Build a single server model for a banking system where two types of customers arrive at a bank for teller services. The first type directly collect coupon and proceed to teller counter whereas the second type proceed to reception and then either go to collect coupon or meet the manager. The bank working hours are $9\mathrm{.}30$ A$.$M to $4$:$30$ P$.$M$.$

Note: The customer enters the queue only if a customer finds the teller queue length to be less than $6$ ; else, the customer leaves the system, give this condition selecting the $2-$way$-$by$-$condition option.

Consider the following criteria

$\backslash$table$[[$Interarrival time,Service timec,Run length,Base time$],[,,,$units$],[$Customer $1$: expo$(3)$ min.,Coupon: const $(2)$ min,$3$ days,Hours$],[$Customer $2$: expo$(5)$ min.,Reception: const$(3)$ min,,$],[,$Counter: expo $(4)$ min,,$],[,$Bank Manager: expo$(5)$ min,,$]]$

Note: Put text boxes in your Arena files with the numerical results requested

Run the simulation for $5$ replications and obtain the following results:

$\backslash$table$[[\backslash$table$[[$Replication$],[$#