| Name | Con | Spectral | Abs Mag | Dist (ly) | Δ Center | X | Y | Z |
|---|---|---|---|---|---|---|---|---|
| HD 75605 | Pyx | G8 III | 0.606 | 269.310 | 43.747 | -66.919 | -258.747 | 33.096 |
| HD 69445 | Pup | G5/8 III + (G) | 1.522 | 283.749 | 42.861 | -98.265 | -265.930 | 11.563 |
| HD 71381 | Pup | F0 IV | 2.263 | 305.354 | 21.554 | -94.336 | -289.837 | 18.158 |
| HD 74556 | Vel | F5/6 V | 2.789 | 320.285 | 27.829 | -57.450 | -314.873 | 11.511 |
| HD 76300 | Pyx | F6 V | 2.86 | 262.623 | 50.838 | -53.041 | -255.781 | 27.043 |
| HD 72467 | Pyx | K1 III/IV | 2.907 | 281.842 | 40.452 | -93.814 | -264.074 | 29.899 |
| HD 78543 | Pyx | F3 V | 3.191 | 301.442 | 31.052 | -56.967 | -292.190 | 47.367 |
| HD 75440 | Pyx | G1 V | 3.372 | 327.305 | 29.654 | -92.624 | -310.147 | 48.512 |
| HD 70870 | Pup | F5 V | 3.581 | 291.937 | 27.670 | -80.928 | -280.408 | 6.645 |
| HD 69669 | Pup | F3 V | 3.856 | 282.013 | 39.836 | -88.617 | -267.653 | 5.982 |
| 5639115038280017920 | Pyx | F8 IV | 3.968 | 360.764 | 49.875 | -89.811 | -347.527 | 36.096 |
| 5625261780188418560 | Pyx | F5 V | 3.97 | 322.048 | 20.504 | -62.348 | -314.866 | 26.123 |
| HD 70326 | Pup | G0 V | 4.184 | 286.139 | 33.880 | -83.159 | -273.725 | 5.453 |
| 5625253980527864448 | Pyx | F8 V | 4.218 | 335.916 | 31.194 | -63.745 | -328.503 | 29.276 |
| 5638837828214566400 | Pyx | 4.265 | 329.051 | 18.584 | -85.396 | -316.961 | 22.630 | |
| 5528758194369623040 | Vel | F6 V | 4.272 | 306.442 | 29.674 | -52.392 | -301.799 | 8.676 |
| HD 75413 | Pyx | G3/5 V | 4.436 | 306.363 | 14.325 | -78.075 | -293.820 | 37.776 |
| HD 74645 | Pyx | G3 V | 4.461 | 300.065 | 35.008 | -96.055 | -280.425 | 46.569 |
| 5639236779131646848 | Pyx | 4.48 | 363.409 | 52.977 | -93.164 | -349.074 | 39.093 | |
| HD 74415 | Pyx | G1 V | 4.637 | 289.725 | 21.724 | -69.398 | -280.274 | 23.810 |
| 5542166528214398464 | Pyx | 4.684 | 320.480 | 20.317 | -80.145 | -310.196 | 7.569 | |
| 5625206701526030592 | Pyx | 4.752 | 352.316 | 45.601 | -66.526 | -344.605 | 30.701 | |
| 5638585318497546240 | Pyx | 4.769 | 315.934 | 8.246 | -79.002 | -305.315 | 18.740 | |
| 5627960428393485568 | Pyx | G5 | 4.807 | 289.187 | 38.106 | -56.618 | -279.264 | 49.310 |
| 5643659354193430912 | Pyx | K0 | 4.824 | 319.211 | 24.808 | -101.547 | -301.241 | 28.834 |
| HD 74398 | Pyx | G8 V | 4.886 | 299.335 | 12.124 | -72.443 | -289.344 | 25.045 |
| 5641262968600564864 | Pyx | G5 | 4.9 | 325.407 | 26.288 | -90.519 | -309.143 | 46.049 |
| 5626764125386404608 | Pyx | 5.025 | 273.221 | 38.970 | -60.762 | -265.154 | 25.436 | |
| 5627376342900150912 | Pyx | 5.032 | 320.416 | 22.389 | -65.435 | -310.923 | 41.310 | |
| 5542302184765614208 | Pyx | G5 | 5.099 | 275.136 | 38.583 | -65.785 | -266.965 | 9.918 |
| 5640861062741969024 | Pyx | 5.123 | 304.815 | 16.003 | -81.307 | -291.353 | 37.544 | |
| 5547179034231950336 | Pup | 5.128 | 310.063 | 24.740 | -97.570 | -294.012 | 13.077 | |
| 5529526031442822144 | Vel | 5.165 | 297.854 | 27.941 | -61.286 | -291.447 | 3.974 | |
| 5542112312851144192 | Pyx | 5.278 | 286.002 | 32.121 | -69.697 | -277.339 | 4.248 | |
