Name | Con | Spectral | Abs Mag | Dist (ly) | Δ Center | X | Y | Z |
---|---|---|---|---|---|---|---|---|
Nihal | Lep | G5II | -0.592 | 156.282 | 47.251 | -100.718 | -95.802 | -71.415 |
Del Col | Col | G7 II | -0.262 | 216.729 | 40.329 | -98.483 | -177.903 | -74.962 |
HD 32309 | Lep | B9 V | 1.006 | 196.846 | 43.497 | -126.169 | -106.918 | -106.745 |
HD 32667 | Lep | A2 IV | 1.762 | 191.885 | 34.860 | -112.076 | -113.694 | -106.441 |
HD 35736 | Lep | F5 V | 2.419 | 153.320 | 51.509 | -100.860 | -91.575 | -70.330 |
HD 37286 | Col | A2 III/IV | 2.425 | 190.761 | 11.819 | -101.956 | -133.905 | -89.783 |
HD 39891 | Col | F3 V | 2.674 | 176.466 | 22.284 | -93.189 | -130.835 | -73.046 |
HD 35386 | Lep | F6 V | 2.961 | 165.633 | 35.857 | -92.853 | -108.900 | -83.375 |
HD 38827 | Lep | F7 V | 3.253 | 197.186 | 0.000 | -110.048 | -140.358 | -84.077 |
HD 35974 | Col | G1 V | 3.331 | 191.971 | 21.853 | -94.048 | -135.534 | -98.158 |
HD 44642 | CMa | F6 V | 3.394 | 239.142 | 51.291 | -124.161 | -189.198 | -77.278 |
HD 33081 | Lep | F7 V | 3.403 | 174.144 | 49.360 | -118.403 | -91.923 | -88.627 |
HD 37484 | Col | F3 V | 3.412 | 191.901 | 10.323 | -102.832 | -135.166 | -89.325 |
HD 35416 | Col | F3 V | 3.51 | 207.658 | 26.816 | -100.923 | -145.231 | -108.817 |
HD 41172 | Col | F3 V | 3.511 | 176.685 | 23.130 | -97.504 | -131.276 | -66.895 |
HD 40126 | Col | F7 V | 3.517 | 246.576 | 51.012 | -127.346 | -184.909 | -101.917 |
HD 39688 | Lep | F8/G0 V | 3.607 | 177.037 | 40.991 | -124.647 | -110.247 | -60.403 |
HD 45112 | CMa | F6 V | 3.643 | 240.295 | 53.247 | -130.811 | -188.028 | -72.598 |
HD 37688 | Lep | F6 V | 3.647 | 218.768 | 23.548 | -127.957 | -148.599 | -96.955 |
HD 37391 | Lep | F5 V | 3.757 | 198.620 | 12.376 | -118.476 | -132.508 | -88.605 |
HD 34554 | Col | F5 V | 3.842 | 173.368 | 34.662 | -85.108 | -118.351 | -93.832 |
HD 40404 | Col | G3 V | 3.842 | 249.485 | 53.399 | -132.617 | -185.892 | -100.470 |
HD 37548 | Lep | G3 V | 3.857 | 182.013 | 37.584 | -126.687 | -108.696 | -72.534 |
HD 42499 | Lep | G0 V | 3.91 | 183.378 | 22.294 | -105.501 | -136.274 | -62.637 |
HD 38772 | Col | F7 V | 3.922 | 172.560 | 25.268 | -91.875 | -125.113 | -75.369 |
HD 44663 | CMa | F7 V | 3.926 | 223.997 | 38.768 | -121.648 | -174.567 | -70.000 |
HD 38467 | Col | G3/5 V | 3.995 | 233.559 | 37.901 | -120.791 | -170.189 | -104.841 |
HD 38510 | Lep | F5/6 V | 4.057 | 219.772 | 22.660 | -123.113 | -155.194 | -95.153 |
HD 36846 | Lep | F7 V | 4.086 | 170.733 | 29.660 | -101.899 | -112.444 | -78.233 |
HD 44135 | CMa | G1/2 V | 4.17 | 202.942 | 25.257 | -108.693 | -158.090 | -66.143 |
HD 35722 | Lep | F5/7 V | 4.171 | 153.175 | 51.640 | -100.774 | -91.470 | -70.268 |
HD 43575 | Col | F5 V | 4.184 | 217.102 | 40.721 | -94.226 | -177.791 | -81.495 |
