Security screening screening process. This new device, the Sniffometer, is designed to sniff passenger to determine if they smell like a

This system is governed by the following rules:

$-$ There are four scanners: three normal scanners and one Sniffometer.

$-$ When a passenger arrives they are randomly assigned to queue up for a scanner.

$-$ The regular scanner takes $5$ seconds to check a passenger.

$-$ The Sniffometer takes $20$ seconds to check a passenger.

$-$ The regular scanner is set off by $\backslash (10\backslash \%\backslash )$ of passengers.

$-$ The Sniffometer is set off by $\backslash (1\backslash \%\backslash )$ of passengers.

$-$ Anyone who sets off a scanner must spend an extra $200$ seconds receiving a secondary screening.

Complete the following tasks:

$1.$ Specify the events that can change the state of your system.

$2.$ For each event, specify an algorithm that shows how the system changes when this type of event occurs. You may use pseudocode to complete this problem.

$3.$ Specify the main algorithm that will initialize your system, get the simulation started, and run the simulation until it has completed. You may use pseudocode to complete problem.