| Name | Con | Spectral | Abs Mag | Dist (ly) | Δ Center | X | Y | Z |
|---|---|---|---|---|---|---|---|---|
| GJ 321.1 | Vel | G5 III | -0.213 | 232.326 | 574.047 | -30.122 | -230.361 | 0.211 |
| HD 77258 | Vel | G8/K1 III + A | 0.351 | 215.342 | 591.390 | -24.935 | -213.554 | 11.973 |
| HD 79917 | Vel | K1 III | 0.672 | 230.730 | 577.750 | -26.480 | -227.373 | 28.895 |
| HD 74067 | Vel | AP (SICR) | 0.802 | 247.144 | 558.919 | -42.057 | -243.501 | 3.966 |
| HD 70612 | Pup | A4 V | 1.952 | 225.439 | 581.270 | -48.610 | -220.037 | -6.405 |
| HD 75654 | Vel | A2/3 II/III | 2.097 | 234.413 | 571.883 | -38.779 | -230.840 | 12.497 |
| HD 72954 | Pyx | G5 V | 2.245 | 221.988 | 586.868 | -63.302 | -212.015 | 17.867 |
| HD 70764 | Pup | F5 V | 2.35 | 272.528 | 534.316 | -53.125 | -267.069 | -10.908 |
| HD 74558 | Vel | A9 V | 2.356 | 266.769 | 541.896 | -20.246 | -265.689 | -12.775 |
| HD 74822 | Pyx | F0 V | 2.718 | 222.796 | 586.311 | -59.297 | -213.218 | 25.650 |
| HD 76300 | Pyx | F6 V | 2.86 | 262.623 | 545.130 | -53.041 | -255.781 | 27.043 |
| HD 77881 | Pyx | F3/5 V | 3.047 | 229.131 | 578.576 | -37.829 | -224.381 | 26.853 |
| HD 73218 | Vel | F5 V | 3.069 | 247.526 | 558.866 | -36.604 | -244.747 | -5.069 |
| HD 70871 | Pup | F5 V | 3.618 | 265.361 | 541.382 | -55.475 | -259.391 | -7.203 |
| HD 71285 | Pup | G1 V | 3.741 | 217.387 | 590.651 | -61.042 | -208.494 | 7.661 |
| HD 77683 | Vel | G8 III/IV | 3.855 | 280.810 | 526.477 | -31.712 | -278.415 | 18.163 |
| HD 72647 | Vel | G3 V | 3.971 | 250.774 | 555.411 | -46.730 | -246.375 | -1.035 |
| HD 77486 | Vel | G2/3 V | 4.08 | 249.656 | 557.599 | -38.334 | -245.534 | 23.851 |
| HD 74289 | Vel | G0 V | 4.097 | 274.147 | 532.263 | -37.267 | -271.592 | -1.529 |
| HD 74935 | Vel | G0/1 V | 4.149 | 214.578 | 591.540 | -35.705 | -211.447 | 7.571 |
| 5540872750925730560 | Pup | F6 V | 4.151 | 241.347 | 566.801 | -60.181 | -233.295 | -14.039 |
| HD 69238 | Vel | F7/8 V | 4.16 | 239.571 | 568.309 | -40.693 | -235.158 | -20.903 |
| 5525453921407674240 | Vel | F5 V | 4.169 | 217.077 | 589.083 | -32.108 | -214.595 | 6.189 |
| HD 70081 | Pup | G3 IV/V | 4.193 | 287.682 | 519.568 | -60.592 | -280.938 | -12.628 |
| HD 77563 | Vel | F7 V | 4.215 | 241.222 | 565.858 | -34.465 | -237.797 | 21.226 |
| HD 72231 | Vel | G1 V | 4.23 | 247.374 | 560.198 | -30.091 | -245.053 | -15.339 |
| 5526165992630366592 | Vel | F7/8 V | 4.245 | 288.734 | 518.234 | -43.787 | -285.099 | -12.887 |
| HD 78286 | Pyx | G5 V | 4.272 | 238.265 | 569.600 | -36.872 | -233.701 | 28.142 |
| HD 72370 | Vel | K0/2 V + F/G | 4.31 | 289.376 | 517.488 | -42.956 | -285.938 | -11.394 |
| HD 74452 | Pyx | G0 V | 4.341 | 235.036 | 571.749 | -50.633 | -229.036 | 14.776 |
