Name | Con | Spectral | Abs Mag | Dist (ly) | Δ Center | X | Y | Z |
---|---|---|---|---|---|---|---|---|
HD 187518 | Sgr | K2 III | 0.945 | 451.234 | 32.611 | 400.003 | 19.625 | -207.943 |
HD 187099 | Tel | K0 III | 1.214 | 459.959 | 45.396 | 400.397 | -43.309 | -222.239 |
HD 184732 | Sgr | F3 IV | 1.822 | 477.534 | 19.684 | 429.481 | -18.114 | -208.032 |
HD 184514 | Sgr | G1 V | 2.831 | 462.030 | 44.643 | 421.702 | 34.688 | -185.603 |
HD 186722 | Sgr | F3 V | 2.933 | 480.847 | 27.260 | 425.582 | -13.978 | -223.424 |
HD 182326 | Sgr | F2/3 V | 3.002 | 466.510 | 19.606 | 428.348 | -11.566 | -184.488 |
HD 188315 | Sgr | F2 V | 3.087 | 461.444 | 32.227 | 405.310 | 14.380 | -220.144 |
HD 184988 | Sgr | F5 V | 3.097 | 474.273 | 36.447 | 430.783 | 25.590 | -196.779 |
HD 187684 | Sgr | F2/3 V | 3.17 | 446.854 | 26.998 | 393.878 | 2.785 | -211.061 |
HD 189401 | Sgr | F5 | 3.319 | 451.063 | 43.660 | 392.783 | 22.645 | -220.639 |
HD 184231 | Sgr | G8 IV | 3.408 | 481.624 | 42.282 | 440.101 | 26.629 | -193.851 |
HD 185186 | Sgr | F3 V | 3.697 | 476.396 | 16.575 | 427.982 | -12.153 | -208.937 |
HD 183354 | Sgr | G3 V | 3.726 | 469.782 | 22.964 | 430.452 | 6.368 | -188.100 |
HD 183767 | Sgr | G3 V | 3.815 | 443.108 | 25.283 | 404.739 | 5.738 | -180.310 |
HD 184125 | Sgr | G1 V | 3.868 | 432.268 | 42.289 | 395.054 | 20.103 | -174.347 |
HD 180547 | CrA | F5 V | 4.036 | 446.670 | 44.226 | 408.111 | -44.616 | -176.029 |
HD 184033 | Sgr | G5/8 V + A/F | 4.092 | 479.796 | 35.413 | 438.554 | 19.017 | -193.723 |
HD 185494 | Tel | K0 V | 4.094 | 451.395 | 53.451 | 395.803 | -55.928 | -209.737 |
HD 181790 | Tel | G3 V | 4.251 | 481.094 | 50.974 | 434.827 | -54.737 | -198.499 |
HD 179061 | CrA | G5 V | 4.336 | 475.859 | 51.709 | 437.695 | -50.261 | -179.891 |
HD 185813 | Sgr | G0/2 V | 4.351 | 445.541 | 17.571 | 399.592 | -0.620 | -197.101 |
HD 182603 | Sgr | G8/K1 + A/F | 4.399 | 476.510 | 40.271 | 440.324 | 18.971 | -181.197 |
HD 179582 | CrA | G2/3 V | 4.472 | 470.503 | 48.509 | 431.564 | -49.615 | -180.788 |
HD 185491 | Sgr | G1/2 V | 4.537 | 464.557 | 25.224 | 419.669 | 17.395 | -198.507 |
6744704667550399488 | Sgr | 4.55 | 473.148 | 50.991 | 432.471 | 39.363 | -187.887 | |
6688410668638936960 | Sgr | 4.592 | 468.457 | 28.314 | 414.254 | -29.373 | -216.803 | |
6740893343634788480 | Sgr | 4.668 | 438.277 | 40.300 | 400.242 | 22.749 | -177.169 | |
6689899063786407808 | Sgr | 4.698 | 460.826 | 0.000 | 415.660 | -7.506 | -198.872 | |
6689051683918976896 | Sgr | 4.723 | 443.580 | 27.459 | 399.965 | -28.122 | -189.783 | |
6688673383199048320 | Sgr | K0 | 4.739 | 462.284 | 19.776 | 408.447 | -13.989 | -216.107 |
6689141328475993728 | Sgr | 4.853 | 487.848 | 31.013 | 437.401 | -22.750 | -214.896 | |
6689861920909932544 | Sgr | 4.92 | 487.897 | 27.368 | 438.305 | -7.269 | -214.239 | |
6741712685954595968 | Sgr | 4.988 | 454.752 | 50.775 | 414.762 | 40.403 | -182.078 | |
HIP 97194 | Sgr | K0 | 5.212 | 464.481 | 23.134 | 411.395 | -24.192 | -214.319 |
6737679784679982976 | Sgr | 5.365 | 448.407 | 20.507 | 410.067 | -15.435 | -180.806 | |
6739873138579345408 | Sgr | 5.452 | 440.427 | 32.668 | 397.059 | 17.765 | -189.785 | |
6714339966022896000 | Sgr | 5.603 | 475.715 | 32.341 | 438.274 | -24.672 | -183.385 | |
6692089531467229056 | Sgr | 5.653 | 451.541 | 29.417 | 401.960 | 17.800 | -204.979 | |
6714512524927540096 | Sgr | 5.713 | 472.988 | 26.962 | 436.217 | -13.272 | -182.406 | |
6738751190041917696 | Sgr | 5.751 | 465.124 | 23.111 | 428.397 | 0.207 | -181.197 | |
6689556084877773312 | Sgr | 5.825 | 483.173 | 24.722 | 432.625 | -16.246 | -214.588 | |
6746440555891688448 | Sgr | 6.077 | 448.523 | 51.253 | 396.197 | 39.278 | -206.574 | |
6738830659820343936 | Sgr | 6.195 | 456.052 | 25.209 | 421.310 | -3.783 | -174.589 | |
6713473688299302784 | Sgr | 6.664 | 446.261 | 33.043 | 409.499 | -29.457 | -174.955 |