| Name | Con | Spectral | Abs Mag | Dist (ly) | Δ Center | X | Y | Z |
|---|---|---|---|---|---|---|---|---|
| The Ant | Ant | A7 V + G8 III | -0.306 | 339.392 | 639.582 | -56.259 | -315.796 | 110.858 |
| HD 83332 | Ant | K0 III | 0.973 | 285.030 | 692.435 | -61.056 | -261.282 | 96.140 |
| HD 82747 | Hya | B9.5 V | 1.292 | 274.862 | 702.747 | -69.159 | -247.414 | 97.720 |
| HD 84458 | Ant | F2/3 IV/V | 2.12 | 326.201 | 652.703 | -54.005 | -303.169 | 107.579 |
| HD 82314 | Ant | F2 IV | 2.124 | 333.194 | 646.652 | -53.888 | -318.393 | 82.068 |
| HD 83572 | Hya | A9 IV | 2.189 | 265.184 | 715.879 | -77.193 | -226.832 | 113.613 |
| HD 81410 | Hya | K2 IV/VP | 2.214 | 347.222 | 629.925 | -92.325 | -315.612 | 111.458 |
| HD 77127 | Pyx | F5 V | 2.478 | 256.976 | 721.898 | -89.303 | -231.449 | 67.001 |
| HD 80831 | Pyx | F2 IV/V | 2.641 | 354.180 | 622.785 | -93.619 | -324.574 | 106.419 |
| HD 78752 | Pyx | G0 V | 2.826 | 328.284 | 650.280 | -81.759 | -309.674 | 71.988 |
| HD 79915 | Hya | F3 V | 3.239 | 257.985 | 720.070 | -82.579 | -229.564 | 83.874 |
| 5663566325748311552 | Hya | F3 V | 3.341 | 277.775 | 700.375 | -60.129 | -251.050 | 102.531 |
| HD 80299 | Pyx | F3 V | 3.372 | 341.289 | 635.972 | -83.527 | -318.445 | 89.942 |
| HD 81230 | Hya | F6 V | 3.424 | 259.776 | 717.312 | -70.313 | -235.848 | 83.141 |
| HD 80263 | Hya | F3 V | 3.449 | 277.765 | 699.708 | -82.724 | -250.316 | 87.452 |
| HD 84199 | Hya | F5 V | 3.479 | 252.083 | 726.156 | -56.061 | -226.378 | 95.669 |
| HD 82640 | Ant | F7 V | 3.516 | 270.489 | 706.684 | -58.032 | -250.313 | 84.481 |
| HD 80372 | Hya | G1 V | 3.884 | 268.319 | 708.711 | -73.964 | -245.286 | 79.721 |
| HD 80033 | Pyx | G6 V | 3.885 | 299.554 | 678.892 | -64.521 | -284.530 | 67.878 |
| 5658173186855704576 | Ant | G3 V | 3.911 | 277.202 | 700.377 | -55.092 | -256.012 | 90.880 |
| 5680222861757110528 | Pyx | G3/5 V | 4.226 | 256.533 | 722.772 | -92.431 | -225.981 | 78.709 |
| 5650955786372066560 | Pyx | G6 V | 4.237 | 291.437 | 686.326 | -87.126 | -267.878 | 74.711 |
| HD 82235 | Ant | G3 V | 4.52 | 323.094 | 653.987 | -72.964 | -298.280 | 100.447 |
| 5662060162320438528 | Hya | G5 V | 4.608 | 280.063 | 697.948 | -60.773 | -253.642 | 102.002 |
| HD 80960 | Hya | G3 V | 4.706 | 278.078 | 699.339 | -79.794 | -250.303 | 91.134 |
| HD 84314 | Ant | G5 V | 4.761 | 268.624 | 709.455 | -50.208 | -246.853 | 93.263 |
| 5631074692000763264 | Pyx | G2 | 4.779 | 320.801 | 659.628 | -60.069 | -308.383 | 64.810 |
| 5660227349452906880 | Ant | F8/G0 V | 4.796 | 286.865 | 692.363 | -52.068 | -260.232 | 108.887 |
| HIP 44868 | Pyx | 4.806 | 337.516 | 641.806 | -80.218 | -320.362 | 69.608 | |
| 5664586122782839552 | Hya | G3 V | 4.841 | 261.702 | 716.947 | -60.171 | -233.272 | 102.217 |
| 5661711896308762880 | Ant | G3 V | 4.846 | 292.715 | 684.965 | -62.080 | -267.561 | 101.163 |
| 5662786875083452160 | Hya | G0 | 4.848 | 313.139 | 664.223 | -74.767 | -284.814 | 106.503 |
| 5663812027940875904 | Hya | G3 V | 4.886 | 261.939 | 716.764 | -58.111 | -234.010 | 102.328 |
| 5663768223570551168 | Hya | G3 V | 4.911 | 274.947 | 704.076 | -59.895 | -245.427 | 108.495 |
