Table 1.

CPG model parameter set and initial conditions. $M(x,y)$ is the multinomial distribution of Equation 25.

DOI: http://dx.doi.org/10.7554/eLife.15504.014

Parameters
${\displaystyle W_{cc},W_{ec}}$	4
${\displaystyle W_{ce}}$	1/10
$W_{ee}$	3
$b_T$	19
$\tau$	1/10
$m$	${10}^2$
$n$	$2$
$c$	${10}^3$
$\rho$	1/5
$\zeta$	1/2
$k$	1

Initial Conditions
$C_L(t\le 0),C_R(t\le 0)$	0
$E_L(t\le 0)$	80
$E_R(t\le 0)$	20
$H_{EL}(t\le 0)$	0
$H_{ER}(t\le 0)$	0
$H_{CL}(t\le 0)$	0
$H_{CR}(t\le 0)$	0
$\theta (t\le 0)$	0
$B(t\le 0)$	0
$A(t\le 0)$	$b_T$
$g(t\le 0)$	$6+{(9A(0)/100)}^2$
${\tau }_H(t\le 0)$	$35/(1+0.04A{(0)}^2)$
$C(t\le 0)$	$M(x(0),y(0))$