Table 1.

The relative effect of the perturbed parameters on the variable values

Variable	Mod. Pos.	High Pos.	Extr. Pos.	Mod. Neg.	High Neg.
CT	β13 = 15; κ1 = 1	β13 = 20		λF = 0.1 λM = 0.9	β13 = 1, 5 λM = 0.1
CE	β13 = 15	β13 = 20		β13 = 5 κ1 = 5 λF = 0.1	β13 = 1 κ1 = 1 λM = 0.1
ST	κ1 = 1 κ2 = 5	β13 = 15	β13 = 20 κ2 = 1 λF = 0.1 λM = 0.3	β11 = 50 β13 = 5 κ2 = 20 λM = 0.7	β13 = 1 λM = 0.1, 0.9
SA	β11 = 150	β13 = 15 κ1 = 1 λF = 0.3	β13 = 20 λF = 0.1 λM = 0.1, 0.3	λF = 0.9	β11 = 50 β13 = 1, 5 κ2 = 1 λM = 0.7, 0.9
M	β13 = 15 κ2 = 1	β13 = 20 λF = 0.3	λF = 0.1 λM = 0.1, 0.3	β13 = 5 λM = 0.9	β13 = 1
F	β11 = 150 κ1 = 1 κ2 = 5	β13 = 15	β13 = 20 κ2 = 1 λF = 0.1 λM = 0.1, 0.3	β11 = 50 λM = 0.7	β13 = 1, 5 λM = 0.9
P	β13 = 15	β13 = 20		β13 = 5 κ1 = 5 λF = 0.1	β13 = 1 κ1 = 1 λM = 0.1

Mod. Pos. = moderately positive (30 – 50% relative increase), High Pos. = highly positive (50 – 100% relative increase), Extr. Pos = extremely positive (>100% relative increase), Mod. Neg. = moderately negative (30–50% relative decrease), High Neg. = highly negative (50–100% relative decrease). The table includes the parameter and the value at which the difference can be observed in the model outcome.