| 5637780372897568768 | Pyx | K0 | 5.149 | 311.080 | 666.214 | -80.073 | -289.625 | 80.446 |
| 5662439326330297984 | Pyx | G0 | 5.186 | 321.543 | 655.389 | -80.477 | -295.034 | 99.310 |
| 5661469213476880896 | Ant | 5.225 | 305.156 | 672.025 | -68.039 | -280.837 | 98.064 | |
| 5663059622686631168 | Hya | G5 | 5.248 | 293.973 | 683.586 | -73.487 | -265.269 | 103.187 |
| HD 84621 | Hya | G6/8 V | 5.331 | 256.629 | 722.593 | -58.930 | -226.987 | 104.210 |
| 5636733393010974336 | Pyx | G5 | 5.365 | 343.599 | 633.775 | -76.343 | -321.836 | 92.989 |
| 5638317793563509760 | Pyx | 5.4 | 336.239 | 640.829 | -88.117 | -310.923 | 92.812 | |
| 5633557075717030912 | Ant | K | 5.421 | 331.348 | 646.937 | -59.348 | -311.736 | 95.313 |
| 5661878128723348352 | Ant | 5.456 | 316.548 | 661.066 | -68.180 | -289.656 | 107.933 | |
| 5650493647890496640 | Pyx | G5 | 5.487 | 345.437 | 631.580 | -93.105 | -316.934 | 101.016 |
| 5664853853864480768 | Hya | 5.554 | 289.318 | 689.435 | -71.316 | -257.008 | 112.080 | |
| 5635012902131178368 | Pyx | G0 | 5.586 | 315.216 | 663.042 | -70.173 | -298.493 | 73.040 |
| 5662592497747074304 | Hya | 5.6 | 309.471 | 667.583 | -78.208 | -282.274 | 99.864 | |
| 5654846648784466176 | Pyx | G5 | 5.609 | 291.673 | 686.667 | -95.673 | -263.594 | 80.206 |
| 5637692137089987200 | Pyx | 5.626 | 348.213 | 629.341 | -88.125 | -325.335 | 87.399 | |
| 5649628160442984960 | Pyx | 5.697 | 318.489 | 660.349 | -98.555 | -293.863 | 73.222 | |
| 5651633562275191936 | Hya | K0 | 5.768 | 279.145 | 698.184 | -82.305 | -253.267 | 83.667 |
| 5636311768959705728 | Pyx | 5.798 | 270.801 | 706.896 | -55.937 | -255.758 | 69.195 | |
| 5661751581806720256 | Ant | 5.909 | 310.737 | 667.248 | -64.132 | -283.768 | 109.164 | |
| 5636303900580468608 | Pyx | 5.978 | 281.820 | 695.950 | -57.364 | -266.219 | 72.493 | |
| 5650621221302231680 | Pyx | 6.025 | 279.920 | 697.217 | -78.282 | -257.030 | 78.477 | |
| 5651947236622150528 | Pyx | 6.108 | 272.135 | 705.705 | -86.405 | -245.916 | 78.182 | |
| 5637635684039199232 | Pyx | 6.112 | 330.464 | 646.657 | -80.669 | -307.692 | 89.548 | |
| 5638379160056499584 | Pyx | 6.182 | 299.526 | 677.375 | -74.881 | -275.900 | 89.345 | |
| 5634667822980034688 | Pyx | 6.333 | 316.455 | 662.454 | -67.634 | -301.286 | 69.222 | |
| 5633040996745341952 | Ant | 6.422 | 331.137 | 647.661 | -58.583 | -314.326 | 86.110 | |
| 5662716918656297088 | Hya | 6.456 | 333.098 | 644.314 | -77.319 | -303.735 | 112.761 | |
| HIP 47645 | Hya | 6.478 | 252.269 | 725.968 | -56.120 | -226.546 | 95.731 | |
| 5651646898148788224 | Hya | 6.632 | 326.098 | 651.405 | -96.719 | -295.214 | 99.132 | |
| 5637306208508336896 | Ant | 6.64 | 297.331 | 679.735 | -66.319 | -275.497 | 90.023 | |
| 5651870884986620800 | Pyx | 7.052 | 295.312 | 682.762 | -94.867 | -266.544 | 84.614 | |
| 5650710041225878400 | Hya | 7.123 | 272.048 | 705.242 | -79.295 | -248.760 | 76.401 | |
| 5630461782989560320 | Pyx | 7.325 | 313.151 | 667.112 | -50.754 | -300.843 | 70.542 | |
| 5662383899777025920 | Ant | 7.342 | 267.518 | 709.496 | -65.698 | -244.603 | 86.115 |