Table H.6.

Parameter values for manual calibration of each wave and country. All rates ($\alpha ,\beta$ and each $\tau$) are expressed in ${\mathit{days}}^{-1}$, the other parameters are dimensionless. The symbol “–” means the parameter is not changed w.r.t. the value to its left in the table. The quantities $p_{1\mathit{Swe}}\left(t\right)$ and $p_{2\mathit{Swe}}\left(t\right)$ are depicted in Fig. G.2 and their derivation is described in the corresponding section.

Parameter	Manual fit Luxembourg			Manual fit Austria		Manual fit Sweden
	1st wave	2nd	3rd	1st wave	2nd	1st wave	2nd
$\beta$	1.287	–	–	1.287	–	1.287	–
$\alpha$	0.4433	–	–	0.4433	–	0.4433	–
${\tau }_1$	0.6808	–	–	0.6808	–	0.6808	–
${\tau }_2$	0.5979	–	–	0.5979	–	0.5979	–
${\tau }_3$	0.5246	–	–	0.5246	0.5246	0.5246	0.5246
${\tau }_4$	0.0513	0.1050	0.106	0.0991	0.0948	0.1875	0.0933
${\tau }_5$	0.0617	0.1514	0.1605	0.1047	0.1240	0.2383	0.1247
${\tau }_6$	0.0853	0.1514	0.1590	0.1073	0.0856	0.1093	0.0838
${\tau }_7$	0.1084	0.1084	–	0.1084	0.1084	0.1084	0.1084
$p_1$	0.31	0.41	–	0.41245	–	$p_{1\mathit{Swe}}\left(t\right)$	0.27389
$p_2$	0.1534	0.08	0.042	0.162	0.065	$p_{2\mathit{Swe}}\left(t\right)$	0.1
$p_3$	0.7906	0.86	0.78	0.72	0.82	0.72	0.88
$p_4$	0.7906	0.9048	0.8868	0.6972	0.8345	0.6667	0.8965
$p_5$	0.8717	0.9814	0.8692	0.8499	0.9275	0.9021	0.9820
$p_6$	0.9072	0.9816	0.8868	0.8292	0.8946	0.7866	0.9731
$p_7$	0.9876	0.9979	0.997	0.99	0.992	0.99	0.992