Binary choice simulator

$$\frac{dX_i}{dt} = \mu_i \left(N-\sum_{j=1}^2 X_j\right) - \frac{\theta_i X}{1+(X_i/k)^m}\qquad i = 1, 2 \qquad(1)$$ where Enter the parameter values to see the outcome of how many individuals have ended up being aggregated inside the shelter. The Monte Carlo simulation is written in javascript and simulates equation (1)

Parameters of the model

\(N\) =
\(\mu_1\) =
\(\mu_2\) =
\(\theta_1\) =
\(\theta_2\) =
\(k\) =
\(m\) =

Parameters of the simulation

Time of simulation =
Number of realisations =