| Name | Con | Spectral | Abs Mag | Dist (ly) | Δ Center | X | Y | Z |
|---|---|---|---|---|---|---|---|---|
| HD 85859 | Hya | K2 III | 0.589 | 234.265 | 513.552 | -36.543 | -214.219 | 87.485 |
| HD 87427 | Hya | F0 V | 1.52 | 223.587 | 525.152 | -31.748 | -200.657 | 93.364 |
| HD 82610 | Ant | F3 V | 1.934 | 258.615 | 489.871 | -49.165 | -242.877 | 73.975 |
| HD 86266 | Hya | A4 V | 2.18 | 214.518 | 533.182 | -30.369 | -196.770 | 79.846 |
| HD 83261 | Ant | F3 IV/V | 2.328 | 226.908 | 521.782 | -50.396 | -207.096 | 77.827 |
| HD 87638 | Ant | F0 V | 2.597 | 246.645 | 502.691 | -10.504 | -234.582 | 75.445 |
| HD 87099 | Ant | A8 III | 2.69 | 247.421 | 502.154 | -10.985 | -236.672 | 71.275 |
| HD 83994 | Ant | F3/5 V | 2.847 | 255.910 | 495.161 | -20.725 | -248.916 | 55.667 |
| HD 84580 | Ant | F6 V | 2.879 | 207.829 | 540.464 | -22.342 | -198.888 | 55.995 |
| HD 90094 | Hya | F5/6 V | 2.922 | 229.581 | 520.771 | -14.475 | -205.821 | 100.661 |
| HD 89090 | Ant | F8/G0 V | 3.173 | 212.246 | 536.560 | -12.898 | -194.988 | 82.827 |
| HD 84199 | Hya | F5 V | 3.479 | 252.083 | 497.337 | -56.061 | -226.378 | 95.669 |
| HD 84887 | Ant | F7 V | 3.514 | 183.947 | 563.531 | -27.389 | -171.601 | 60.312 |
| HD 86083 | Hya | G2 V | 3.558 | 221.761 | 528.614 | -45.639 | -194.038 | 97.168 |
| 5466623692767375872 | Ant | F7/8 V | 3.634 | 254.713 | 492.955 | -33.815 | -234.627 | 93.181 |
| HD 85278 | Ant | F3 V | 3.648 | 239.797 | 507.771 | -30.003 | -225.596 | 75.540 |
| HD 84803 | Hya | F5 V | 3.67 | 245.159 | 504.894 | -54.641 | -217.369 | 99.321 |
| HD 88429 | Ant | G1 V | 3.857 | 252.417 | 497.167 | -8.308 | -238.461 | 82.334 |
| 5658173186855704576 | Ant | G3 V | 3.911 | 277.202 | 471.109 | -55.092 | -256.012 | 90.880 |
| HD 84429 | Ant | F5 V | 4.022 | 232.849 | 514.847 | -40.577 | -215.330 | 78.755 |
| 5660799576535503360 | Hya | G0 V | 4.12 | 248.010 | 500.988 | -45.448 | -222.147 | 100.457 |
| HD 85432 | Ant | G3 V | 4.146 | 229.176 | 518.281 | -31.526 | -213.613 | 76.776 |
| 5663773338875488640 | Hya | G2 V | 4.165 | 243.829 | 505.568 | -53.983 | -218.532 | 93.697 |
| HD 83860 | Ant | G2V | 4.169 | 246.412 | 503.844 | -22.985 | -238.932 | 55.669 |
| HD 82849 | Ant | G0 V | 4.196 | 261.916 | 486.421 | -48.159 | -246.106 | 75.557 |
| 5658573958844141696 | Ant | F7 V | 4.297 | 233.520 | 514.493 | -45.081 | -214.776 | 79.800 |
| HD 87558 | Ant | F8/G0 V | 4.311 | 278.776 | 469.517 | -21.527 | -260.708 | 96.335 |
| HD 83365 | Ant | G3 V | 4.389 | 218.617 | 529.817 | -30.516 | -208.937 | 56.618 |
| HD 88538 | Ant | G5 V | 4.437 | 202.279 | 546.152 | -17.538 | -184.651 | 80.696 |
| HD 87794 | Ant | G3 V | 4.606 | 273.077 | 475.291 | -20.470 | -254.681 | 96.365 |
| HD 80622 | Pyx | G5 V | 4.643 | 257.558 | 493.233 | -48.411 | -246.684 | 56.001 |