HD 40150 | Lep | F6 V | 4.306 | 199.660 | 18.392 | -124.913 | -137.197 | -73.719 |
HD 34796 | Lep | G1 V | 4.316 | 178.750 | 49.251 | -128.227 | -94.698 | -80.863 |
HD 40705 | Col | G3 V | 4.338 | 190.483 | 26.679 | -85.355 | -149.905 | -80.772 |
HD 38949 | Lep | G1 V | 4.556 | 145.255 | 52.529 | -86.589 | -100.358 | -59.397 |
2914421428175876608 | Lep | G1/2 V | 4.586 | 214.211 | 19.035 | -124.604 | -152.623 | -84.036 |
2913272575964428160 | Lep | G3 V | 4.594 | 182.916 | 24.390 | -108.358 | -134.367 | -60.494 |
HD 41291 | Col | G3 V | 4.696 | 244.511 | 50.657 | -124.132 | -187.567 | -95.869 |
2972231722338351360 | Lep | G2 V | 4.717 | 187.968 | 42.081 | -134.504 | -107.091 | -75.955 |
2991589002505304192 | Lep | G5 V | 4.797 | 187.718 | 33.105 | -128.618 | -119.689 | -66.079 |
HD 36152 | Lep | G5 V | 4.803 | 161.022 | 48.888 | -110.753 | -93.514 | -70.104 |
HD 39352 | Col | G8/K0 (V) + (G) | 4.806 | 163.741 | 34.094 | -86.614 | -120.251 | -69.620 |
2913315010241053696 | CMa | G5 | 4.865 | 222.600 | 35.039 | -132.893 | -163.687 | -71.365 |
HD 39503 | Col | G5 IV/V | 4.915 | 210.099 | 17.840 | -106.874 | -156.863 | -90.059 |
HD 36169 | Lep | G8 V | 4.933 | 155.142 | 50.262 | -103.309 | -92.868 | -69.058 |
HIP 26776 | Lep | 4.994 | 233.707 | 36.987 | -133.037 | -161.923 | -103.429 | |
Amadioha | CMa | G8/K0 IV/V | 5.003 | 203.630 | 23.243 | -104.218 | -159.390 | -72.076 |
2923201883219141376 | CMa | 5.003 | 239.234 | 55.687 | -134.023 | -187.038 | -65.445 | |
HD 40620 | Lep | G3 V | 5.118 | 193.149 | 33.030 | -131.836 | -125.830 | -63.947 |
HD 38265 | Lep | G8/K0 V + F/G | 5.178 | 165.135 | 32.521 | -95.743 | -114.114 | -71.260 |
HD 44748 | Col | G6 V | 5.195 | 198.762 | 36.123 | -87.034 | -164.394 | -70.023 |
2908451664149646208 | Lep | K0 | 5.256 | 227.237 | 31.955 | -126.721 | -155.504 | -106.742 |
2904632162618374400 | Col | G2 | 5.283 | 245.308 | 48.531 | -131.617 | -175.967 | -109.016 |
2963998716711139456 | Lep | G5 V | 5.293 | 204.606 | 17.986 | -127.485 | -135.959 | -84.398 |
2910260154621883776 | Col | 5.315 | 232.915 | 37.507 | -128.955 | -172.398 | -88.847 | |
2914093223954419072 | Lep | G8/K0 V | 5.404 | 187.714 | 10.894 | -108.519 | -132.689 | -76.492 |
2915595771015445632 | Lep | G6/8 V | 5.409 | 155.048 | 43.186 | -93.361 | -106.293 | -63.433 |
HD 36745 | Lep | K2 V | 5.438 | 180.197 | 22.174 | -107.737 | -118.342 | -82.799 |
2897084912944077184 | Col | G5 | 5.478 | 229.188 | 38.454 | -115.616 | -178.374 | -85.668 |
2915071376986487552 | Lep | K0 | 5.536 | 214.542 | 19.228 | -126.381 | -147.198 | -91.569 |
2982019677928272000 | Lep | K0 | 5.572 | 193.213 | 38.939 | -131.488 | -108.566 | -90.841 |
HIP 31078 | CMa | 5.577 | 222.821 | 44.090 | -122.902 | -175.591 | -60.896 | |
