 |
| HD 68551 | Pup | G1 V | 4.361 | 239.486 | 43.489 | -86.800 | -223.046 | 8.125 |
| HD 71669 | Pyx | G1/2 V | 4.42 | 228.767 | 35.794 | -74.578 | -215.496 | 18.204 |
| HD 63598 | Pup | G2 V | 4.463 | 160.991 | 40.532 | -76.783 | -141.492 | 1.252 |
| 5596589574957336576 | Pup | G2 V | 4.524 | 170.282 | 28.905 | -63.663 | -157.910 | 2.370 |
| 5694225211073554560 | Pup | K1 (III) + (G) | 4.66 | 220.321 | 23.568 | -93.001 | -199.223 | 14.114 |
| HD 61447 | Pup | G5 IV/V | 4.919 | 162.827 | 41.727 | -75.826 | -143.882 | -7.673 |
| HD 67578 | Pup | G2 V | 4.937 | 176.201 | 25.924 | -61.310 | -165.183 | 0.722 |
| HD 61986 | Pup | G5 V | 4.939 | 182.629 | 27.538 | -86.209 | -160.891 | -5.761 |
| 5711493728375171328 | Pup | G3/5 V | 5.143 | 199.785 | 23.794 | -101.024 | -172.044 | 10.318 |
| 5698268149689003392 | Pup | K0 (IV) + G | 5.207 | 189.156 | 16.170 | -86.733 | -168.002 | 5.533 |
| 5594075885214130944 | Pup | 5.226 | 218.714 | 32.321 | -74.304 | -205.554 | -7.738 | |
| 5642296612614769920 | Pyx | 5.29 | 235.933 | 45.547 | -73.873 | -222.028 | 30.125 | |
| HD 70394 | Pup | G8/K0 V + (F) | 5.337 | 197.745 | 6.748 | -75.060 | -182.101 | 17.484 |
| HD 66838 | Pup | G8/K0 V | 5.342 | 205.622 | 10.704 | -82.772 | -188.131 | 5.767 |
| 5692704410382904960 | Pup | K0 | 5.433 | 231.920 | 35.423 | -85.079 | -215.181 | 15.572 |
| 5545565294753448832 | Pup | K0 | 5.49 | 187.047 | 28.860 | -60.850 | -176.580 | -10.077 |
| 5696795250772806144 | Pup | G5 | 5.505 | 203.988 | 17.044 | -87.187 | -182.442 | 26.877 |
| 5615274503760936704 | Pup | K0 V | 5.58 | 195.810 | 32.756 | -100.783 | -167.656 | -8.534 |
| 5613852216751517568 | Pup | 5.674 | 220.100 | 33.568 | -103.515 | -194.136 | -6.079 | |
| 5700187141065670528 | Pup | 5.696 | 224.757 | 34.113 | -101.269 | -198.280 | 30.695 | |
| 5596862803592182016 | Pup | 5.759 | 225.235 | 32.738 | -85.103 | -208.501 | -3.589 | |
| 5643131592922476544 | Pup | 5.779 | 179.131 | 25.145 | -56.144 | -169.678 | 11.987 | |
| HIP 42344 | Pyx | K0 | 5.8 | 173.586 | 30.135 | -59.272 | -161.278 | 24.636 |
| 5639248766380011264 | Pyx | 5.816 | 229.060 | 47.308 | -57.415 | -220.162 | 26.419 | |
| 5703732310145684224 | Pyx | K2 V | 5.827 | 156.283 | 50.738 | -67.564 | -136.537 | 34.858 |
| HIP 43170 | Pyx | K 5 V | 5.897 | 200.465 | 30.191 | -54.417 | -191.128 | 26.322 |
| 5646239396895063424 | Pyx | 6.002 | 223.945 | 35.311 | -77.455 | -207.137 | 35.256 | |
| 5693916385742190592 | Pup | 6.117 | 237.816 | 40.514 | -96.602 | -216.792 | 14.905 | |
| 5597609956107265024 | Pup | 6.225 | 187.818 | 10.901 | -74.043 | -172.479 | 6.510 | |
| 5618354235830644608 | Pup | 6.268 | 182.434 | 36.993 | -95.843 | -154.986 | -8.591 | |
| 5706144840518235008 | Pup | 6.273 | 215.511 | 30.501 | -96.526 | -189.411 | 35.338 | |
| 5627051132281558144 | Pyx | 6.4 | 233.468 | 51.262 | -56.319 | -225.529 | 21.666 | |
| HIP 39196 | Pup | K3 | 6.433 | 215.202 | 20.282 | -93.607 | -193.620 | 7.569 |
| HIP 40569 | Pup | 6.624 | 200.779 | 27.897 | -56.798 | -192.573 | 0.072 | |
| 5713485356248279168 | Pup | 6.65 | 201.117 | 26.312 | -100.395 | -172.465 | 24.946 | |
| 5598229629678916352 | Pup | 6.716 | 187.599 | 25.360 | -74.924 | -171.611 | -11.291 | |
| 5602417811224569088 | Pup | 6.852 | 216.285 | 26.346 | -101.056 | -191.194 | 2.856 | |
| 5646805267427625856 | Pyx | 6.868 | 250.533 | 55.315 | -93.386 | -230.389 | 31.050 | |
| 5596310230284257792 | Pup | 6.947 | 155.572 | 43.142 | -55.900 | -145.150 | 2.850 | |
| 5693626252112771456 | Pup | 6.983 | 227.703 | 31.100 | -90.366 | -207.922 | 21.168 | |
| 5599287054924257536 | Pup | 6.988 | 195.690 | 25.202 | -82.599 | -176.952 | -12.529 | |
| 5546482012580521856 | Pup | 6.992 | 235.469 | 46.881 | -71.185 | -224.433 | -2.248 | |
| HIP 41877 | Pyx | 7.017 | 175.405 | 37.237 | -79.800 | -151.970 | 36.078 | |
| 5698030753942653312 | Pup | 7.035 | 227.768 | 33.082 | -103.215 | -202.311 | 17.055 | |
| 5693844505167538048 | Pup | 7.087 | 197.333 | 0.000 | -78.850 | -180.479 | 12.142 | |
| 5693156623203571584 | Pup | 7.092 | 179.309 | 19.483 | -66.811 | -165.629 | 15.897 | |
| 5600505588701242368 | Pup | 7.096 | 218.423 | 25.021 | -92.519 | -197.854 | 0.421 | |
| 5546825953563026816 | Pup | 7.161 | 234.847 | 44.418 | -70.898 | -223.794 | 6.352 | |
| 5597812403687339648 | Pup | 7.294 | 223.473 | 27.633 | -91.554 | -203.801 | 4.507 | |
| 5540623058706834816 | Pup | 7.334 | 222.924 | 49.729 | -53.887 | -215.966 | -12.157 | |
| 5628737920555883136 | Pyx | 7.355 | 236.779 | 54.332 | -58.238 | -227.561 | 29.757 | |
| 5640708647248169600 | Pyx | 7.525 | 207.693 | 24.011 | -63.703 | -196.483 | 21.678 | |
| HIP 39436 | Pup | K5 | 7.835 | 159.411 | 39.490 | -72.650 | -141.542 | 9.940 |