| 5638829852449537536 | Pyx | 5.3 | 314.786 | 7.009 | -81.651 | -303.300 | 20.690 | |
| 5639467023742106880 | Pyx | 5.306 | 295.092 | 18.955 | -80.360 | -282.402 | 29.428 | |
| 5626499074366892416 | Pyx | 5.602 | 294.773 | 18.069 | -70.086 | -285.781 | 17.459 | |
| 5643481993531184640 | Pyx | 5.606 | 268.889 | 48.378 | -87.228 | -253.399 | 21.873 | |
| 5624788195608256000 | Pyx | 5.639 | 300.685 | 30.558 | -56.120 | -291.837 | 45.699 | |
| 5629174048714247168 | Pyx | 5.707 | 274.738 | 45.148 | -66.577 | -262.384 | 46.890 | |
| 5641292178682337152 | Pyx | 5.737 | 330.118 | 29.885 | -92.981 | -313.231 | 47.050 | |
| 5546992667013985792 | Pup | 5.901 | 314.102 | 22.198 | -96.355 | -298.598 | 14.467 | |
| 5641961643826993024 | Pyx | 5.901 | 295.116 | 24.865 | -86.283 | -279.963 | 35.564 | |
| 5639642189689198208 | Pyx | 5.924 | 345.450 | 35.606 | -93.551 | -331.854 | 21.208 | |
| 5627377786009162112 | Pyx | 5.949 | 319.932 | 22.358 | -65.232 | -310.453 | 41.414 | |
| 5628603196020876160 | Pyx | 5.97 | 314.219 | 18.222 | -73.740 | -302.390 | 43.019 | |
| 5643738832572951936 | Pyx | 6.087 | 301.742 | 25.200 | -95.520 | -284.520 | 31.105 | |
| 5629106016431215360 | Pyx | 6.18 | 284.999 | 38.403 | -65.907 | -272.844 | 49.323 | |
| 5642216043327617280 | Pyx | 6.275 | 282.090 | 37.056 | -85.328 | -266.348 | 36.715 | |
| 5640172807130555776 | Pyx | 6.275 | 302.305 | 19.218 | -90.833 | -287.213 | 25.339 | |
| 5624788199903936512 | Pyx | 6.284 | 301.618 | 30.287 | -56.295 | -292.744 | 45.841 | |
| 5546631546161951104 | Pup | 6.311 | 323.770 | 32.541 | -99.754 | -307.996 | 3.123 | |
| 5622594742934111488 | Pyx | 6.325 | 355.005 | 49.656 | -63.936 | -347.410 | 35.220 | |
| HIP 42615 | Pyx | K5 | 6.371 | 311.310 | 0.000 | -77.017 | -300.571 | 25.186 |
| 5641523454080056832 | Pyx | 6.396 | 267.439 | 52.519 | -71.111 | -253.393 | 47.493 | |
| 5626251649891329024 | Pyx | 6.405 | 332.374 | 23.068 | -74.058 | -323.251 | 22.182 | |
| 5653237066842336000 | Pyx | A0 V | 6.416 | 278.758 | 56.921 | -101.697 | -254.942 | 48.615 |
| 5627314774550255872 | Pyx | 6.508 | 333.162 | 31.999 | -65.594 | -323.628 | 44.208 | |
| HIP 41671 | Pyx | 6.575 | 280.828 | 34.696 | -84.397 | -267.111 | 19.724 | |
| 5638895655656204160 | Pyx | 6.711 | 328.097 | 18.363 | -86.896 | -315.633 | 21.617 | |
| 5530017616223737600 | Vel | 6.797 | 308.274 | 17.639 | -64.033 | -301.251 | 13.267 | |
| 5638547827715436160 | Pyx | 6.843 | 355.587 | 44.606 | -86.584 | -344.094 | 23.202 | |
| 5546800492996192000 | Pup | 6.953 | 313.727 | 22.788 | -93.986 | -299.140 | 10.043 | |
| 5645658339360211584 | Pyx | 6.967 | 296.229 | 35.664 | -100.123 | -276.273 | 37.340 | |
| 5641074402358747136 | Pyx | 7.004 | 294.687 | 23.220 | -81.019 | -280.912 | 36.877 | |
| 5640863540945110400 | Pyx | 7.19 | 309.813 | 15.683 | -82.659 | -296.005 | 39.089 | |
| 5626048034076970496 | Pyx | 7.202 | 298.391 | 20.596 | -62.574 | -289.643 | 34.991 | |
| 5639231242913454464 | Pyx | 7.289 | 302.057 | 12.508 | -76.572 | -290.377 | 32.421 | |
| 5543611664447281920 | Pyx | 7.505 | 277.099 | 37.332 | -78.047 | -265.592 | 12.183 |