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Table 3

Barycentric Julian dates at mean exposure and the radial velocities determined from cross-correlation with a synthetic template.

BJD RV BJD RV BJD RV BJD RV BJD RV BJD RV
2 456 000+ km s-1 2 456 000+ km s-1 2 456 000+ km s-1 2 456 000+ km s-1 2 456 000+ km s-1 2 456 000+ km s-1

584.431843 –1.835 588.280001 –1.030 593.368450 –2.175 608.547797 –2.671 610.481476 –2.710 613.582355 –2.618
584.439494 –1.296 588.287651 –1.259 593.376100 –1.973 608.555448 –1.945 610.489126 –2.106 613.590005 –2.197
584.447145 –1.319 588.295302 –1.727 593.383751 –2.077 608.563098 –1.106 610.496777 –1.593 613.597656 –1.988
584.454795 –1.640 588.302953 –1.715 593.391402 –2.607 608.570749 –1.274 610.504427 –2.109 613.605306 –2.176
584.462446 –2.106 588.310603 –2.090 593.399052 –2.375 608.578399 –2.145 610.512077 –1.957 617.438123 –1.526
584.496602 –1.696 588.318254 –1.991 593.406703 –2.604 608.586049 –2.591 610.519728 –2.105 617.445762 –1.823
584.504253 –1.687 588.325905 –1.531 593.414353 –2.820 608.593700 –2.474 610.527378 –2.310 617.453401 –1.728
584.511904 –1.950 588.515864 –2.076 593.422004 –2.768 608.601350 –1.934 610.535029 –2.413 617.461039 –2.120
584.519554 –1.547 588.523514 –1.768 593.429655 –2.459 608.609001 –1.810 610.542679 –2.684 1050.274036 –2.765
584.527205 –1.395 588.531165 –2.277 593.437305 –2.362 608.616651 –1.553 610.550329 –2.233 1050.283959 –2.443
584.534856 –1.166 589.307840 –1.312 593.444956 –2.366 608.637148 –1.952 610.557980 –2.568 1054.270023 –3.364
584.542507 –1.583 589.315502 –1.279 593.452606 –2.522 610.198411 –1.570 610.565642 –3.001 1054.280763 –3.864
584.550157 –1.484 590.303906 –1.261 608.256560 –2.507 610.206061 –1.280 610.573292 –3.435 1054.291503 –2.770
584.557808 –1.704 590.311556 –1.582 608.264211 –2.297 610.213712 –1.021 610.580942 –3.364 1054.323849 –2.967
584.565459 –1.575 590.319207 –1.007 608.271861 –2.156 610.221362 –1.372 610.588593 –3.102 1054.334589 –2.798
584.573109 –1.864 590.326858 –1.513 608.279512 –2.051 610.229013 –1.560 610.596243 –2.526 1054.345329 –2.816
584.580760 –1.961 590.334508 –1.405 608.287162 –2.384 610.236663 –1.851 610.603894 –2.373 1054.356057 –1.953
584.588411 –2.373 590.342159 –1.892 608.294813 –2.234 610.244313 –1.846 610.611555 –2.427 1054.366797 –2.585
584.596062 –2.340 590.349810 –1.690 608.302463 –2.185 610.251964 –2.154 610.619206 –3.429 1054.377536 –3.433
584.603712 –2.017 590.357460 –1.312 608.310125 –2.225 610.259614 –1.871 610.626856 –3.291 1054.388276 –2.611
584.611363 –1.986 590.365122 –1.755 608.317776 –1.580 610.267265 –2.287 610.634507 –2.360 1054.399016 –2.714
587.357707 –1.972 590.372773 –1.671 608.325426 –1.674 610.274915 –1.880 610.642157 –1.992 1055.263553 –2.319
587.365358 –1.705 590.380424 –1.380 608.333076 –1.987 610.282565 –1.671 610.649807 –2.393 1055.274293 –2.517
