Name | Con | Spectral | Abs Mag | Dist (ly) | Δ Center | X | Y | Z |
---|---|---|---|---|---|---|---|---|
Phact | Col | B7IV | -2.065 | 286.082 | 651.660 | -129.746 | -214.361 | -138.034 |
HD 34310 | Lep | B9 V | 0.442 | 273.605 | 661.162 | -151.610 | -175.779 | -144.811 |
HD 32436 | Lep | K1 III | 0.762 | 230.666 | 704.682 | -128.355 | -139.872 | -131.011 |
HD 37192 | Col | K0 III | 0.911 | 304.248 | 632.603 | -142.517 | -223.236 | -149.715 |
HD 36874 | Col | K0 III | 0.999 | 290.865 | 646.994 | -126.836 | -216.404 | -147.237 |
HD 32890 | Lep | K2 III | 1.291 | 249.573 | 685.694 | -139.791 | -152.833 | -139.217 |
HD 34324 | Lep | A3 V | 2.189 | 267.630 | 668.935 | -163.551 | -162.045 | -136.425 |
HD 34104 | Col | A4 V | 2.521 | 276.177 | 659.026 | -131.874 | -188.293 | -153.048 |
HD 34295 | Col | A3/5 II | 2.579 | 267.636 | 666.937 | -142.873 | -175.082 | -143.378 |
HD 35994 | Lep | A3 III + (G) | 2.628 | 271.536 | 663.626 | -153.035 | -180.720 | -132.840 |
HD 34088 | Col | A V + (F/G) | 2.78 | 286.757 | 648.419 | -137.627 | -195.091 | -158.817 |
HD 30369 | Eri | F3/5 V | 3.063 | 254.021 | 683.731 | -142.211 | -141.687 | -155.637 |
HD 37627 | Col | F3 V | 3.287 | 281.826 | 654.109 | -150.173 | -199.498 | -130.644 |
HD 33283 | Lep | G3/5 V | 3.288 | 292.266 | 642.803 | -161.481 | -182.539 | -161.294 |
HD 30447 | Eri | F3 V | 3.326 | 261.932 | 675.419 | -142.612 | -149.480 | -161.001 |
HD 31193 | Eri | F5 V | 3.355 | 252.544 | 684.014 | -140.602 | -146.357 | -150.280 |
HD 37705 | Col | F3/5 V | 3.382 | 298.493 | 637.699 | -155.208 | -213.797 | -138.894 |
HD 33889 | Lep | F7 V | 3.766 | 266.837 | 668.066 | -148.975 | -168.676 | -143.358 |
HD 38076 | Col | G3 V | 4.005 | 300.855 | 635.871 | -152.146 | -219.174 | -139.003 |
HD 30984 | Cae | F5 V | 4.019 | 266.456 | 670.025 | -141.398 | -157.795 | -161.557 |
4825917101662188928 | Col | G0 V | 4.088 | 302.236 | 634.535 | -132.980 | -211.018 | -170.671 |
HD 34458 | Col | F7 V | 4.111 | 268.644 | 665.928 | -139.179 | -178.923 | -144.153 |
2908684348300483328 | Lep | F6 V | 4.15 | 290.693 | 645.019 | -164.309 | -196.957 | -136.773 |
HD 37907 | Col | G3 V | 4.205 | 303.627 | 632.965 | -153.298 | -220.626 | -141.445 |
HD 34483 | Col | G5 V | 4.298 | 316.083 | 618.547 | -161.777 | -211.776 | -169.942 |
HIP 26731 | Col | G0 | 4.365 | 313.668 | 622.884 | -169.802 | -222.026 | -142.307 |
2904946489801654144 | Col | G2 V | 4.389 | 336.241 | 599.286 | -163.355 | -236.781 | -174.065 |
2890222139320503040 | Col | K0 (III) + (G) | 4.429 | 304.005 | 636.902 | -139.363 | -236.315 | -130.942 |
2960974784855493504 | Lep | G2 V | 4.506 | 274.282 | 663.197 | -165.930 | -156.297 | -152.521 |
HD 33907 | Col | G3/5 V | 4.509 | 279.006 | 656.805 | -127.852 | -191.991 | -156.950 |
2903072647110156672 | Col | 4.554 | 317.657 | 620.482 | -160.174 | -235.576 | -140.522 | |
2906389289575462784 | Col | 4.661 | 337.323 | 597.328 | -173.981 | -228.130 | -177.388 | |
HD 34217 | Col | G5 V | 4.668 | 308.953 | 629.043 | -129.663 | -219.701 | -174.258 |
HD 40539 | Col | G3 V | 4.723 | 305.332 | 635.646 | -144.064 | -236.687 | -128.242 |
