Table 3: Levels of significance (10%) for all crosscorrelations. For coefficients fluctuating around zero, upper and lower levels are given.
$\left\langle I,r_{1}\right\rangle$ -0.07 $\left\langle I,v_{2}\right\rangle$ -0.08/0.06

$\left\langle r_{1},r_{2}\right\rangle$ 0.06 $\left\langle r_{1},v_{2}\right\rangle$ -0.08/0.07

$\left\langle I,r_{2}\right\rangle$ -0.08 $\left\langle r_{2},v_{2}\right\rangle$ -0.07/0.07

$\left\langle v_{1},v_{2}\right\rangle$ 0.12

**Table 3:** Levels of significance (10%) for all crosscorrelations. For coefficients fluctuating around zero, upper and lower levels are given.
$\left\langle I,r_{1}\right\rangle$	-0.07	$\left\langle I,v_{2}\right\rangle$	-0.08/0.06
$\left\langle r_{1},r_{2}\right\rangle$	0.06	$\left\langle r_{1},v_{2}\right\rangle$	-0.08/0.07
$\left\langle I,r_{2}\right\rangle$	-0.08	$\left\langle r_{2},v_{2}\right\rangle$	-0.07/0.07
$\left\langle v_{1},v_{2}\right\rangle$	0.12

Source LaTeX | All tables | In the text

	1 Introduction
	2 Data and observations
	3 Results
	4 Discussion and conclusion
	References