| Name | Con | Spectral | Abs Mag | Dist (ly) | Δ Center | X | Y | Z |
|---|---|---|---|---|---|---|---|---|
| HD 83380 | Ant | K1 III | 0.717 | 311.968 | 599.015 | -42.417 | -298.589 | 79.780 |
| HD 82514 | Ant | K3 III | 1.199 | 279.005 | 630.975 | -30.633 | -271.716 | 55.433 |
| HD 81780 | Vel | A7 III | 1.38 | 298.789 | 612.808 | -19.505 | -295.699 | 38.129 |
| HD 82610 | Ant | F3 V | 1.934 | 258.615 | 654.122 | -49.165 | -242.877 | 73.975 |
| HD 81254 | Pyx | A3 V | 1.947 | 295.171 | 615.406 | -47.250 | -284.722 | 61.832 |
| HD 82785 | Ant | F2 IV/V | 2.108 | 238.676 | 671.883 | -15.632 | -235.077 | 38.186 |
| HD 78741 | Vel | A4/5 (III) | 2.457 | 317.694 | 594.528 | -40.804 | -313.274 | 33.477 |
| HD 85804 | Ant | G0 V | 2.51 | 323.218 | 588.759 | -7.062 | -315.639 | 69.199 |
| HD 87638 | Ant | F0 V | 2.597 | 246.645 | 666.126 | -10.504 | -234.582 | 75.445 |
| HD 84902 | Ant | F8 V | 2.628 | 316.048 | 594.982 | -14.241 | -308.652 | 66.426 |
| HD 87099 | Ant | A8 III | 2.69 | 247.421 | 664.691 | -10.985 | -236.672 | 71.275 |
| HD 84624 | Ant | F7 V | 2.772 | 325.801 | 585.132 | -15.944 | -318.482 | 66.768 |
| HD 83994 | Ant | F3/5 V | 2.847 | 255.910 | 654.281 | -20.725 | -248.916 | 55.667 |
| HD 80332 | Vel | G3 III/IV | 2.853 | 227.423 | 683.033 | -28.122 | -223.251 | 32.969 |
| HD 82065 | Ant | F5 V | 2.962 | 301.380 | 608.624 | -35.659 | -293.549 | 58.174 |
| HD 85120 | Ant | G0 V | 3.528 | 321.904 | 589.485 | -11.266 | -314.832 | 66.120 |
| HD 85278 | Ant | F3 V | 3.648 | 239.797 | 672.599 | -30.003 | -225.596 | 75.540 |
| HD 86551 | Ant | F6 V | 3.874 | 303.832 | 608.199 | -10.406 | -293.550 | 77.656 |
| 5425978767983691520 | Vel | F5 V | 4.031 | 305.195 | 607.037 | -13.566 | -302.450 | 38.487 |
| HD 83860 | Ant | G2V | 4.169 | 246.412 | 663.744 | -22.985 | -238.932 | 55.669 |
| HD 82849 | Ant | G0 V | 4.196 | 261.916 | 650.767 | -48.159 | -246.106 | 75.557 |
| 5622858831883180288 | Vel | F7 V | 4.269 | 318.241 | 593.192 | -42.895 | -312.757 | 40.204 |
| HD 79361 | Pyx | F7 V | 4.305 | 232.513 | 679.035 | -48.513 | -222.583 | 46.506 |
| 5437093937184577152 | Ant | G8/K0 III + F | 4.317 | 229.477 | 680.545 | -26.221 | -224.068 | 41.991 |
| HD 80622 | Pyx | G5 V | 4.643 | 257.558 | 653.630 | -48.411 | -246.684 | 56.001 |
| HIP 46966 | Ant | G2 | 4.859 | 292.204 | 618.444 | -40.613 | -280.446 | 71.277 |
| 5436237726864099072 | Ant | G5 | 4.877 | 251.495 | 658.570 | -24.591 | -246.127 | 45.431 |
| 5430874274787010688 | Vel | 4.903 | 310.019 | 600.646 | -35.072 | -304.698 | 45.138 | |
| 5630150857413634432 | Pyx | 4.91 | 327.029 | 583.389 | -48.632 | -315.983 | 68.797 | |
| 5426821646722540288 | Ant | 4.916 | 235.979 | 674.574 | -15.437 | -232.433 | 37.694 | |
| 5432120674293289344 | Ant | 4.937 | 321.950 | 590.006 | -6.773 | -315.021 | 66.062 | |
| HD 86397 | Ant | G8 V | 4.975 | 270.647 | 640.942 | -11.574 | -261.065 | 70.410 |
| 5429525655054637056 | Vel | 5.085 | 299.381 | 611.952 | -24.490 | -295.920 | 38.166 | |
| 5629825681150888704 | Pyx | 5.197 | 289.851 | 620.498 | -43.653 | -281.091 | 55.609 | |
