Table 4: Results of the beta-model fitting. Error bars are $1\sigma$ -level. The first column shows the subsample number. The second shows the interval in units of r₂₀₀ in which the beta-model is fitted. $r_{\rm c}$ is also in units of r₂₀₀.
sa. $r_{{\min}}-$ $r_{\rm c}$ ${\beta }$ S₀ d.o.f. $\chi^2_{{\rm red.}}$

$r_{{\max}}$ $\times$ 10^-6

1 0.1-1.2 $\rm0.19^{0.21}_{0.18}$ $\rm0.80^{0.84}_{0.77}$ 2.1 33 1.42

1 0.1-1.0 $\rm0.18^{0.19}_{0.17}$ $\rm0.78^{0.82}_{0.75}$ 2.3 26 1.66

1 0.1-0.7 $\rm0.089^{0.094}_{0.082}$ $\rm0.64^{0.66}_{0.62}$ 6.6 16 0.48

1 0.3-1.2 $\rm 1.4^{1.7}_{0.94}$ $\rm 4.30^{6.46}_{2.37}$ 2.5 26 0.72

4 0.1-1.2 $\rm0.15^{0.16}_{0.14}$ $\rm0.80^{0.82}_{0.78}$ 5.8 33 0.68

4 0.1-1.0 $\rm0.136^{0.143}_{0.130}$ $\rm0.78^{0.80}_{0.75}$ 6.5 26 0.61

4 0.1-0.7 $\rm0.13^{0.14}_{0.12}$ $\rm0.77^{0.80}_{0.74}$ 6.9 16 0.30

4 0.3-1.2 $\rm0.25^{0.27}_{0.22}$ $\rm0.89^{0.95}_{0.84}$ 1.8 26 0.88

**Table 4:** Results of the beta-model fitting. Error bars are $1\sigma$ -level. The first column shows the subsample number. The second shows the interval in units of r₂₀₀ in which the beta-model is fitted. $r_{\rm c}$ is also in units of r₂₀₀.
sa.	$r_{{\min}}-$	$r_{\rm c}$	${\beta }$	S₀	d.o.f.	$\chi^2_{{\rm red.}}$
	$r_{{\max}}$			$\times$ 10^-6
1	0.1-1.2	$\rm0.19^{0.21}_{0.18}$	$\rm0.80^{0.84}_{0.77}$	2.1	33	1.42
1	0.1-1.0	$\rm0.18^{0.19}_{0.17}$	$\rm0.78^{0.82}_{0.75}$	2.3	26	1.66
1	0.1-0.7	$\rm0.089^{0.094}_{0.082}$	$\rm0.64^{0.66}_{0.62}$	6.6	16	0.48
1	0.3-1.2	$\rm 1.4^{1.7}_{0.94}$	$\rm 4.30^{6.46}_{2.37}$	2.5	26	0.72
4	0.1-1.2	$\rm0.15^{0.16}_{0.14}$	$\rm0.80^{0.82}_{0.78}$	5.8	33	0.68
4	0.1-1.0	$\rm0.136^{0.143}_{0.130}$	$\rm0.78^{0.80}_{0.75}$	6.5	26	0.61
4	0.1-0.7	$\rm0.13^{0.14}_{0.12}$	$\rm0.77^{0.80}_{0.74}$	6.9	16	0.30
4	0.3-1.2	$\rm0.25^{0.27}_{0.22}$	$\rm0.89^{0.95}_{0.84}$	1.8	26	0.88

Source LaTeX | All tables | In the text

	1 Introduction
	2 The sample
	3 Scaling relations
	4 Data treatment
	5 Results
	6 Discussion
	7 Summary and conclusion
	References