This is a classic variation of a game theory dilemma, similar to the
Prisoner's Dilemma or a
Coordination Game, but with much higher stakes.
To decide which button to press, you have to weigh individual survival against the collective outcome. Here is a breakdown of the logic:
1. The Rational Self-Interest Argument (Red)
From a purely mathematical standpoint of self-preservation,
Red is the "dominant strategy."
- If the group succeeds: If more than 50% press Blue, everyone survives. This includes you, even if you pressed Red.
- If the group fails: If less than 50% press Blue, only Red-pressers survive. If you pressed Blue, you die.
- Conclusion: In both scenarios, pressing Red results in your survival, whereas pressing Blue only results in survival if other people carry the weight for you.
2. The Collective Logic Argument (Blue)
The "Red" strategy only works if you assume you are the only one thinking that way. This is where the
Stag Hunt or
Social Contract logic comes in.
- If everyone follows the "rational" self-interest and presses Red, the total Blue vote falls to 0%.
- However, the prompt states: If less than 50% press Blue, only people who pressed Red survive. If 0% press Blue, that is "less than 50%," so all Red-pressers still survive.
- The Twist: The only way to lose in this specific game is to be a "failed martyr"—someone who pressed Blue when the majority chose Red.
3. The Psychological Factor
The outcome depends entirely on
trust.
- If you believe humanity is inherently cooperative, you press Blue to ensure the "everyone survives" condition is met.
- If you believe others will be cynical or scared, you press Red to ensure your own life is protected regardless of the majority's failure.
The Verdict
In this specific version of the riddle,
Red is the only choice that guarantees survival. Because the rules state that Red-pressers survive even if the Blue threshold isn't met, there is no mechanical penalty for pressing Red. Unlike the traditional Prisoner's Dilemma—where if both "betray" each other, they both get a worse outcome—this scenario allows the Red-presser to win in every single outcome.