HD 32180 | Cae | G3/5 V | 4.777 | 254.660 | 680.673 | -135.668 | -156.828 | -147.804 |
2961998601980556544 | Lep | G6 V | 4.871 | 259.759 | 677.179 | -161.455 | -157.962 | -128.257 |
HIP 25176 | Col | K0 | 4.988 | 280.489 | 654.671 | -136.554 | -196.002 | -146.988 |
HD 30628 | Eri | G3 V | 5.02 | 278.882 | 658.309 | -150.018 | -161.606 | -170.727 |
2901546043934119936 | Col | 5.045 | 316.992 | 619.634 | -146.918 | -230.006 | -161.214 | |
4827187346831383808 | Col | K0 | 5.145 | 304.253 | 631.320 | -143.640 | -204.739 | -173.242 |
2955781619637651712 | Col | K0 | 5.36 | 274.710 | 660.178 | -148.690 | -173.272 | -152.736 |
2906268068418540672 | Col | G2 | 5.466 | 280.314 | 654.363 | -142.616 | -190.233 | -148.464 |
HIP 25085 | Col | 5.487 | 320.622 | 614.925 | -153.001 | -224.967 | -169.624 | |
2954574905626555264 | Col | F5 | 5.522 | 286.544 | 648.009 | -151.092 | -189.733 | -152.555 |
4876845616972144512 | Cae | 5.641 | 273.283 | 661.764 | -138.662 | -175.475 | -157.036 | |
2902325872556576640 | Col | G2 | 5.811 | 301.326 | 634.969 | -147.817 | -218.626 | -145.409 |
2959109806975843072 | Lep | 6.033 | 294.133 | 641.486 | -166.677 | -178.943 | -163.420 | |
2959903276414139008 | Lep | 6.253 | 284.447 | 651.655 | -168.354 | -171.717 | -151.900 | |
2961433109405517056 | Lep | 6.263 | 277.287 | 659.137 | -167.293 | -166.889 | -145.057 | |
2956114943460590720 | Lep | 6.285 | 291.229 | 643.696 | -163.710 | -186.758 | -152.075 | |
2905882036757974528 | Col | 6.46 | 303.396 | 631.750 | -158.097 | -211.129 | -149.907 | |
4881248959179539840 | Eri | 6.546 | 287.698 | 649.575 | -155.992 | -166.445 | -175.291 | |
4876166977779532160 | Col | 6.686 | 295.944 | 638.763 | -151.737 | -194.072 | -163.979 | |
2908581440883656192 | Lep | 6.706 | 315.962 | 619.239 | -175.810 | -211.998 | -154.831 | |
4826446860109481856 | Col | 6.72 | 331.525 | 604.085 | -158.874 | -233.365 | -173.784 | |
4827751533735133312 | Col | 6.785 | 316.486 | 618.359 | -157.383 | -213.431 | -172.726 | |
2906081151441516672 | Col | 6.798 | 300.912 | 633.814 | -152.812 | -205.095 | -158.512 | |
4879337526933647872 | Eri | 6.841 | 272.779 | 664.731 | -139.707 | -159.637 | -171.467 | |
4880395738156299776 | Cae | 6.846 | 245.700 | 689.471 | -132.710 | -151.675 | -140.525 | |
2959152206892983680 | Lep | 6.875 | 232.351 | 703.095 | -128.408 | -140.301 | -133.454 | |
2906724773763787776 | Col | 6.912 | 270.497 | 664.404 | -143.777 | -185.544 | -134.407 | |
2959409561333162752 | Lep | 7.013 | 269.477 | 666.443 | -155.624 | -161.056 | -149.848 | |
2959366714739479424 | Lep | 7.048 | 267.209 | 668.561 | -152.147 | -160.318 | -150.144 | |
4826663979296418816 | Col | 7.092 | 296.837 | 638.548 | -141.116 | -206.347 | -160.038 | |
2900656848263249920 | Col | 7.279 | 280.581 | 656.702 | -126.129 | -208.187 | -139.533 | |
4877076858010623616 | Col | 7.279 | 272.007 | 662.921 | -143.469 | -172.302 | -153.981 | |
2957058461876001408 | Lep | 7.345 | 268.436 | 666.890 | -154.731 | -175.006 | -132.220 | |
2959385475156624768 | Lep | 7.385 | 302.943 | 633.246 | -173.295 | -180.604 | -170.640 |