Name | Con | Spectral | Abs Mag | Dist (ly) | Δ Center | X | Y | Z |
---|---|---|---|---|---|---|---|---|
HD 65810 | Pup | A1 V | 0.432 | 223.419 | 573.523 | -120.458 | -186.699 | 23.382 |
6 Pup | Pup | K3 III | 0.688 | 256.934 | 540.791 | -147.215 | -209.591 | 20.257 |
HD 64152 | Pup | K0 III | 0.871 | 290.564 | 509.040 | -151.317 | -247.594 | 14.885 |
4 Pup | Pup | F2 V | 0.875 | 220.969 | 576.882 | -135.054 | -173.789 | 19.546 |
8 Pup | Pup | F3 IV | 2.067 | 236.614 | 561.067 | -146.706 | -183.284 | 29.453 |
HD 65938 | Mon | G8 IV | 2.217 | 229.107 | 571.636 | -153.040 | -163.304 | 48.965 |
HD 71142 | Pup | F7 V | 2.373 | 270.904 | 530.344 | -114.071 | -242.759 | 37.952 |
HD 63540 | Mon | F0 V | 2.395 | 240.137 | 558.502 | -154.407 | -181.271 | 31.004 |
HD 72379 | Pyx | K0 V | 2.54 | 261.460 | 537.173 | -122.450 | -224.060 | 56.223 |
HD 73791 | Pyx | A2MA7-F2 | 2.692 | 249.433 | 550.282 | -112.592 | -214.294 | 60.125 |
HD 65996 | Pup | F0 V | 2.818 | 271.485 | 525.123 | -154.327 | -220.445 | 35.879 |
HD 65141 | Pup | F7 V | 2.979 | 231.022 | 565.815 | -131.163 | -188.462 | 25.407 |
HD 67652 | Pup | G0 V | 2.985 | 278.210 | 520.865 | -132.557 | -243.029 | 27.612 |
HD 71956 | Hya | K1 III | 3.109 | 208.775 | 589.911 | -117.110 | -162.517 | 58.805 |
HD 64921 | Pup | G8/K0 V | 3.145 | 192.457 | 604.313 | -111.816 | -155.076 | 22.050 |
5698657651676371456 | Pup | K1 IV | 3.332 | 283.300 | 517.947 | -133.434 | -249.456 | 14.871 |
5719327954879167360 | Pup | F7 V | 3.77 | 265.095 | 532.341 | -155.254 | -213.324 | 25.697 |
HD 70038 | Pup | F5 V | 3.796 | 193.272 | 603.936 | -110.316 | -152.182 | 44.976 |
5707615609119195520 | Pup | F7 V | 3.962 | 269.258 | 528.427 | -130.332 | -231.175 | 45.470 |
5727852949564615680 | Pup | G3 V | 4.126 | 247.340 | 549.933 | -148.363 | -192.083 | 47.604 |
5714760171259444352 | Pup | G0 V | 4.29 | 280.871 | 515.881 | -148.407 | -235.457 | 37.668 |
5719458693681309568 | Pup | G3 V | 4.316 | 261.026 | 536.291 | -154.090 | -208.885 | 27.436 |
HD 66491 | Pup | G8/K1 III + (F/G) | 4.467 | 211.872 | 584.857 | -125.431 | -167.188 | 34.665 |
5727612976849073536 | Pup | F7 V | 4.474 | 245.282 | 551.724 | -143.121 | -193.022 | 49.176 |
3029610252035895808 | Pup | G2 V | 4.506 | 245.070 | 553.653 | -152.002 | -191.338 | 18.437 |
HD 72892 | Hya | G5 V | 4.607 | 228.061 | 570.322 | -115.343 | -187.428 | 59.800 |
5724266583151668992 | Pup | G3 V | 4.615 | 244.177 | 552.205 | -134.907 | -199.710 | 39.183 |
5719646744531164544 | Pup | G2 V | 4.749 | 240.926 | 556.102 | -121.342 | -205.143 | 35.123 |
3042206772637497216 | Mon | G5 IV | 4.783 | 208.621 | 590.290 | -137.379 | -153.561 | 32.661 |
5718469305016841600 | Pup | 4.853 | 264.215 | 534.260 | -151.176 | -216.112 | 15.698 | |
HIP 40229 | Pup | G5 | 4.966 | 242.216 | 554.250 | -133.637 | -197.136 | 44.090 |
HIP 39383 | Mon | K0 | 5.074 | 225.235 | 575.331 | -149.481 | -160.931 | 49.849 |
5708463641821487232 | Hya | G3/5 V | 5.108 | 251.779 | 548.337 | -111.891 | -217.141 | 60.988 |
HD 69270 | Hya | G3 V | 5.154 | 228.332 | 573.492 | -147.494 | -162.276 | 63.598 |
5714815387357926400 | Pup | 5.164 | 296.452 | 500.697 | -159.025 | -248.078 | 32.370 | |
