Name | Con | Spectral | Abs Mag | Dist (ly) | Δ Center | X | Y | Z |
---|---|---|---|---|---|---|---|---|
HD 77258 | Vel | G8/K1 III + A | 0.351 | 215.342 | 37.035 | -24.935 | -213.554 | 11.973 |
HD 79917 | Vel | K1 III | 0.672 | 230.730 | 43.250 | -26.480 | -227.373 | 28.895 |
Lam Pyx | Pyx | G8 III | 0.872 | 191.040 | 26.480 | -40.666 | -179.949 | 49.590 |
GJ 339.3 | Vel | F3/5 V | 1.157 | 161.412 | 29.590 | -20.782 | -158.474 | 22.494 |
HD 75654 | Vel | A2/3 II/III | 2.097 | 234.413 | 54.578 | -38.779 | -230.840 | 12.497 |
HD 82785 | Ant | F2 IV/V | 2.108 | 238.676 | 50.096 | -15.632 | -235.077 | 38.186 |
HD 82165 | Ant | A6 V | 2.227 | 198.597 | 10.944 | -16.620 | -195.328 | 31.791 |
HD 83108 | Ant | F5 V | 2.302 | 223.324 | 34.137 | -22.120 | -217.403 | 46.018 |
HD 80332 | Vel | G3 III/IV | 2.853 | 227.423 | 39.152 | -28.122 | -223.251 | 32.969 |
HD 84580 | Ant | F6 V | 2.879 | 207.829 | 25.195 | -22.342 | -198.888 | 55.995 |
HD 84447 | Ant | F2 IV/V | 2.916 | 195.954 | 14.813 | -6.351 | -192.671 | 35.129 |
HD 77881 | Pyx | F3/5 V | 3.047 | 229.131 | 44.182 | -37.829 | -224.381 | 26.853 |
HD 82798 | Ant | G5 V | 3.123 | 217.186 | 28.659 | -15.403 | -213.595 | 36.161 |
HD 84687 | Ant | F3 V | 3.176 | 179.571 | 14.244 | -12.571 | -174.272 | 41.429 |
HD 84709 | Ant | F3 V | 3.389 | 172.807 | 35.497 | -28.492 | -160.121 | 58.400 |
GJ 9287A | Pyx | G0/1 V | 3.445 | 150.824 | 51.943 | -43.342 | -139.340 | 38.112 |
HD 83610 | Ant | F6 V | 3.503 | 141.517 | 48.902 | -6.505 | -139.390 | 23.551 |
HD 82895 | Ant | F3 V | 3.545 | 206.219 | 23.432 | -30.405 | -197.302 | 51.692 |
HD 82164 | Ant | F8 V | 3.587 | 207.960 | 20.606 | -28.083 | -201.178 | 44.542 |
HD 82207 | Vel | F8 V | 3.897 | 136.782 | 57.163 | -1.371 | -136.295 | 11.421 |
HD 86819 | Ant | G1 V | 3.999 | 154.739 | 39.015 | -4.579 | -149.363 | 40.155 |
HD 86050 | Vel | F7 V | 4.102 | 211.396 | 31.014 | 1.784 | -207.677 | 39.424 |
HD 89441 | Ant | G2 V | 4.269 | 152.590 | 46.750 | 3.002 | -145.482 | 45.924 |
HD 78286 | Pyx | G5 V | 4.272 | 238.265 | 52.103 | -36.872 | -233.701 | 28.142 |
5437093937184577152 | Ant | G8/K0 III + F | 4.317 | 229.477 | 40.105 | -26.221 | -224.068 | 41.991 |
HD 79601 | Vel | G2 V | 4.34 | 176.800 | 24.422 | -12.793 | -175.821 | 13.449 |
HD 83365 | Ant | G3 V | 4.389 | 218.617 | 34.006 | -30.516 | -208.937 | 56.618 |
HD 80542 | Vel | G2 V | 4.403 | 167.026 | 27.873 | -11.825 | -165.786 | 16.474 |
HD 83385 | Vel | G0 V | 4.446 | 201.465 | 35.336 | 5.597 | -200.807 | 15.260 |
