Develop an Arena model for a Book Shop as per the criteria $.1$

:given below

The shop works in $2$ shifts from Shift$-1$ from $8$:$00$ A$.$M to $-$

$\mathrm{.}11$:$30$A$.$M and Shift$-2$ from $4$:$00$P$.$M to $10$:$00$P$.$M every day Customer arrive at the shop with a mean time between arrivals of $10$ minutes; with the first arrival at time $8$:$00$ A$.$M$.$ They immediately proceed to Cash counter that has a single person

$.$who takes $6$ minutes $($constant$)$ for serving each customer After cash counter, they proceed either to the service counter or $*$ go out of the shop

The probability of going to the Service counter is $90\%.$ The Service Counter has a single worker working with a mean $*$ service time of $15$ minutes. A customer enters the service counter only if he finds the number of waiting customers at $.$service counter is less than $6$

$.$The customer depart the shop upon completion of service $*$

Assume base time is in hours $*$ Animate the model appropriately with figures $*$ Put text boxes in your Arena files with the numerical results $*$ requested Run the simulation for $1$ working days with $5$ replications and complete the following table. $($Upload the results along with

$.$doe file on BlackBoard$)$

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