5707600392057650816 | Pup | G3/5 V | 5.174 | 226.999 | 570.172 | -111.873 | -194.148 | 36.265 |
HIP 39726 | Pup | 5.365 | 278.286 | 520.133 | -136.119 | -240.990 | 28.890 | |
5726864626044641792 | Pup | G6 V | 5.398 | 203.663 | 593.277 | -116.891 | -160.971 | 43.606 |
3030906851121997056 | Pup | G5 | 5.431 | 211.506 | 587.397 | -136.592 | -160.408 | 18.545 |
5709888853707243904 | Hya | G8 IV/V | 5.464 | 272.784 | 525.609 | -133.562 | -229.192 | 63.553 |
5708338439232616576 | Pyx | G8 V | 5.524 | 282.014 | 518.066 | -126.631 | -243.905 | 63.257 |
3067313055504650368 | Mon | 5.647 | 227.268 | 573.819 | -153.015 | -160.790 | 48.801 | |
5719710481846206720 | Pup | 5.648 | 270.895 | 526.059 | -137.700 | -229.315 | 42.809 | |
5711639482384759040 | Pup | 5.751 | 234.498 | 564.001 | -119.566 | -201.159 | 14.971 | |
5725065137830644352 | Pup | 5.764 | 253.886 | 542.601 | -144.016 | -204.372 | 44.116 | |
5726533737467300224 | Pup | 5.772 | 280.997 | 516.212 | -156.936 | -224.797 | 61.573 | |
5710043914908600448 | Hya | K0 V | 5.844 | 241.906 | 557.304 | -114.535 | -203.730 | 62.379 |
5711405389488153984 | Pup | 5.855 | 275.493 | 523.293 | -137.534 | -237.691 | 21.870 | |
5707763596512491264 | Pup | 5.906 | 251.990 | 546.095 | -118.874 | -216.962 | 47.870 | |
5707763600810454656 | Pup | 5.981 | 252.182 | 545.904 | -118.971 | -217.124 | 47.904 | |
5712394743792368512 | Pup | 6.073 | 252.352 | 546.360 | -129.243 | -216.153 | 15.877 | |
3037785739462915072 | Mon | 6.148 | 244.249 | 553.225 | -149.245 | -188.109 | 44.671 | |
5696307136333758592 | Pup | 6.26 | 274.308 | 527.224 | -117.688 | -246.120 | 28.532 | |
5720712136937367040 | Pup | 6.411 | 285.722 | 510.992 | -150.069 | -239.654 | 40.943 | |
5720658943760543232 | Pup | 6.437 | 291.209 | 505.592 | -152.774 | -241.618 | 55.483 | |
3037630673960281216 | Mon | 6.494 | 205.903 | 592.627 | -134.182 | -153.481 | 28.854 | |
5714061328544439424 | Pup | 6.531 | 283.786 | 514.130 | -148.819 | -240.343 | 24.835 | |
3030503467794414976 | Pup | 6.646 | 256.278 | 542.315 | -159.870 | -198.944 | 23.179 | |
3054356651006676608 | Mon | 6.678 | 220.028 | 583.360 | -157.277 | -152.461 | 20.710 | |
5723491942845985024 | Pup | 6.75 | 249.626 | 547.502 | -137.180 | -200.969 | 55.701 | |
5700603787252897280 | Pup | 6.766 | 271.260 | 527.782 | -126.958 | -237.782 | 30.308 | |
5727071368590554240 | Pup | 6.77 | 233.606 | 564.103 | -129.903 | -185.398 | 57.628 | |
5715808589958375808 | Pup | 6.915 | 250.839 | 547.406 | -135.541 | -210.475 | 15.679 | |
5721476812910912000 | Pup | 6.934 | 262.335 | 534.239 | -140.171 | -216.368 | 48.499 | |
5714297483024720384 | Pup | 6.996 | 262.273 | 535.767 | -140.450 | -220.657 | 19.154 | |
5711572721411521536 | Pup | 7.051 | 256.433 | 542.475 | -129.280 | -220.827 | 16.598 | |
3063243659888141696 | Hya | 7.054 | 222.712 | 577.573 | -136.866 | -164.041 | 62.900 | |
5728461838482901888 | Hya | 7.233 | 261.633 | 536.469 | -156.609 | -201.070 | 59.094 | |
HIP 39750 | Pup | M0 | 7.593 | 220.213 | 576.382 | -116.834 | -184.219 | 30.069 |
HIP 37972 | Mon | M0 | 7.703 | 201.763 | 596.769 | -131.466 | -150.954 | 25.209 |