Name | Con | Spectral | Abs Mag | Dist (ly) | Δ Center | X | Y | Z |
---|---|---|---|---|---|---|---|---|
Gam PsA | PsA | A0 III | 0.287 | 222.875 | 18.781 | 96.130 | 22.284 | -199.849 |
HD 222095 | Phe | A1/2 V | 0.672 | 212.384 | 44.218 | 77.691 | -33.546 | -194.808 |
HD 219263 | Gru | K2 III | 1.5 | 233.070 | 20.640 | 94.615 | -14.127 | -212.542 |
Sig-2 Gru | Gru | A1 V | 1.617 | 229.143 | 28.799 | 117.053 | -3.558 | -196.969 |
HD 222803 | Phe | K1 III/IV | 1.723 | 242.525 | 47.993 | 84.127 | -38.595 | -224.180 |
HD 217096 | PsA | F7 V | 1.943 | 226.423 | 7.709 | 96.506 | 11.221 | -204.527 |
Sig-1 Gru | Gru | A3 V | 2.055 | 228.308 | 29.016 | 116.931 | -3.424 | -196.073 |
HD 216042 | PsA | F0 V | 2.126 | 227.115 | 19.886 | 99.674 | 23.563 | -202.719 |
HD 223011 | Phe | A7 III/IV | 2.198 | 217.665 | 34.716 | 67.685 | -18.405 | -206.060 |
HD 218283 | Scl | F5 IV/V | 2.425 | 220.040 | 25.978 | 81.273 | 28.713 | -202.461 |
HD 215724 | Gru | F6 V | 2.437 | 234.389 | 18.278 | 110.388 | 3.547 | -206.747 |
HD 222226 | Phe | A7/8 III | 2.872 | 221.361 | 43.575 | 80.484 | -35.672 | -203.111 |
HD 223633 | Phe | F6 V | 3.408 | 219.675 | 41.547 | 68.062 | -27.756 | -207.022 |
HD 217004 | PsA | G3 V | 3.557 | 209.868 | 43.771 | 78.829 | 43.174 | -189.655 |
HD 217766 | Gru | F7 V | 3.562 | 225.486 | 26.708 | 100.858 | -18.256 | -200.855 |
HD 217123 | PsA | F6 V | 3.651 | 255.363 | 44.817 | 98.346 | 43.758 | -231.573 |
HD 220164 | Gru | F5 V | 3.733 | 247.117 | 48.868 | 102.449 | -40.066 | -221.293 |
HD 216568 | Gru | F3/5 V | 3.919 | 214.597 | 26.546 | 100.170 | -11.069 | -189.473 |
HD 222225 | Phe | K0 III/IV + G | 4.087 | 226.998 | 31.836 | 77.073 | -21.693 | -212.414 |
HD 217958 | PsA | G3 V | 4.088 | 202.237 | 47.582 | 70.832 | 41.341 | -184.866 |
HD 220099 | Scl | F8/G0 V | 4.393 | 208.353 | 31.597 | 67.881 | 21.581 | -195.805 |
HD 218544 | Gru | G3 V | 4.63 | 215.496 | 21.772 | 90.860 | -11.311 | -195.087 |
HD 223379 | Phe | G1/2 V | 4.682 | 232.865 | 39.891 | 72.883 | -27.028 | -219.516 |
HD 220981 | Scl | G5 V | 4.766 | 204.270 | 29.064 | 71.086 | -4.548 | -191.456 |
HD 215220 | PsA | G5 V | 4.922 | 210.415 | 38.127 | 91.982 | 36.635 | -185.673 |
HD 218321 | Gru | G3 V | 4.939 | 231.000 | 30.312 | 101.574 | -22.854 | -206.218 |
HD 220216 | Gru | G5 V | 5.038 | 233.271 | 42.951 | 96.156 | -36.827 | -209.326 |
HD 216665 | PsA | G2/3 V | 5.108 | 237.598 | 26.502 | 97.931 | 31.153 | -214.231 |
HD 215786 | PsA | G8 III/IV | 5.29 | 245.906 | 30.580 | 108.169 | 29.889 | -218.814 |
HD 215890 | PsA | G6 V | 5.358 | 247.375 | 26.161 | 111.260 | 19.620 | -220.079 |
HD 217024 | PsA | G6 V | 5.36 | 227.720 | 39.151 | 86.273 | 44.551 | -205.988 |
HD 222655 | Phe | G8 V | 5.385 | 224.061 | 33.631 | 73.338 | -21.715 | -210.612 |
HD 223132 | Phe | G8 V | 5.504 | 248.079 | 51.035 | 83.590 | -39.288 | -230.254 |
HD 216729 | PsA | K0 V | 5.509 | 222.700 | 21.055 | 92.581 | 25.662 | -200.919 |
HD 219073 | Gru | G8 V | 5.548 | 223.806 | 41.491 | 97.637 | -34.030 | -198.502 |
6536757812956399616 | Gru | 5.552 | 222.188 | 20.979 | 82.282 | -12.335 | -206.030 | |
HD 215467 | Gru | G8 V | 5.563 | 229.556 | 29.064 | 113.088 | -12.361 | -199.397 |
