A group of roaming bandits known simply as The Bandits are looking to extort a nearby village. The nearby village has a town crier $($known as The Crier$)$ who serves as a lookout and early warning system to the village. The Crier is known to enjoy the pats on the back that come with providing the village with a warning $($whether it is a false alarm or not$).$ The Crier is not punished for false alarms. Meanwhile, The Crier could always choose to save themselves instead of warning the village. The Bandits have the choice of attacking the village or not attacking the village. If The Bandits attack and The Crier doesn$$t warn the village, then The Bandits experience a gain of $5$ and The Crier experiences a loss of $5.$ If The Bandits don't attack and The Crier does not warn the village, then both receive no gains or losses. If The Crier warns the village and The Bandits don't attack, then The Crier gains $5$ while The Bandits lose $5.$ If The Bandits carry out the attack and The Crier warns the village, then both take a loss of $10.$

$$

Use Scenario $15-4$

$$

If The Bandits decides to attack the village, what would The Crier's best response be$?$

a$.$ Do not warn.

b$.$ The best response cannot be determined in this scenario.

c$.$ Randomize.

d$.$ Warn the village.