CyberTech and NetGuard are trying to secure their systems against each other while attempting to infiltrate the opponent's systems. It happens. Each company can choose from three main defense strategies: $1.$ Firewall Upgrade $($F$)2.$ Encryption Enhancement $($E$)$ Ch $05$ Part B $13.$ Intrusion Detection System $($IDS$)$ Simultaneously, they choose one of three offensive strategies to target the opponent: $1.$ Phishing Attack $($P$)2.$ Denial of Service Attack $($D$)3.$ Malware Injection $($M$)$ The success of each attack depends on the defense strategy the opponent has implemented. Payoffs represent potential data breaches $($negative payoffs for CyberTech are positive gains for NetGuard and vice versa$)$ in terms of market share or reputation points. Payoff Matrix The matrix below shows CyberTech's payoffs $($positive for CyberTech means gain and negative means loss; the reverse applies to NetGuard$).$ NetGuard: NetGuard: NetGuard: NetGuard: NetGuard: NetGuard: NetGuard: IDS, P NetGuard: IDS, D NetGuard: IDS, M CyberTech: $3-42-2-3$ CyberTech: $4-23-35-43$ CyberTech: $24-2-3-32$ CyberTech: $-321-23-42$ CyberTech: $1-32-234-3$ CyberTech: $-243-323$ CyberTech: IDS, P $-4123-24-3$ CyberTech: IDS, D $-3-243-21$ CyberTech: IDS, M $3-2-34-4$ Explanation: $1.$ Matrix Layout: CyberTech's strategies are represented in rows, combining defense and offense $($e$.$g$.,$ F$,$ P means using a Firewall defense and launching a Phishing attack$).$ Ch $05$ Part B $22.$ Dynamic Payoffs: The payoffs are variable, with positive values indicating CyberTech's success $($gain in market share or reputation$)$ and negative values indicating NetGuard's gain. For example: If CyberTech chooses Firewall Upgrade with Phishing $($F$,$ P$)$ and NetGuard chooses Firewall Upgrade with Denial of Service $($F$,$ D$),$ CyberTech gains $3$ points. If CyberTech uses Intrusion Detection System with Malware Injection $($IDS$,$ M$)$ and NetGuard uses Encryption with Denial of Service $($E$,$ D$),$ CyberTech loses $1$ point. So$,$ what do you see? What is the strategy being used? What strategy would you use? What are we looking at: Maximin, Minimax, Maximax, Minimin? Provide a short executive summary.