Table 12: Spearman-rank correlations. ($r_{\rm s}$, $P_{\rm rs}$): $r_{\rm s}$ Spearkman coefficient, and $P_{\rm rs}$ probability. $r_{\rm s}>0$ and $r_{\rm s}<0$ means a correlation and an anti-correlation, respectively. Significant correlations ($\geq $99$\%$) are marked in bold face.
  $\Gamma_{\rm 2-5}$ L(2-10) $\Gamma_{\rm0.3-2}$ L(0.3-2) z FWHM

L(2-10)		 (-0.31, 83.6) - - - - -

$\Gamma_{\rm0.3-2}$		 (0.85, >99.99) (-0.35, 87.8) - - - -

L(0.3-2)		 (0.10, 33.8) (0.86, >99.99) (0.12, 39.5) - - -

z		 (-0.45, 95.8) (0.42, 94.0) (-0.24, 71.0) (0.39, 91.6) - -

FWHM		 (-0.66, 99.9) (0.66, 99.9) (-0.59, 99.5) (0.39, 91.6) (0.25, 72.0) -

$R_{\rm L}$		 (0.21, 63.2) (0.29, 79.6) (0.15, 48.4) (0.38, 91.2) (0.03, 10.5) (0.07, 24.2)

$M_{\rm V}$		 (0.28, 77.4) (-0.54, 98.9) (0.19, 58.5) (-0.53, 98.7) (-0.36, 89.0) (-0.24, 71.0)

$M_{\rm BH}$		 (-0.65, 99.8) (0.61, 99.7) (-0.57, 99.4) (0.30, 81.8) (0.29, 79.1) (0.72, 99.98)

${\dot{m}}$		 (0.75, >99.99) (-0.41, 93.4) (0.71, 99.97) (-0.05, 17.7) (-0.09, 29.0) (-0.76, >99.99)


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