| 5521657651369417216 | Vel | F7 V | 4.599 | 203.554 | 604.045 | -19.005 | -202.329 | -11.579 |
| 5332038075049616000 | Vel | 4.654 | 268.100 | 539.198 | -24.875 | -266.859 | 6.522 | |
| 5542750063955100032 | Pyx | G5 | 4.851 | 250.483 | 557.362 | -65.721 | -241.434 | 11.380 |
| HD 77110 | Pyx | G1 V | 4.893 | 200.816 | 606.815 | -38.993 | -195.482 | 24.304 |
| HD 71966 | Vel | G3 V | 4.896 | 221.951 | 584.341 | -42.773 | -217.759 | -3.336 |
| HD 78372 | Vel | G8 IV/V | 4.937 | 265.494 | 542.083 | -31.257 | -262.651 | 22.835 |
| 5522357181277697920 | Vel | 4.984 | 277.109 | 530.290 | -31.064 | -275.157 | -10.488 | |
| 5626764125386404608 | Pyx | 5.025 | 273.221 | 534.676 | -60.762 | -265.154 | 25.436 | |
| 5542302184765614208 | Pyx | G5 | 5.099 | 275.136 | 532.049 | -65.785 | -266.965 | 9.918 |
| HD 77417 | Vel | G8 IV | 5.104 | 197.080 | 609.874 | -31.251 | -193.623 | 19.294 |
| 5521886796458436608 | Vel | 5.139 | 285.578 | 522.477 | -28.529 | -283.823 | -13.516 | |
| 5638935238073688448 | Pyx | 5.156 | 243.440 | 564.730 | -63.512 | -234.312 | 18.001 | |
| 5529526031442822144 | Vel | 5.165 | 297.854 | 508.522 | -61.286 | -291.447 | 3.974 | |
| HIP 43371 | Vel | G5 | 5.248 | 231.139 | 576.529 | -17.902 | -230.401 | -4.320 |
| HD 78740 | Vel | K0 V | 5.267 | 222.863 | 584.778 | -29.940 | -219.453 | 24.696 |
| 5525007893344621312 | Vel | 5.29 | 223.775 | 582.449 | -31.189 | -221.582 | 1.563 | |
| 5522341719395504384 | Vel | 5.296 | 280.169 | 527.377 | -30.603 | -278.262 | -11.214 | |
| HD 68089 | Pup | G3 V(W) | 5.305 | 235.710 | 572.267 | -47.637 | -229.950 | -20.245 |
| 5523749644026190080 | Vel | 5.337 | 199.165 | 607.586 | -20.591 | -198.084 | -1.961 | |
| 5528927205627720320 | Vel | 5.431 | 254.133 | 552.152 | -44.881 | -249.810 | 12.694 | |
| 5331085756243890688 | Vel | 5.451 | 267.404 | 540.797 | -18.284 | -266.650 | 8.065 | |
| 5428206275464324992 | Vel | 5.479 | 246.759 | 560.747 | -23.871 | -245.027 | 16.750 | |
| 5529170270715532032 | Vel | 5.488 | 255.201 | 551.122 | -48.717 | -250.219 | 11.889 | |
| 5527462935311959424 | Pup | G8 IV | 5.546 | 223.973 | 582.992 | -44.843 | -219.103 | -12.059 |
| 5527159538827184512 | Pup | 5.568 | 260.215 | 546.835 | -46.485 | -255.622 | -14.333 | |
| 5537925196465380864 | Pup | 5.572 | 210.404 | 597.977 | -54.799 | -202.580 | -15.055 | |
| 5528148858772862208 | Vel | 5.58 | 243.164 | 563.330 | -51.878 | -237.553 | -1.729 | |
| 5639248766380011264 | Pyx | 5.816 | 229.060 | 579.704 | -57.415 | -220.162 | 26.419 | |
| 5331325449778763776 | Vel | 5.914 | 272.616 | 535.603 | -18.737 | -271.955 | 2.476 | |
| HIP 45139 | Vel | K5V | 5.953 | 261.134 | 547.221 | -20.064 | -259.683 | 18.726 |
| 5427809725420468864 | Vel | 5.989 | 293.694 | 515.153 | -24.848 | -291.578 | 24.862 | |
