| Name | Con | Spectral | Abs Mag | Dist (ly) | Δ Center | X | Y | Z |
|---|---|---|---|---|---|---|---|---|
| Pi For | For | G8 III | 0.6 | 289.306 | 573.303 | -52.334 | -57.470 | -278.664 |
| HD 12296 | Phe | K1 III | 0.778 | 296.312 | 570.671 | -10.353 | -102.781 | -277.724 |
| HD 9525 | Scl | K1/2 III | 0.918 | 267.756 | 595.661 | -6.901 | -60.348 | -260.777 |
| HD 7259 | Scl | F5 IV | 2.06 | 256.694 | 609.434 | -7.738 | -25.131 | -255.345 |
| HD 11459 | For | F6 V | 2.756 | 280.744 | 581.815 | -20.834 | -75.317 | -269.650 |
| HD 12600 | Phe | F6 V | 3.348 | 260.477 | 604.341 | -15.581 | -87.127 | -244.979 |
| HD 11511 | Phe | F3 V | 3.64 | 252.043 | 611.824 | -11.232 | -76.213 | -239.981 |
| HD 11581 | For | F7 V | 3.658 | 264.193 | 597.485 | -31.786 | -58.836 | -255.588 |
| HD 11597 | For | F5 V | 3.673 | 257.485 | 604.207 | -32.580 | -55.723 | -249.262 |
| HD 12068 | For | G3 V | 3.736 | 261.914 | 600.969 | -48.420 | -45.944 | -253.263 |
| HD 13361 | Phe | G3 IV | 3.8 | 250.884 | 614.857 | -16.511 | -90.217 | -233.520 |
| HD 13410 | For | F5 V | 3.949 | 266.435 | 596.915 | -30.950 | -83.274 | -251.189 |
| HD 13753 | Phe | K1 IV | 3.999 | 281.580 | 583.946 | -25.616 | -98.729 | -262.458 |
| HD 11277 | For | G1 V | 4.142 | 239.327 | 622.620 | -20.698 | -58.574 | -231.124 |
| HD 11124 | For | F6 V | 4.185 | 268.238 | 596.521 | -50.748 | -31.526 | -261.498 |
| HD 14926 | For | G0 V | 4.207 | 283.200 | 582.265 | -39.993 | -98.783 | -262.381 |
| HD 15063 | For | F7 V | 4.215 | 294.003 | 570.722 | -54.038 | -92.366 | -273.834 |
| HD 9084 | Scl | F8/G0 V | 4.239 | 272.606 | 590.729 | -18.141 | -41.258 | -268.855 |
| HD 11523 | For | G0 V | 4.342 | 254.066 | 609.629 | -47.818 | -35.975 | -246.915 |
| HD 13350 | For | G8 IV (+ F) | 4.363 | 268.437 | 594.376 | -52.374 | -61.375 | -256.020 |
| HD 8878 | Scl | F7/8 V | 4.385 | 268.174 | 595.629 | -19.370 | -35.474 | -265.109 |
| HD 11828 | For | G5 V | 4.656 | 273.035 | 591.486 | -56.037 | -37.915 | -264.514 |
| HD 7514 | Scl | G5 V | 4.7 | 249.691 | 616.352 | -12.948 | -20.761 | -248.489 |
| HD 12585 | For | G3 V | 4.711 | 258.905 | 603.704 | -48.446 | -51.715 | -249.014 |
| HD 7310 | Scl | G5 V | 4.801 | 261.378 | 605.181 | -11.280 | -21.811 | -260.223 |
| HD 13889 | Phe | F8 IV | 4.834 | 286.202 | 581.176 | -20.752 | -106.818 | -264.711 |
| 5042466535228097920 | Cet | G6 V | 5.177 | 271.521 | 598.174 | -50.864 | -8.941 | -266.561 |
| HD 12256 | For | K1 IV | 5.279 | 241.882 | 621.981 | -51.242 | -37.426 | -233.406 |
| 5022957900417131904 | Scl | G3 V | 5.331 | 270.066 | 593.141 | -27.429 | -37.363 | -266.056 |
| 4970659836001709312 | For | G2 | 5.341 | 267.609 | 595.390 | -49.633 | -71.774 | -252.978 |
| HD 13377 | Phe | G6 V | 5.364 | 264.627 | 603.022 | -12.368 | -100.093 | -244.657 |
| HD 8462 | Scl | G8/K0 V | 5.401 | 243.876 | 621.830 | -24.578 | -17.517 | -242.000 |
| HIP 7844 | Scl | G0 | 5.416 | 261.929 | 602.433 | -40.966 | -28.705 | -257.107 |
| 4963664227628313088 | For | G8 V | 5.438 | 251.991 | 613.084 | -30.937 | -89.433 | -233.546 |