2892802074635736960 | CMa | G5 | 5.676 | 194.815 | 27.349 | -91.104 | -156.242 | -72.382 |
2972592190355288576 | Eri | G8/K0 V | 5.76 | 183.938 | 44.081 | -108.410 | -102.874 | -107.215 |
2904377595613861248 | Col | K0 | 5.855 | 162.252 | 35.455 | -86.023 | -118.539 | -69.799 |
2964533629117326848 | Lep | G8 V | 5.957 | 161.791 | 39.087 | -99.999 | -104.329 | -72.730 |
HD 30858 | Eri | K0/1 V | 5.965 | 165.329 | 51.342 | -90.890 | -95.409 | -99.840 |
2907176780419897728 | Col | K0 | 6.009 | 193.337 | 11.617 | -102.237 | -136.152 | -91.578 |
2901508729258296704 | Col | 6.196 | 204.571 | 25.127 | -95.016 | -149.818 | -101.851 | |
HIP 23127 | Cae | K 3 V | 6.242 | 161.837 | 48.903 | -87.842 | -97.979 | -94.197 |
2886528742324121088 | Col | 6.305 | 226.261 | 43.900 | -99.334 | -182.606 | -89.321 | |
2897748189037059584 | CMa | 6.339 | 204.428 | 21.528 | -109.258 | -157.486 | -71.059 | |
2888414954520781184 | Col | 6.49 | 207.277 | 29.368 | -91.312 | -158.144 | -98.045 | |
2902862434230929280 | Col | 6.518 | 230.211 | 37.326 | -112.468 | -172.062 | -103.628 | |
4822095027447191040 | Col | 6.624 | 201.082 | 31.408 | -86.641 | -149.410 | -102.961 | |
2906213161556573312 | Col | 6.698 | 179.592 | 26.505 | -92.740 | -122.417 | -93.081 | |
2899410139519369088 | CMa | 6.766 | 229.897 | 41.558 | -125.584 | -177.643 | -74.302 | |
2910249056426952064 | Col | 6.792 | 176.762 | 23.060 | -97.568 | -131.313 | -66.924 | |
2892546640043060352 | Col | 6.877 | 225.857 | 43.473 | -103.732 | -183.295 | -81.549 | |
2905633272252337920 | Col | 6.961 | 187.246 | 16.368 | -96.732 | -132.780 | -89.838 | |
HIP 26614 | Lep | 6.992 | 146.213 | 52.807 | -90.418 | -96.137 | -62.915 | |
2914409196109007616 | Lep | 7.019 | 215.687 | 20.427 | -125.350 | -153.885 | -84.399 | |
4880439581182901248 | Cae | 7.06 | 170.947 | 42.810 | -92.573 | -104.216 | -98.944 | |
2982446872555105024 | Lep | 7.25 | 170.676 | 48.109 | -119.069 | -93.383 | -78.929 | |
4822851457086838144 | Col | 7.258 | 202.225 | 31.593 | -88.646 | -147.507 | -106.190 | |
2917816891884728064 | Lep | 7.286 | 174.598 | 31.220 | -111.037 | -120.722 | -59.825 | |
2963929653636566016 | Lep | 7.306 | 208.888 | 22.654 | -131.109 | -135.072 | -90.534 | |
2910035545012240896 | Col | 7.376 | 236.970 | 43.465 | -129.332 | -179.290 | -85.316 | |
2892390513690830464 | CMa | 7.618 | 183.647 | 34.726 | -87.044 | -150.165 | -59.982 | |
2889916543807416832 | Col | 7.625 | 207.666 | 26.696 | -96.847 | -163.557 | -83.617 | |
2960601569377145472 | Lep | 7.688 | 196.394 | 33.824 | -116.139 | -116.500 | -107.266 | |
2903095358897206784 | Col | 7.703 | 204.450 | 13.728 | -104.078 | -150.718 | -90.820 | |
2979215442241704448 | Eri | 7.896 | 190.492 | 51.797 | -123.669 | -96.511 | -108.052 |