587.373009 –1.572 590.388074 –1.289 608.340727 –1.883 610.290216 –1.646 610.657458 –2.411 1055.285033 –2.570
587.380659 –1.694 590.395725 –1.872 608.348377 –1.979 610.297866 –1.933 610.665108 –2.835 1055.295761 –2.574
587.395961 –1.977 590.403376 –2.545 608.367324 –1.889 610.305517 –1.792 613.406386 –2.041 1055.306501 –2.410
587.403611 –1.907 590.411026 –2.307 608.374974 –2.120 610.313167 –1.717 613.414036 –2.013 1055.317240 –2.670
587.411262 –1.995 590.418677 –1.862 608.382625 –2.588 610.320818 –1.084 613.421698 –2.023 1055.327980 –2.207
587.418913 –2.082 590.426328 –1.531 608.390275 –2.401 610.328468 –1.922 613.429348 –2.067 1055.338720 –2.819
587.426563 –1.559 590.433978 –1.656 608.397926 –3.063 610.336118 –2.070 613.436999 –2.704 1057.263691 –2.862
587.434214 –1.352 590.441629 –1.681 608.405576 –2.276 610.343769 –2.100 613.444649 –2.155 1057.274430 –3.253
587.441865 –1.491 590.449280 –1.691 608.413226 –1.914 610.351419 –1.857 613.452299 –1.813 1062.221896 –3.453
587.449515 –1.732 590.456930 –1.791 608.420877 –2.296 610.359070 –1.848 613.459950 –1.926 1062.232636 –2.205
587.457166 –1.958 590.464581 –1.802 608.433030 –2.092 610.366720 –2.011 613.467600 –2.580 1062.243376 –2.273
587.464817 –1.835 590.472231 –1.067 608.440680 –2.074 610.374370 –2.118 613.475250 –2.174 1062.254116 –3.346
587.472467 –1.909 590.479882 –0.900 608.448330 –1.707 610.382021 –2.257 613.482901 –2.123 1062.264855 –2.710
587.480118 –2.135 590.487533 –2.022 608.455981 –2.251 610.389671 –2.353 613.490551 –1.385 1062.275595 –2.060
587.487769 –1.373 590.495183 –2.405 608.463643 –1.715 610.397322 –1.854 613.498201 –1.548 1062.286335 –1.787
587.495419 –1.874 590.502834 –2.278 608.471293 –1.307 610.404972 –1.851 613.505852 –1.711 1065.311318 –2.505
587.503070 –2.487 590.577141 –2.047 608.478944 –1.893 610.412622 –2.180 613.513502 –1.490 1065.322058 –1.681
587.510721 –2.885 590.584792 –2.278 608.486594 –2.196 610.420273 –2.562 613.521152 –1.891 1065.332798 –1.732
587.518371 –2.189 593.269663 –1.776 608.494244 –2.217 610.427923 –3.028 613.528803 –1.933 1065.343537 –1.883
587.550537 –2.069 593.277314 –2.187 608.501883 –2.106 610.435574 –2.713 613.536453 –1.918 1065.354277 –2.816
588.241747 –1.372 593.284964 –1.888 608.509534 –1.935 610.443224 –2.698 613.544103 –1.885 1065.365017 –2.771
588.249386 –1.418 593.292615 –2.173 608.517196 –1.899 610.450874 –2.258 613.551754 –1.499 1065.375757 –2.557
588.257037 –1.739 593.300265 –2.616 608.524846 –1.763 610.458525 –1.914 613.559404 –2.569 1065.386485 –2.936
588.264699 –1.875 593.307916 –2.258 608.532496 –2.003 610.466175 –2.863 613.567054 –2.606 1065.397225 –2.855
588.272350 –1.181 593.329930 –1.924 608.540147 –3.023 610.473825 –2.625 613.574705 –2.432

Notes. The typical internal error of the Gaussian fit to the cross-correlation functions is 65 m s-1.

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