| Name | Con | Spectral | Abs Mag | Dist (ly) | Δ Center | X | Y | Z |
|---|---|---|---|---|---|---|---|---|
| HD 69142 | Pup | K1 II/III | -0.476 | 310.951 | 19.061 | -67.961 | -302.928 | -17.372 |
| HD 67078 | Pup | F3 IV/V | 2.054 | 267.103 | 39.407 | -88.250 | -252.048 | -4.830 |
| HD 71381 | Pup | F0 IV | 2.263 | 305.354 | 32.232 | -94.336 | -289.837 | 18.158 |
| HD 70764 | Pup | F5 V | 2.35 | 272.528 | 29.715 | -53.125 | -267.069 | -10.908 |
| HD 72300 | Pyx | A9 V | 2.631 | 254.192 | 49.595 | -70.944 | -243.625 | 14.964 |
| HD 74556 | Vel | F5/6 V | 2.789 | 320.285 | 35.472 | -57.450 | -314.873 | 11.511 |
| HD 67780 | Pup | A5 II | 2.823 | 315.336 | 22.094 | -89.890 | -302.039 | -11.150 |
| HD 67099 | Pup | F6 V | 2.824 | 299.633 | 23.297 | -95.985 | -283.737 | -7.455 |
| GJ 3489A | Pup | G8/K0 V | 2.832 | 254.132 | 44.630 | -70.580 | -244.122 | -1.640 |
| 5545207128839512192 | Pup | F2 IV | 2.947 | 302.179 | 19.787 | -90.522 | -287.867 | -15.701 |
| 5545551860095819776 | Pup | K1 III | 3.151 | 285.817 | 28.062 | -91.860 | -270.149 | -16.376 |
| 5541054376504944000 | Pup | F2 V | 3.169 | 336.985 | 40.846 | -88.621 | -324.668 | -17.044 |
| HD 70870 | Pup | F5 V | 3.581 | 291.937 | 16.964 | -80.928 | -280.408 | 6.645 |
| 5545699366455214720 | Pup | F7 V | 3.598 | 268.606 | 35.480 | -84.049 | -254.907 | -10.182 |
| HD 70871 | Pup | F5 V | 3.618 | 265.361 | 34.055 | -55.475 | -259.391 | -7.203 |
| HD 69669 | Pup | F3 V | 3.856 | 282.013 | 28.581 | -88.617 | -267.653 | 5.982 |
| HD 65355 | Pup | G0/1 V | 3.976 | 263.202 | 40.420 | -78.273 | -250.548 | -19.249 |
| HD 66889 | Pup | G0 V | 3.998 | 284.297 | 20.868 | -83.072 | -271.550 | -13.397 |
| HD 64341 | Pup | F6 V | 4.038 | 270.317 | 42.557 | -94.059 | -252.868 | -16.648 |
| HD 73526 | Vel | G6 V | 4.061 | 315.704 | 32.391 | -51.082 | -311.535 | -0.988 |
| HD 65849 | Pup | G3 V | 4.092 | 248.291 | 54.293 | -58.527 | -239.928 | -25.589 |
| 5541457244440967296 | Pup | F8 | 4.093 | 334.524 | 37.518 | -88.943 | -322.334 | -9.550 |
| HD 70326 | Pup | G0 V | 4.184 | 286.139 | 21.219 | -83.159 | -273.725 | 5.453 |
| HD 70081 | Pup | G3 IV/V | 4.193 | 287.682 | 16.049 | -60.592 | -280.938 | -12.628 |
| 5528758194369623040 | Vel | F6 V | 4.272 | 306.442 | 28.829 | -52.392 | -301.799 | 8.676 |
| 5526420460852390400 | Pup | A0 V | 4.316 | 337.105 | 48.047 | -55.737 | -332.063 | -16.191 |
| HIP 39989 | Pup | G0 | 4.423 | 288.994 | 21.146 | -89.174 | -274.862 | -3.379 |
| 5541305065158444416 | Pup | 4.574 | 301.817 | 6.179 | -76.240 | -292.013 | -2.109 | |
| 5545313059912050432 | Pup | 4.637 | 286.273 | 23.888 | -88.951 | -271.789 | -12.871 | |
| 5542166528214398464 | Pyx | 4.684 | 320.480 | 26.630 | -80.145 | -310.196 | 7.569 | |
| 5546537739765203840 | Pup | 4.688 | 276.413 | 28.322 | -84.929 | -263.026 | -1.841 | |
| 5527219668364239360 | Pup | 4.689 | 323.429 | 35.180 | -56.389 | -318.129 | -14.731 | |
| 5638585318497546240 | Pyx | 4.769 | 315.934 | 30.614 | -79.002 | -305.315 | 18.740 | |
| 5541348461509232384 | Pup | 4.844 | 337.867 | 40.469 | -87.865 | -326.161 | -6.858 | |
