Name | Con | Spectral | Abs Mag | Dist (ly) | Δ Center | X | Y | Z |
---|---|---|---|---|---|---|---|---|
12 Hya | Hya | G8 III | 0.325 | 205.336 | 472.198 | -99.826 | -167.816 | 63.508 |
9 Hya | Hya | K0 IIICNII | 0.851 | 207.641 | 469.579 | -98.015 | -174.182 | 56.266 |
19 Pup | Pup | K0 III | 1.029 | 178.474 | 501.080 | -103.174 | -141.434 | 34.667 |
HD 72626 | Pyx | F2 IV/V | 1.885 | 236.860 | 444.725 | -92.604 | -214.783 | 37.303 |
HD 72379 | Pyx | K0 V | 2.54 | 261.460 | 416.500 | -122.450 | -224.060 | 56.223 |
HD 76635 | Hya | F3/F5V | 2.684 | 194.328 | 483.527 | -80.790 | -166.479 | 59.319 |
HD 73791 | Pyx | A2MA7-F2 | 2.692 | 249.433 | 428.130 | -112.592 | -214.294 | 60.125 |
HD 76735 | Hya | F3 V | 2.971 | 179.984 | 502.370 | -97.441 | -130.392 | 76.788 |
HD 71956 | Hya | K1 III | 3.109 | 208.775 | 470.204 | -117.110 | -162.517 | 58.805 |
HD 75881 | Hya | F8 IV | 3.186 | 174.641 | 503.166 | -83.494 | -141.721 | 58.668 |
HD 76102 | Hya | F7 V | 3.407 | 200.419 | 477.238 | -85.224 | -171.433 | 59.276 |
HD 76354 | Hya | K0/1 V | 3.482 | 196.372 | 481.616 | -79.573 | -170.539 | 56.074 |
HD 75918 | Hya | F6/7 V | 3.58 | 211.574 | 466.277 | -87.721 | -183.259 | 59.018 |
HD 74704 | Hya | F6 V | 3.711 | 234.004 | 443.267 | -109.780 | -195.426 | 67.170 |
HD 70038 | Pup | F5 V | 3.796 | 193.272 | 485.820 | -110.316 | -152.182 | 44.976 |
HD 66488 | Mon | F7 V | 3.806 | 173.077 | 509.315 | -111.671 | -127.234 | 35.987 |
5734957714522508032 | Hya | F7 V | 3.949 | 237.969 | 440.123 | -111.596 | -194.349 | 80.009 |
5704633046389506304 | Hya | G3/5 V | 4.048 | 245.925 | 432.734 | -97.034 | -214.373 | 71.447 |
HD 74930 | Pyx | G2 V | 4.07 | 181.722 | 496.303 | -74.364 | -159.882 | 43.918 |
HD 73399 | Hya | G5 V | 4.272 | 182.384 | 496.835 | -101.789 | -139.219 | 59.328 |
HD 72892 | Hya | G5 V | 4.607 | 228.061 | 449.418 | -115.343 | -187.428 | 59.800 |
HD 71685 | Hya | F7 V | 4.631 | 180.834 | 496.851 | -94.115 | -148.258 | 43.134 |
5719646744531164544 | Pup | G2 V | 4.749 | 240.926 | 439.433 | -121.342 | -205.143 | 35.123 |
5752382053246727424 | Hya | G6 V | 5.031 | 192.976 | 486.581 | -112.583 | -148.448 | 50.260 |
3072198254383842688 | Hya | G5 V | 5.079 | 195.582 | 489.077 | -115.860 | -135.740 | 80.015 |
5708463641821487232 | Hya | G3/5 V | 5.108 | 251.779 | 425.872 | -111.891 | -217.141 | 60.988 |
5738843152392900864 | Hya | G8 IV | 5.162 | 179.553 | 500.721 | -74.887 | -145.065 | 74.738 |
5707600392057650816 | Pup | G3/5 V | 5.174 | 226.999 | 452.452 | -111.873 | -194.148 | 36.265 |
5737325517109312640 | Hya | G6 V | 5.217 | 214.079 | 464.889 | -103.529 | -170.160 | 78.456 |
5734210493292217472 | Hya | G8/K0 V (+ G) | 5.303 | 231.646 | 445.590 | -109.168 | -193.744 | 64.826 |
5726864626044641792 | Pup | G6 V | 5.398 | 203.663 | 475.877 | -116.891 | -160.971 | 43.606 |
HIP 43973 | Hya | G0 | 5.591 | 199.149 | 480.483 | -99.355 | -154.785 | 76.345 |
5757690289225472256 | Hya | G8/K0 V | 5.835 | 181.607 | 500.128 | -97.128 | -133.334 | 75.949 |
5710043914908600448 | Hya | K0 V | 5.844 | 241.906 | 435.350 | -114.535 | -203.730 | 62.379 |