| HD 84314 | Ant | G5 V | 4.761 | 268.624 | 479.411 | -50.208 | -246.853 | 93.263 |
| HD 86397 | Ant | G8 V | 4.975 | 270.647 | 480.118 | -11.574 | -261.065 | 70.410 |
| HD 86581 | Hya | G3/5 V | 5.055 | 254.963 | 492.790 | -33.019 | -234.440 | 94.605 |
| 5464396902546027520 | Ant | G0 | 5.059 | 271.858 | 475.760 | -36.628 | -255.915 | 84.081 |
| 5460227593111863296 | Ant | A3 V | 5.179 | 189.053 | 559.560 | -7.999 | -177.554 | 64.420 |
| 5435270431508422656 | Ant | G6 V | 5.258 | 271.778 | 478.068 | -20.282 | -261.935 | 69.562 |
| 5462695893635650816 | Ant | K0 | 5.271 | 227.346 | 521.569 | -14.441 | -208.643 | 89.125 |
| 5659071625294443264 | Hya | G5 V | 5.291 | 257.005 | 490.805 | -39.416 | -235.389 | 95.324 |
| 5659977137541655040 | Ant | G2/5 (V) | 5.332 | 261.882 | 486.187 | -46.475 | -239.039 | 96.332 |
| 5440050966329262208 | Ant | 5.342 | 272.519 | 475.438 | -32.744 | -258.479 | 79.871 | |
| 5669066701385138304 | Hya | K0 V | 5.379 | 199.674 | 552.148 | -30.049 | -170.704 | 99.124 |
| 5465266929778468352 | Ant | F8 | 5.405 | 269.633 | 478.943 | -20.156 | -249.519 | 100.167 |
| 5472474400297176832 | Hya | G8 V | 5.45 | 202.665 | 547.739 | -12.244 | -180.419 | 91.485 |
| 5436593865552252800 | Ant | 5.5 | 234.413 | 515.911 | -17.889 | -227.570 | 53.286 | |
| 5437796662554852608 | Ant | 5.654 | 227.250 | 522.056 | -26.765 | -219.228 | 53.513 | |
| 5472059643895429248 | Hya | 5.683 | 230.728 | 519.633 | -14.671 | -206.834 | 101.183 | |
| HD 86409 | Ant | K0 V | 5.695 | 207.253 | 541.310 | -13.698 | -197.920 | 59.934 |
| HD 82451 | Ant | K0 V | 5.697 | 198.593 | 549.776 | -42.478 | -184.311 | 60.520 |
| 5636311768959705728 | Pyx | 5.798 | 270.801 | 479.037 | -55.937 | -255.758 | 69.195 | |
| 5658513142107267456 | Ant | 5.865 | 203.979 | 543.872 | -38.634 | -187.958 | 69.172 | |
| HIP 48766 | Ant | K2V | 5.888 | 222.725 | 525.172 | -20.271 | -210.475 | 69.951 |
| 5659933466314188800 | Ant | 5.916 | 267.088 | 480.992 | -46.238 | -243.609 | 99.248 | |
| 5659312693218997376 | Hya | G5 | 5.944 | 207.764 | 540.336 | -32.528 | -188.206 | 81.753 |
| HIP 46710 | Ant | 5.989 | 211.652 | 536.967 | -47.304 | -195.232 | 66.640 | |
| 5666428491954022912 | Hya | K0/1 V | 6.033 | 193.093 | 556.857 | -27.402 | -169.090 | 89.109 |
| 5658234033654557184 | Ant | 6.035 | 271.932 | 475.854 | -47.897 | -251.544 | 91.517 | |
| 5466417976717515904 | Ant | 6.053 | 245.057 | 502.966 | -26.525 | -225.068 | 93.225 | |
| 5636606369356271232 | Pyx | G0 | 6.083 | 237.123 | 512.621 | -53.161 | -222.713 | 61.623 |
| 5437627509561275520 | Ant | 6.125 | 265.385 | 485.787 | -31.878 | -257.654 | 55.001 | |
| 5659259057667641600 | Hya | 6.197 | 219.399 | 528.693 | -33.367 | -199.042 | 86.038 | |
