. 2017 Dec 1;13(12):e1005866. doi: 10.1371/journal.pcbi.1005866

Table 3. Results of fitting $L_{s}^{i j}$ from the two-point correlation functions F_ij and the resulting $κ_{i j} = \sqrt{R_{0} / L_{s}^{i j}}$ using the two-point correlation function technique.

“CI” stands for confidence interval.

Strain i	Strain j	$L_{s}^{i j} (m m)$	95% CI (mm)	$κ_{i j} = \sqrt{R_{0} / L_{s}^{i j}}$
eYFP/eCFP	mCherry	13 ± 3	[7, 38]	0.52 ± 0.07
Black	mCherry	25 ± 7	[14, 250]	0.37 ± 0.06
eYFP/eCFP	Black	70 ± 20	[30, 650]	0.22 ± 0.04

Table 3. Results of fitting Lsij from the two-point correlation functions Fij and the resulting κij=R0/Lsij using the two-point correlation function technique.