5727883598448791808 | Pup | K0 Vp | 5.856 | 181.986 | 498.219 | -108.284 | -141.767 | 35.978 |
5707763596512491264 | Pup | 5.906 | 251.990 | 426.645 | -118.874 | -216.962 | 47.870 | |
5705070999911805312 | Pyx | K0 V | 5.918 | 207.601 | 470.229 | -88.519 | -180.994 | 50.012 |
5654216766061021952 | Pyx | 5.935 | 237.415 | 442.481 | -90.300 | -213.323 | 51.978 | |
5707763600810454656 | Pup | 5.981 | 252.182 | 426.455 | -118.971 | -217.124 | 47.904 | |
5646239396895063424 | Pyx | 6.002 | 223.945 | 459.298 | -77.455 | -207.137 | 35.256 | |
5761379769212862336 | Hya | 6.115 | 203.708 | 478.672 | -116.060 | -147.793 | 78.626 | |
5680638820749740672 | Hya | 6.196 | 241.959 | 437.953 | -89.656 | -210.375 | 79.021 | |
HIP 41937 | Hya | 6.238 | 177.721 | 501.164 | -100.007 | -136.848 | 53.420 | |
3072673724442921600 | Hya | 6.265 | 188.093 | 496.057 | -119.380 | -130.079 | 64.844 | |
5706144840518235008 | Pup | 6.273 | 215.511 | 463.860 | -96.526 | -189.411 | 35.338 | |
HIP 44863 | Hya | 6.34 | 202.924 | 476.400 | -86.456 | -166.507 | 77.310 | |
5699492799473840384 | Pup | 6.35 | 245.996 | 435.896 | -107.053 | -219.192 | 31.683 | |
5757077796825365120 | Hya | 6.376 | 193.250 | 487.607 | -103.603 | -144.493 | 75.708 | |
HIP 41094 | Pup | 6.396 | 246.702 | 433.952 | -109.538 | -217.981 | 36.662 | |
5755537106157285632 | Hya | 6.568 | 187.456 | 494.121 | -111.401 | -135.931 | 65.201 | |
5732987531420724736 | Hya | 6.603 | 198.644 | 481.520 | -83.510 | -161.394 | 80.222 | |
3065251711717294720 | Hya | 6.632 | 180.017 | 502.185 | -112.558 | -128.592 | 56.564 | |
HIP 43606 | Pyx | 6.66 | 222.533 | 458.077 | -78.670 | -201.864 | 50.796 | |
3039262830252961024 | Mon | 6.734 | 180.476 | 502.397 | -116.143 | -134.094 | 33.159 | |
5705460531969867648 | Hya | 6.823 | 213.383 | 464.185 | -94.140 | -184.223 | 52.248 | |
5702508553702381568 | Pyx | 6.931 | 243.465 | 435.845 | -99.066 | -216.639 | 50.248 | |
5734967713206484736 | Hya | 6.932 | 226.610 | 451.349 | -107.016 | -184.956 | 75.418 | |
5751057592706263552 | Hya | 6.94 | 177.469 | 502.317 | -96.724 | -133.893 | 64.896 | |
5655531846390474880 | Pyx | 6.961 | 210.315 | 469.125 | -77.481 | -188.472 | 52.008 | |
HIP 41877 | Pyx | 7.017 | 175.405 | 502.445 | -79.800 | -151.970 | 36.078 | |
5703734234291095552 | Pyx | 7.073 | 251.648 | 426.618 | -109.090 | -219.848 | 55.570 | |
5721523748314534912 | Pup | 7.16 | 195.243 | 483.289 | -104.495 | -160.305 | 38.737 | |
5656278487801725568 | Pyx | 7.22 | 238.333 | 441.164 | -88.539 | -211.290 | 65.702 | |
5723831790721180928 | Pup | 7.222 | 177.386 | 500.638 | -95.856 | -143.065 | 42.521 | |
5653762148066384128 | Pyx | 7.25 | 210.751 | 469.624 | -75.421 | -191.374 | 45.834 | |
5731148185906504960 | Hya | 7.379 | 219.363 | 460.142 | -86.744 | -185.202 | 79.333 | |
HIP 42174 | Hya | 7.541 | 175.070 | 502.230 | -86.157 | -145.659 | 44.810 | |
5756294974611617664 | Hya | 7.553 | 174.887 | 506.100 | -87.071 | -132.007 | 74.676 | |
5652182806990493056 | Pyx | 7.693 | 229.995 | 453.029 | -75.548 | -212.521 | 44.978 | |
5656443311466377728 | Pyx | 7.707 | 212.497 | 466.526 | -79.580 | -186.935 | 62.248 |