The players are secretly divided into two groups - loyalists or traitors. The loyalists' task is to expose the traitors before they are murdered - one by one.
The players are on a whirlwind train ride to win silver bars. The best team also gets a trip to the armory where one lucky player can win a shield.
A new traitor must hide his identity from his old allies. And then the players are challenged on their worst phobias if they want to win silver for the pool.
The traitors have put three loyal players on the death list. In order to survive the death list, a player will have to win the shield on today's mission.
The traitor has blackmailed a loyal player and everyone is shooting at everyone in today's mission. At the same time, some of the participants are busy conspiring against each other.
Can the traitors find common ground? And is it even likely to persuade a loyalist to turn to the dark side?
The loyalists are now really under pressure if they are to be outnumbered in the final. At the same time, they can calculate that the traitors have tempted a loyalist to switch sides.
Can the loyal trust their own intuition, or will the traitors succeed in stringing them up and thus run off with the entire prize pool themselves?
