Open Access
Table B.1.
Mode, 16 and 84 percentiles of each parameter posterior distribution.
| Parameter | Mode | p16% | p84% |
|---|---|---|---|
| Field fraction | 0.967626 | 0.966728 | 0.968706 |
| Cs fraction | 0.901310 | 0.893141 | 0.913867 |
| Cs PM fraction 1 | 0.001348 | 0.001348 | 0.001349 |
| Cs PM fraction 2 | 0.554420 | 0.526243 | 0.564641 |
| Cs PM fraction 3 | 0.226456 | 0.176031 | 0.253682 |
| Bs PM fraction 1 | 0.104137 | 0.103853 | 0.104189 |
| Colour fraction 1 | 0.086417 | 0.076100 | 0.096909 |
| Colour fraction 2 | 0.535425 | 0.355132 | 0.568704 |
| Colour fraction 3 | 0.255825 | 0.237339 | 0.295576 |
| Colour fraction 4 | 0.045698 | 0.021080 | 0.202029 |
| Mean colour 1 | 1.296733 | 1.239353 | 1.338206 |
| Mean colour 2 | 3.286141 | 3.110532 | 3.324626 |
| Mean colour 3 | 3.349153 | 3.328641 | 3.363734 |
| Mean colour 4 | 3.778554 | 3.665767 | 3.883132 |
| Mean colour 5 | 5.672365 | 5.470019 | 5.756913 |
| Variance colour 1 | 0.091936 | 0.078186 | 0.173507 |
| Variance colour 2 | 0.358799 | 0.301102 | 0.434674 |
| Variance colour 3 | 0.026534 | 0.026429 | 0.026586 |
| Variance colour 4 | 0.270303 | 0.269459 | 0.271854 |
| Variance colour 5 | 0.311564 | 0.276107 | 0.461157 |
| Mean PM Cs[1,1] | 16.271646 | 16.200754 | 16.354460 |
| Mean PM Cs[1,2] | −39.547045 | −39.709392 | −39.450590 |
| Variance Cs[1,1] | 0.000000 | 0.000000 | 0.000000 |
| Variance Cs[1,2] | 0.000000 | −0.000000 | 0.000000 |
| Variance Cs[1,3] | 0.000000 | 0.000000 | 0.000000 |
| Variance Cs[2,1] | 193.906953 | 193.372914 | 194.660560 |
| Variance Cs[2,2] | 17.062073 | 6.833801 | 27.315831 |
| Variance Cs[2,3] | 259.170334 | 258.826603 | 259.569312 |
| Variance Cs[3,1] | 5.611323 | 4.612911 | 6.838203 |
| Variance Cs[3,2] | −2.397476 | −3.634720 | −1.733489 |
| Variance Cs[3,3] | 11.683655 | 11.681949 | 11.686234 |
| Variance Cs[4,1] | 1.745191 | 1.620717 | 1.909607 |
| Variance Cs[4,2] | −0.844115 | −0.853521 | −0.836687 |
| Variance Cs[4,3] | 2.955694 | 2.581374 | 3.487740 |
| Mean PM Bs[1,1] | 15.790953 | 15.594552 | 16.288392 |
| Mean PM Bs[1,2] | −40.284523 | −40.413779 | −40.146048 |
| Variance Bs[1,1] | 172.438086 | 97.796259 | 292.228562 |
| Variance Bs[1,2] | −0.466568 | −0.502744 | −0.426990 |
| Variance Bs[1,3] | 153.522924 | 65.163766 | 323.783775 |
| Variance Bs[2,1] | 6.531003 | 6.493103 | 6.577238 |
| Variance Bs[2,2] | −0.477653 | −2.424205 | −0.030562 |
| Variance Bs[2,3] | 13.029726 | 11.597810 | 13.665141 |
| Coefficient [1,1] | 6.861635 | 6.709436 | 6.997937 |
| Coefficient [1,2] | 12.598796 | 12.575167 | 12.610011 |
| Coefficient [1,3] | 10.646387 | 10.630062 | 10.657488 |
| Coefficient [1,4] | 16.326419 | 16.284197 | 16.333162 |
| Coefficient [1,5] | 16.879828 | 16.803494 | 16.942147 |
| Coefficient [1,6] | 21.089951 | 20.961436 | 21.142862 |
| Coefficient [1,7] | 23.308945 | 23.287670 | 23.329476 |
| Coefficient [2,1] | 7.590568 | 7.581280 | 7.621498 |
| Coefficient [2,2] | 11.632580 | 11.573835 | 11.678375 |
| Coefficient [2,3] | 10.213682 | 10.211374 | 10.215566 |
| Coefficient [2,4] | 15.671901 | 15.637808 | 15.675306 |
| Coefficient [2,5] | 16.133208 | 16.070742 | 16.186593 |
| Coefficient [2,6] | 19.294644 | 19.184446 | 19.329717 |
| Coefficient [2,7] | 22.204061 | 21.851121 | 22.391354 |
| Coefficient [3,1] | 7.555386 | 7.535184 | 7.567120 |
| Coefficient [3,2] | 11.042313 | 11.010642 | 11.119179 |
| Coefficient [3,3] | 9.488983 | 9.481286 | 9.497607 |
| Coefficient [3,4] | 15.177808 | 15.138846 | 15.182508 |
| Coefficient [3,5] | 15.339961 | 15.279761 | 15.397310 |
| Coefficient [3,6] | 18.630147 | 18.560011 | 18.687693 |
| Coefficient [3,7] | 19.520324 | 19.420499 | 19.559654 |
| Coefficient [4,1] | 7.509144 | 7.488793 | 7.518872 |
| Coefficient [4,2] | 10.918408 | 10.895172 | 11.004896 |
| Coefficient [4,3] | 9.342386 | 9.330147 | 9.345062 |
| Coefficient [4,4] | 14.789592 | 14.757252 | 14.795049 |
| Coefficient [4,5] | 14.972319 | 14.917123 | 15.027838 |
| Coefficient [4,6] | 17.582518 | 17.538436 | 17.679884 |
| Coefficient [4,7] | 18.539285 | 18.175453 | 18.825374 |
| Covariance Phot [1] | 0.127928 | 0.127801 | 0.128069 |
| Covariance Phot [2] | 0.030551 | 0.027874 | 0.032170 |
| Covariance Phot [3] | 0.007303 | 0.006981 | 0.007456 |
| Covariance Phot [4] | −0.000587 | −0.001206 | 0.000065 |
| Covariance Phot [5] | −0.012082 | −0.012178 | −0.012055 |
| Covariance Phot [6] | 0.000000 | 0.000000 | 0.000000 |
| Covariance Phot [7] | −0.009338 | −0.009368 | −0.009275 |
| Covariance Phot [8] | −0.025712 | −0.027672 | −0.024934 |
| Covariance Phot [9] | −0.027181 | −0.029058 | −0.025045 |
| Covariance Phot [10] | 0.000027 | 0.000010 | 0.000164 |
| Covariance Phot [11] | −0.001027 | −0.004293 | 0.002920 |
| Covariance Phot [12] | −0.000516 | −0.004143 | 0.002762 |
| Covariance Phot [13] | 0.024515 | 0.024512 | 0.024523 |
| Covariance Phot [14] | 0.022874 | 0.022207 | 0.023354 |
| Covariance Phot [15] | 0.000592 | 0.000587 | 0.000595 |
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