| 5435270431508422656 | Ant | G6 V | 5.258 | 271.778 | 639.097 | -20.282 | -261.935 | 69.562 |
| 5440050966329262208 | Ant | 5.342 | 272.519 | 639.340 | -32.744 | -258.479 | 79.871 | |
| 5439543958329648128 | Ant | 5.365 | 294.281 | 616.295 | -36.847 | -282.768 | 72.681 | |
| 5426297901231579648 | Vel | 5.368 | 298.602 | 613.566 | -11.918 | -295.817 | 38.862 | |
| 5630894062857900800 | Pyx | 5.458 | 305.236 | 605.985 | -55.556 | -293.564 | 62.433 | |
| 5436593865552252800 | Ant | 5.5 | 234.413 | 675.874 | -17.889 | -227.570 | 53.286 | |
| 5425488282717077504 | Vel | 5.532 | 274.303 | 637.955 | -6.723 | -271.711 | 36.986 | |
| 5434238123230465664 | Ant | 5.578 | 290.942 | 621.473 | -6.162 | -281.037 | 74.994 | |
| 5426326007497931392 | Vel | 5.674 | 297.820 | 614.035 | -11.150 | -294.514 | 42.792 | |
| 5426580063403648640 | Vel | 5.683 | 276.993 | 634.420 | -15.696 | -274.029 | 37.201 | |
| 5431228111370688640 | Pyx | 5.708 | 291.258 | 619.012 | -35.334 | -285.115 | 47.836 | |
| 5623840523964249856 | Pyx | 5.833 | 254.142 | 656.392 | -40.510 | -247.030 | 43.837 | |
| 5630660107397354880 | Pyx | 5.907 | 308.763 | 602.190 | -53.404 | -298.541 | 57.899 | |
| 5433964864530209408 | Ant | 5.934 | 317.532 | 593.819 | -12.631 | -309.084 | 71.630 | |
| 5432200801205041152 | Ant | 6.044 | 261.270 | 649.912 | -7.604 | -256.147 | 50.899 | |
| 5636606369356271232 | Pyx | G0 | 6.083 | 237.123 | 675.743 | -53.161 | -222.713 | 61.623 |
| 5425664719972421760 | Vel | 6.087 | 296.058 | 615.863 | -10.289 | -292.789 | 42.611 | |
| 5437627509561275520 | Ant | 6.125 | 265.385 | 644.630 | -31.878 | -257.654 | 55.001 | |
| 5439395799137597056 | Ant | 6.198 | 281.791 | 628.959 | -32.197 | -270.324 | 72.732 | |
| HIP 43802 | Pyx | K3V | 6.221 | 248.424 | 664.573 | -54.667 | -240.348 | 30.930 |
| 5634015954324563584 | Pyx | 6.23 | 231.549 | 679.692 | -45.986 | -222.647 | 43.885 | |
| 5433890956735242880 | Ant | 6.248 | 237.814 | 673.310 | -7.261 | -231.446 | 54.167 | |
| 5436445465842432000 | Ant | 6.39 | 228.256 | 681.935 | -16.929 | -222.541 | 47.826 | |
| 5432781686940414464 | Ant | 6.588 | 308.997 | 601.744 | -18.587 | -303.817 | 53.168 | |
| 5426727123079521792 | Ant | 6.709 | 262.620 | 648.224 | -15.103 | -258.958 | 40.993 | |
| 5633519593540309760 | Ant | 6.791 | 261.168 | 651.011 | -46.613 | -246.454 | 72.750 | |
| 5434773246094951168 | Ant | 6.858 | 275.220 | 635.733 | -13.575 | -267.201 | 64.526 | |
| 5437955129668180352 | Ant | 6.929 | 280.963 | 629.303 | -38.458 | -271.181 | 62.590 | |
| 5432395105524234112 | Ant | 7.052 | 288.284 | 623.038 | -9.595 | -280.972 | 63.769 | |
| HIP 47476 | Ant | 7.164 | 244.674 | 665.480 | -21.010 | -237.731 | 53.909 | |
| 5426781995584586112 | Ant | 7.209 | 281.090 | 629.743 | -17.855 | -277.119 | 43.540 | |
| 5632524496859567232 | Ant | 7.276 | 260.033 | 652.262 | -37.939 | -245.060 | 78.234 | |
| 5630461782989560320 | Pyx | 7.325 | 313.151 | 597.694 | -50.754 | -300.843 | 70.542 | |
| 5634079549899723520 | Pyx | 7.44 | 248.943 | 662.749 | -51.696 | -239.199 | 45.607 | |
| 5438351228729804160 | Ant | 7.503 | 264.812 | 645.989 | -22.961 | -254.691 | 68.759 |