What happens when you run the model with the default settings? Run it a few times. What do you notice? $(2$ points$)$

Keep the population number and the $\%-$different$-$wanted the same, but change the $\%-$similar$-$wanted value to run the model at various conditions. At what $\%-$similar$-$wanted does the model not converge any more? In other words, the model vacillates, and does not stop $($or takes a very long time to stop$).(1$ point$)$

Now that you find the $\%-$similar$-$wanted at which the model does not converge, can you change the $\%-$different$-$wanted to make the system converge again? If yes, what's the $\%-$different$-$wanted to use? $(2$ points$)$

At the end of step $4,$ explain how the two factors $\%-$similar$-$wanted and $\%-$different$-$wanted in Extension $3$ affects the system's ability to reach convergence. $(5$ points$)$