| 5035987113205881344 | Scl | G3 V | 5.565 | 247.600 | 617.142 | -33.684 | -22.784 | -244.237 |
| 5038990497936172288 | Cet | G8 (III) | 5.577 | 254.710 | 611.916 | -47.160 | -18.000 | -249.656 |
| 4969926564824406656 | For | G6 V | 5.622 | 258.755 | 604.622 | -46.345 | -75.822 | -243.015 |
| 5042490655764695552 | Cet | K2 | 5.682 | 255.874 | 612.849 | -50.732 | -10.710 | -250.560 |
| 4964791398846266752 | For | 5.707 | 296.507 | 567.666 | -38.336 | -95.806 | -277.969 | |
| 5020692769023977216 | For | 5.73 | 238.004 | 624.127 | -37.506 | -44.202 | -230.836 | |
| 5028823142115887616 | Scl | 5.848 | 240.828 | 623.982 | -13.082 | -25.349 | -239.133 | |
| 4970254837765534208 | For | 5.902 | 270.993 | 591.902 | -47.809 | -74.008 | -256.267 | |
| 4956726687214175872 | Phe | 5.997 | 284.763 | 582.617 | -8.634 | -101.354 | -265.977 | |
| 5014977267065503104 | Scl | 6.095 | 261.827 | 601.089 | -12.656 | -49.078 | -256.876 | |
| 5063243387985336576 | For | 6.111 | 255.565 | 609.444 | -53.571 | -80.668 | -236.505 | |
| 4953387642199217536 | For | 6.125 | 295.508 | 571.386 | -48.895 | -106.371 | -271.328 | |
| 4962290525288969984 | For | 6.28 | 283.814 | 579.475 | -13.788 | -77.289 | -272.742 | |
| 4965847033087949568 | For | 6.583 | 266.554 | 599.668 | -49.706 | -93.837 | -244.485 | |
| 4967805916131739904 | For | 6.619 | 264.749 | 598.012 | -25.533 | -77.404 | -251.889 | |
| 4969108386437137408 | For | 6.645 | 256.944 | 604.913 | -27.826 | -64.563 | -247.139 | |
| HIP 7526 | Scl | 6.676 | 284.643 | 578.780 | -8.896 | -68.329 | -276.179 | |
| 5018581431821887360 | For | 6.89 | 264.970 | 596.890 | -29.173 | -51.546 | -258.263 | |
| 4966782030288099328 | For | 6.903 | 267.395 | 596.450 | -45.146 | -83.189 | -250.082 | |
| 4967836290140396032 | For | 6.96 | 285.987 | 576.786 | -26.788 | -82.267 | -272.587 | |
| 5021758436310027136 | Scl | 6.975 | 264.123 | 598.096 | -30.827 | -45.039 | -258.423 | |
| 4963115708764843136 | Phe | 7.037 | 277.714 | 588.816 | -25.837 | -102.330 | -256.879 | |
| 4964936912336157568 | For | 7.138 | 278.286 | 585.602 | -40.575 | -88.631 | -260.654 | |
| 5024106993146759296 | For | 7.142 | 267.329 | 595.708 | -44.842 | -41.158 | -260.305 | |
| 5028394813617673600 | Scl | 7.152 | 238.980 | 625.504 | -9.125 | -29.688 | -236.953 | |
| 5036678048888686848 | Scl | 7.17 | 247.068 | 618.996 | -27.245 | -16.176 | -245.025 | |
| 5022024037087137536 | Scl | 7.186 | 248.700 | 613.771 | -27.120 | -39.226 | -244.084 | |
| 5039000874577238272 | Cet | 7.248 | 252.597 | 613.818 | -48.519 | -19.365 | -247.130 | |
| 4968135082425213056 | For | 7.431 | 260.252 | 602.443 | -32.334 | -76.469 | -246.652 | |
| 5012141729655315840 | Scl | 7.502 | 237.436 | 624.447 | -20.383 | -51.149 | -230.964 | |
| 4968504965008810368 | For | 7.51 | 271.930 | 590.765 | -40.497 | -77.498 | -257.485 | |
| 4956984041654841728 | Phe | 7.521 | 270.142 | 596.529 | -20.135 | -99.944 | -250.165 | |
| 4953548755012272384 | For | 7.657 | 275.572 | 593.108 | -51.217 | -106.175 | -249.083 | |
| 5019319479001069824 | For | 7.926 | 289.481 | 572.655 | -47.540 | -67.350 | -277.493 |