Let there are two players an attacker and a defender. The attacker can invade or not invade, while the defender can send signal or not send signal. In addition, the attacker is unable to know the type of defender which is tough or weak with equal probability. Assume that the cost of signaling is equal to the number of alphabets in YOUR FULL NAME i.e. (15), NOW provide answer of the below

2.1: Show the game graphically after assigning values in such a way that the outcome of the game is separating equilibrium.

2.2 Repeat the above (2.1) after assigning values in such a way that the outcome of the game is a pooling equilibrium.

Note: You can discuss with each other, but the values must be different from each other. Use case 2 only where the attacker update probabilities. In addition, avoid any irrelevant details