| 5329299466479262848 | Vel | 5.997 | 290.005 | 519.777 | -21.343 | -288.541 | -19.721 | |
| 5626808758687163008 | Pyx | 6.105 | 249.029 | 558.869 | -56.708 | -241.264 | 24.249 | |
| 5620492407980247680 | Vel | 6.12 | 259.215 | 547.778 | -28.296 | -257.346 | 12.757 | |
| 5523546131295993984 | Vel | 6.181 | 240.878 | 565.580 | -33.957 | -238.411 | -5.272 | |
| 5621441149078347776 | Vel | 6.222 | 261.141 | 546.121 | -39.121 | -257.064 | 24.080 | |
| 5529147284051885952 | Vel | 6.314 | 259.078 | 547.242 | -51.194 | -253.755 | 10.304 | |
| 5525149459764729216 | Vel | 6.373 | 292.642 | 513.626 | -43.792 | -289.337 | -1.592 | |
| 5627051132281558144 | Pyx | 6.4 | 233.468 | 574.451 | -56.319 | -225.529 | 21.666 | |
| 5537963855477691136 | Pup | 6.455 | 209.310 | 599.457 | -55.790 | -201.032 | -16.783 | |
| 5530403441729903616 | Pyx | 6.483 | 244.463 | 562.526 | -56.827 | -237.436 | 12.400 | |
| 5540077769658457728 | Pup | 6.493 | 269.010 | 538.068 | -59.910 | -262.121 | -8.145 | |
| 5526591537990695680 | Vel | 6.519 | 278.571 | 527.960 | -44.246 | -274.907 | -8.217 | |
| 5540071687984802304 | Pup | 6.53 | 295.964 | 511.240 | -65.252 | -288.526 | -9.282 | |
| 5530349325139445760 | Pyx | 6.532 | 229.425 | 577.475 | -52.556 | -222.953 | 12.798 | |
| 5332136206464091776 | Vel | 6.678 | 242.443 | 564.750 | -22.447 | -241.235 | 8.895 | |
| 5329785725496822400 | Vel | 6.686 | 266.462 | 542.009 | -19.921 | -265.521 | -10.088 | |
| 5622817394038239488 | Vel | 6.695 | 210.993 | 596.747 | -27.928 | -207.653 | 24.833 | |
| 5539580687319404288 | Pup | 6.739 | 211.794 | 595.016 | -43.746 | -206.996 | -9.712 | |
| 5528927209925077504 | Vel | 6.823 | 256.345 | 549.942 | -45.272 | -251.986 | 12.803 | |
| 5527081331755915776 | Pup | 6.886 | 221.572 | 585.365 | -37.740 | -217.930 | -13.217 | |
| HIP 44914 | Vel | K5V | 6.906 | 223.948 | 583.806 | -30.694 | -220.325 | 25.796 |
| 5626479008279986048 | Pyx | 6.951 | 230.871 | 576.156 | -53.815 | -224.101 | 13.457 | |
| 5427384734121481472 | Vel | 6.996 | 271.751 | 536.597 | -21.606 | -270.224 | 18.908 | |
| 5526285942477500800 | Pup | 7.026 | 270.935 | 536.437 | -44.323 | -266.719 | -17.285 | |
| 5534821623041928704 | Pup | 7.031 | 244.194 | 564.241 | -59.459 | -236.173 | -17.742 | |
| 5332130399668429952 | Vel | 7.161 | 293.056 | 514.596 | -26.342 | -291.682 | 10.336 | |
| 5521308041026430720 | Pup | 7.235 | 199.015 | 608.196 | -35.599 | -195.205 | -15.284 | |
| 5540623058706834816 | Pup | 7.334 | 222.924 | 584.734 | -53.887 | -215.966 | -12.157 | |
| 5522595225543308032 | Vel | 7.432 | 229.171 | 578.534 | -25.698 | -227.206 | -15.331 | |
| 5640708647248169600 | Pyx | 7.525 | 207.693 | 602.274 | -63.703 | -196.483 | 21.678 | |
| 5626873007093348352 | Pyx | 7.686 | 210.594 | 597.359 | -46.424 | -203.891 | 24.916 |