HD 84742 | Vel | F8/G0 V | 4.49 | 159.044 | 34.001 | -2.435 | -156.716 | 26.992 |
HD 83517 | Ant | G3/5 (V) | 4.53 | 143.052 | 46.610 | -11.320 | -139.738 | 28.426 |
HD 86652 | Ant | G3 V | 4.548 | 174.478 | 25.754 | -10.407 | -166.635 | 50.650 |
HD 84305 | Vel | F8/G0 V | 4.548 | 178.597 | 25.071 | 1.270 | -177.103 | 22.990 |
HD 75288 | Pyx | G3/5 V | 4.668 | 191.308 | 28.820 | -41.042 | -186.130 | 16.374 |
HD 84089 | Ant | G2 V | 4.683 | 160.972 | 29.782 | -8.301 | -157.909 | 30.125 |
GJ 379.2 | Ant | G3 V | 4.707 | 153.477 | 42.885 | 0.774 | -147.763 | 41.474 |
HD 78644 | Pyx | G3 V | 4.735 | 162.311 | 30.454 | -24.387 | -159.199 | 20.126 |
HD 81110 | Pyx | G3 V | 4.79 | 163.467 | 39.313 | -38.049 | -152.333 | 45.466 |
HD 87320 | Ant | G8 V | 4.816 | 147.977 | 51.181 | -13.961 | -137.495 | 52.882 |
HD 77110 | Pyx | G1 V | 4.893 | 200.816 | 24.819 | -38.993 | -195.482 | 24.304 |
5426821646722540288 | Ant | 4.916 | 235.979 | 47.449 | -15.437 | -232.433 | 37.694 | |
HD 82398 | Ant | G8 V | 5.058 | 172.888 | 39.959 | -40.378 | -158.528 | 55.926 |
HD 77417 | Vel | G8 IV | 5.104 | 197.080 | 21.608 | -31.251 | -193.623 | 19.294 |
HD 82561 | Ant | G5 V | 5.113 | 150.258 | 46.384 | -29.389 | -140.765 | 43.564 |
HD 84273 | Ant | G5 V | 5.14 | 147.044 | 47.492 | -21.412 | -138.628 | 44.098 |
HD 82400 | Ant | G5 V | 5.159 | 189.468 | 0.000 | -19.142 | -185.201 | 35.085 |
HD 81171 | Vel | G8 V | 5.257 | 167.515 | 25.861 | -11.844 | -165.959 | 19.424 |
HD 78740 | Vel | K0 V | 5.267 | 222.863 | 37.386 | -29.940 | -219.453 | 24.696 |
HD 87931 | Ant | G8 V | 5.279 | 150.537 | 44.594 | 0.963 | -145.538 | 38.444 |
HD 83259 | Hya | G5 V | 5.367 | 159.991 | 52.345 | -39.544 | -143.353 | 59.011 |
HD 73267 | Pyx | K0 V | 5.398 | 163.600 | 43.173 | -41.994 | -157.743 | 10.840 |
5630136842943045248 | Pyx | 5.473 | 208.929 | 22.190 | -30.392 | -201.857 | 44.490 | |
5436593865552252800 | Ant | 5.5 | 234.413 | 46.130 | -17.889 | -227.570 | 53.286 | |
HD 83518 | Ant | K0 V | 5.545 | 153.596 | 36.296 | -10.555 | -150.510 | 28.751 |
HD 82783 | Ant | K0 V | 5.575 | 194.280 | 20.664 | -31.771 | -184.630 | 51.431 |
HD 83974 | Vel | K1 V | 5.603 | 158.027 | 34.112 | -4.703 | -155.940 | 25.138 |
HD 85119 | Ant | G8 V | 5.616 | 145.317 | 45.423 | -6.706 | -141.641 | 31.756 |
5437796662554852608 | Ant | 5.654 | 227.250 | 39.440 | -26.765 | -219.228 | 53.513 | |
HD 82977 | Hya | G8/K0 IV/V | 5.671 | 156.750 | 49.745 | -36.524 | -142.572 | 53.933 |
5419273121442568192 | Vel | 5.693 | 215.603 | 35.032 | 2.231 | -212.926 | 33.776 | |