6552934996255292544 | Gru | 5.679 | 237.888 | 10.433 | 96.732 | 3.129 | -217.320 | |
HD 221004 | Scl | G8 V | 5.734 | 204.488 | 28.796 | 68.437 | 2.077 | -192.691 |
HD 221260 | Phe | K1/2 V | 5.749 | 207.784 | 49.292 | 81.940 | -37.410 | -187.254 |
HD 221313 | Scl | K1 (III) | 5.764 | 219.067 | 24.956 | 67.870 | 10.869 | -208.011 |
HD 222537 | Phe | K0 V | 5.801 | 215.415 | 52.572 | 79.658 | -43.423 | -195.388 |
6529328138010773120 | Gru | K0 | 5.862 | 245.835 | 40.690 | 102.304 | -31.284 | -221.348 |
6538282659490373760 | Scl | 5.915 | 235.728 | 26.119 | 78.611 | -11.597 | -221.938 | |
HD 217003 | Aqr | G8 V | 5.946 | 224.582 | 51.273 | 80.775 | 55.506 | -202.070 |
HIP 114383 | Scl | 6.003 | 249.345 | 38.498 | 87.603 | 37.026 | -230.500 | |
6610721582199750528 | PsA | 6.285 | 254.656 | 48.539 | 101.980 | 49.185 | -228.109 | |
HIP 112064 | PsA | 6.332 | 223.395 | 27.347 | 102.695 | 28.269 | -196.374 | |
6605876201959467136 | PsA | 6.417 | 243.249 | 30.703 | 95.300 | 33.603 | -221.273 | |
6600125416844257280 | PsA | 6.541 | 219.079 | 32.120 | 112.253 | 19.610 | -187.119 | |
6551691753546982784 | Gru | 6.63 | 247.992 | 22.857 | 90.750 | 2.244 | -230.787 | |
6534313564249099392 | Phe | 6.709 | 240.957 | 42.309 | 71.016 | -24.175 | -228.990 | |
6541629508460935296 | Gru | 6.775 | 217.014 | 31.330 | 92.519 | -22.445 | -195.028 | |
4991413770810147200 | Phe | 6.783 | 232.550 | 54.511 | 71.192 | -43.530 | -217.073 | |
HIP 113812 | Gru | K3V | 6.811 | 209.559 | 20.079 | 89.582 | -0.459 | -189.455 |
HIP 115094 | Scl | K 3 V | 6.822 | 213.352 | 18.077 | 77.032 | 7.663 | -198.818 |
6540872391627381120 | Gru | 6.851 | 214.330 | 34.828 | 104.182 | -18.431 | -186.409 | |
2384663871073213696 | Aqr | 6.953 | 241.663 | 51.445 | 73.947 | 51.243 | -224.294 | |
6609053726139879424 | PsA | 7.01 | 250.173 | 38.185 | 104.081 | 38.602 | -224.201 | |
HIP 115821 | Scl | 7.077 | 204.233 | 28.474 | 70.222 | -1.097 | -191.785 | |
HIP 115846 | Scl | 7.111 | 241.621 | 30.513 | 74.598 | 19.660 | -228.981 | |
6556749408250537216 | Scl | 7.128 | 221.336 | 18.003 | 80.010 | 18.769 | -205.519 | |
6549640756339470592 | Gru | 7.195 | 237.069 | 11.980 | 94.401 | -1.475 | -217.466 | |
6621527445038858880 | PsA | 7.242 | 233.855 | 50.419 | 115.806 | 49.148 | -197.140 | |
6543791904238416000 | Gru | 7.247 | 233.436 | 35.134 | 115.405 | -19.791 | -201.961 | |
6541843603990761600 | Gru | 7.293 | 239.576 | 31.243 | 107.268 | -21.060 | -213.195 | |
6603202503213750016 | PsA | 7.318 | 235.606 | 19.252 | 100.010 | 23.186 | -212.070 | |
6554759498362734208 | PsA | 7.339 | 255.761 | 29.604 | 103.810 | 17.263 | -233.116 | |
HIP 114848 | Gru | 7.342 | 236.096 | 11.389 | 90.444 | 0.467 | -218.094 | |
4994783670868567168 | Phe | 7.373 | 236.341 | 52.567 | 68.868 | -38.825 | -222.734 | |
6553394557756032128 | Gru | 7.517 | 227.905 | 0.000 | 92.333 | 5.940 | -208.287 | |
6554955756892861440 | PsA | 7.601 | 228.089 | 12.152 | 90.981 | 18.016 | -208.389 | |
6515842765334742400 | Gru | 7.706 | 229.906 | 46.746 | 113.751 | -34.018 | -196.890 | |
6527592043510301184 | Gru | 7.737 | 230.928 | 42.549 | 95.180 | -36.500 | -207.221 |