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Full Circle's avatar

The comparison to insurance appears apt. But real insurance policies vary in value. For some the blue fees may not be worth avoiding the red dangers, whilst for others the scale of the red dangers is so large you would always pay the blue.

How would our decisions change if only 1/2 of the blue pressers died when red majority was triggered? Or 1/4, 1/100 or 1/10^6? Or any other model of similar games, e.g. with a green button which acts as abstaining from the vote - no risk, no reward.

So drawing conclusions from these style of theorical problems risks not paying attention to the real life, complex variables.

Perhaps the most interesting bit of the debate is the personal responses individuals give, rather than which hypothetical solution is mathematically or philosophically more correct?

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