HD 86409 | Ant | K0 V | 5.695 | 207.253 | 28.440 | -13.698 | -197.920 | 59.934 |
5421764236832382208 | Ant | G8 | 5.786 | 215.435 | 34.041 | -2.263 | -208.839 | 52.837 |
HD 77058 | Pyx | K1 V | 5.809 | 166.590 | 31.502 | -35.247 | -161.262 | 22.441 |
5436036756754322560 | Ant | 5.945 | 193.642 | 7.078 | -14.457 | -189.209 | 38.562 | |
5429145395832210304 | Vel | 6.012 | 218.483 | 33.198 | -14.435 | -216.541 | 25.198 | |
5412467247552134016 | Vel | 6.08 | 190.890 | 27.916 | 4.901 | -189.600 | 21.599 | |
5433890956735242880 | Ant | 6.248 | 237.814 | 51.419 | -7.261 | -231.446 | 54.167 | |
5436445465842432000 | Ant | 6.39 | 228.256 | 39.516 | -16.929 | -222.541 | 47.826 | |
5427447779936512384 | Vel | 6.438 | 216.698 | 35.362 | -11.986 | -215.575 | 18.451 | |
5632077790199712512 | Ant | 6.451 | 212.451 | 29.337 | -32.901 | -202.788 | 54.113 | |
5425039956850345984 | Vel | 6.599 | 199.999 | 23.595 | -3.965 | -198.630 | 23.000 | |
5622817394038239488 | Vel | 6.695 | 210.993 | 26.199 | -27.928 | -207.653 | 24.833 | |
HIP 42337 | Pyx | K6 | 6.844 | 163.911 | 41.892 | -40.242 | -158.537 | 10.616 |
5624963743811510656 | Pyx | 6.898 | 219.934 | 35.450 | -41.507 | -212.428 | 38.984 | |
HIP 44914 | Vel | K5V | 6.906 | 223.948 | 38.123 | -30.694 | -220.325 | 25.796 |
5427514957527464832 | Vel | 6.953 | 218.063 | 36.172 | -13.649 | -216.849 | 18.451 | |
5423654434764273024 | Vel | 7.035 | 233.831 | 54.391 | -4.675 | -233.344 | 14.316 | |
5423996004924138112 | Vel | 7.127 | 235.271 | 53.748 | -10.402 | -234.520 | 15.589 | |
5436938764307037440 | Ant | 7.18 | 199.751 | 13.488 | -19.845 | -193.422 | 45.755 | |
5624987383311156096 | Pyx | 7.214 | 222.300 | 37.960 | -42.854 | -214.490 | 39.659 | |
5633901948708916352 | Ant | 7.25 | 183.322 | 28.790 | -34.396 | -171.386 | 55.218 | |
5625560263231429248 | Pyx | 7.309 | 149.908 | 45.046 | -27.464 | -146.785 | 13.083 | |
5632436334068593792 | Ant | 7.473 | 202.725 | 26.247 | -30.353 | -191.905 | 57.851 | |
5445884154689638400 | Ant | 7.53 | 152.649 | 50.207 | 5.487 | -144.097 | 50.070 | |
5440094676211501696 | Ant | 7.585 | 154.693 | 38.479 | -19.898 | -147.430 | 42.392 | |
5621018799174019072 | Vel | 7.605 | 179.608 | 24.008 | -26.264 | -177.151 | 13.617 | |
5436262289779283200 | Ant | 7.621 | 152.248 | 37.221 | -15.307 | -148.767 | 28.515 | |
5633856417758074112 | Ant | 7.787 | 205.759 | 33.490 | -40.765 | -192.685 | 59.541 | |
5446426935477145216 | Ant | 7.827 | 192.865 | 29.157 | -0.254 | -184.161 | 57.273 |