| 5542750063955100032 | Pyx | G5 | 4.851 | 250.483 | 50.728 | -65.721 | -241.434 | 11.380 |
| 5539176616800094976 | Pup | 4.867 | 306.768 | 30.907 | -92.888 | -290.831 | -29.853 | |
| 5541067158327484288 | Pup | 5.005 | 329.747 | 34.066 | -87.377 | -317.500 | -16.895 | |
| 5542302184765614208 | Pyx | G5 | 5.099 | 275.136 | 27.830 | -65.785 | -266.965 | 9.918 |
| 5547179034231950336 | Pup | 5.128 | 310.063 | 31.526 | -97.570 | -294.012 | 13.077 | |
| 5541531113568109952 | Pup | 5.153 | 298.093 | 8.853 | -81.677 | -286.568 | -7.907 | |
| 5529526031442822144 | Vel | 5.165 | 297.854 | 15.920 | -61.286 | -291.447 | 3.974 | |
| 5587347080206884992 | Pup | 5.174 | 290.475 | 32.464 | -93.447 | -273.715 | -26.812 | |
| 5541381721737028992 | Pup | 5.255 | 341.716 | 44.437 | -89.745 | -329.675 | -4.935 | |
| 5542112312851144192 | Pyx | 5.278 | 286.002 | 15.610 | -69.697 | -277.339 | 4.248 | |
| 5529170270715532032 | Vel | 5.488 | 255.201 | 48.849 | -48.717 | -250.219 | 11.889 | |
| 5539701255640836992 | Pup | 5.544 | 339.273 | 42.810 | -74.851 | -330.644 | -13.175 | |
| 5595938286119228288 | Pup | 5.57 | 267.636 | 45.201 | -95.914 | -249.851 | 0.012 | |
| 5529396289070860672 | Vel | 5.597 | 320.480 | 27.225 | -65.234 | -313.764 | -0.085 | |
| 5626499074366892416 | Pyx | 5.602 | 294.773 | 23.956 | -70.086 | -285.781 | 17.459 | |
| 5544060475655058944 | Pup | 5.843 | 297.563 | 15.896 | -82.957 | -285.173 | -18.263 | |
| 5546992667013985792 | Pup | 5.901 | 314.102 | 32.614 | -96.355 | -298.598 | 14.467 | |
| 5540506781050634240 | Pup | 6.094 | 297.662 | 0.000 | -73.207 | -288.447 | -6.143 | |
| 5533720943186859008 | Pup | 6.113 | 341.723 | 47.691 | -74.146 | -332.721 | -23.844 | |
| 5529147284051885952 | Vel | 6.314 | 259.078 | 44.256 | -51.194 | -253.755 | 10.304 | |
| 5537972307973265280 | Pup | 6.326 | 283.647 | 24.397 | -76.249 | -272.140 | -24.033 | |
| 5541408591049939840 | Pup | 6.451 | 340.854 | 43.615 | -88.612 | -328.934 | -11.219 | |
| 5539861578183110144 | Pup | 6.457 | 320.604 | 25.302 | -71.203 | -312.255 | -14.472 | |
| 5533645042525135488 | Pup | 6.468 | 328.515 | 38.572 | -71.561 | -319.282 | -29.257 | |
| 5540077769658457728 | Pup | 6.493 | 269.010 | 29.562 | -59.910 | -262.121 | -8.145 | |
| 5540071687984802304 | Pup | 6.53 | 295.964 | 8.553 | -65.252 | -288.526 | -9.282 | |
| 5587828253983891200 | Pup | 6.683 | 279.373 | 40.872 | -97.218 | -260.777 | -24.262 | |
| 5530017616223737600 | Vel | 6.797 | 308.274 | 24.996 | -64.033 | -301.251 | 13.267 | |
| 5541317331584942464 | Pup | 6.897 | 343.379 | 45.940 | -88.020 | -331.875 | -3.892 | |
| 5546800492996192000 | Pup | 6.953 | 313.727 | 28.427 | -93.986 | -299.140 | 10.043 | |
| 5544696607545218560 | Pup | 6.983 | 255.586 | 43.668 | -73.064 | -244.892 | -3.000 | |
| 5542036034234834176 | Pup | 7.044 | 333.990 | 36.644 | -82.304 | -323.676 | -1.788 | |
| 5586908924823401344 | Pup | 7.385 | 258.266 | 50.827 | -80.189 | -243.741 | -29.294 | |
| 5543611664447281920 | Pyx | 7.505 | 277.099 | 29.692 | -78.047 | -265.592 | 12.183 | |
| 5640074637049444608 | Pyx | 7.654 | 250.705 | 55.052 | -73.372 | -239.035 | 18.129 |