Table 3.

Size of each population from the system (2) with parameter values from Table 2, starting from $\left(N_1\left(0\right),I_1\left(0\right),V_1\left(0\right),N_2\left(0\right),I_2\left(0\right),V_2\left(0\right)\right)=\left(\mathrm{900,200,0,10,5,0}\right)$ after $T=7000$ days for several values of $u_1,u_2$.

	$N_1\left(T\right)$	$I_1\left(T\right)$	$V_1\left(T\right)$	$N_2\left(T\right)$	$I_2\left(T\right)$	$V_2$
$u_1=u_2=0$	281.87	83.23	–	2.28	2.25	–
$u_1=0.2,u_2=0$	258.14	0.00	219.75	2.94	1.08	–
$u_1=0,u_2=0.2$	265.02	77.96	–	2.36	1.03	1.32
$u_1=0.2,u_2=0.2$	243.20	0.00	206.94	3.01	0.00	2.97