| 5666748067585937408 | Hya | K | 6.208 | 195.021 | 553.927 | -34.191 | -173.244 | 82.759 |
| 5433890956735242880 | Ant | 6.248 | 237.814 | 513.920 | -7.261 | -231.446 | 54.167 | |
| 5661643241255267328 | Ant | 6.392 | 245.307 | 503.013 | -49.877 | -224.615 | 85.050 | |
| 5670170130023108224 | Hya | 6.395 | 210.411 | 539.683 | -42.965 | -184.284 | 92.001 | |
| 5685918465131885440 | Hya | 6.435 | 200.346 | 553.493 | -50.764 | -167.135 | 98.114 | |
| 5632077790199712512 | Ant | 6.451 | 212.451 | 536.079 | -32.901 | -202.788 | 54.113 | |
| 5467179083578481280 | Hya | 6.472 | 228.218 | 519.904 | -29.359 | -207.681 | 89.931 | |
| 5634927552540426368 | Pyx | 6.473 | 251.161 | 500.308 | -56.245 | -238.532 | 54.932 | |
| HIP 47645 | Hya | 6.478 | 252.269 | 497.154 | -56.120 | -226.546 | 95.731 | |
| 5459856744158144000 | Ant | 6.492 | 273.251 | 475.538 | -19.194 | -260.016 | 81.767 | |
| 5473124963286259200 | Hya | 6.496 | 231.505 | 517.774 | -24.898 | -207.674 | 99.211 | |
| 5465643993547087616 | Ant | 6.52 | 247.220 | 500.872 | -24.906 | -227.406 | 93.709 | |
| 5459292664631483264 | Ant | 6.582 | 268.892 | 480.697 | -10.363 | -254.371 | 86.530 | |
| HIP 47519 | Ant | K 3 V | 6.585 | 201.572 | 546.154 | -36.408 | -187.049 | 65.698 |
| 5657873806158721024 | Ant | 6.684 | 250.196 | 497.618 | -44.987 | -232.230 | 81.482 | |
| 5661411106863938432 | Ant | 6.763 | 226.953 | 522.058 | -52.652 | -209.047 | 70.935 | |
| 5468615767318497408 | Hya | 6.789 | 222.365 | 527.731 | -9.796 | -201.511 | 93.492 | |
| 5472723302242240640 | Hya | 6.789 | 211.846 | 538.150 | -16.879 | -188.894 | 94.393 | |
| 5633519593540309760 | Ant | 6.791 | 261.168 | 487.292 | -46.613 | -246.454 | 72.750 | |
| 5459369321208959488 | Ant | 6.933 | 228.755 | 520.545 | -7.367 | -215.508 | 76.344 | |
| 5463826668328767872 | Ant | 6.956 | 246.790 | 500.948 | -24.456 | -230.805 | 83.859 | |
| HIP 47476 | Ant | 7.164 | 244.674 | 505.933 | -21.010 | -237.731 | 53.909 | |
| 5683562903204066688 | Hya | 7.189 | 204.145 | 547.088 | -52.540 | -176.996 | 87.090 | |
| 5633901948708916352 | Ant | 7.25 | 183.322 | 564.578 | -34.396 | -171.386 | 55.218 | |
| 5632524496859567232 | Ant | 7.276 | 260.033 | 487.691 | -37.939 | -245.060 | 78.234 | |
| 5664747338675469696 | Hya | 7.442 | 202.432 | 547.220 | -50.295 | -180.475 | 76.652 | |
| 5467116239616997888 | Hya | 7.462 | 188.350 | 559.639 | -22.924 | -171.551 | 74.287 | |
| 5632436334068593792 | Ant | 7.473 | 202.725 | 545.123 | -30.353 | -191.905 | 57.851 | |
| 5438351228729804160 | Ant | 7.503 | 264.812 | 484.516 | -22.961 | -254.691 | 68.759 | |
| 5662026352337897600 | Hya | 7.77 | 187.733 | 560.654 | -40.704 | -170.439 | 67.347 | |
| 5633856417758074112 | Ant | 7.787 | 205.759 | 542.516 | -40.765 | -192.685 | 59.541 |