the-psychology-of-heaven
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Explanation
The Joke
A guide is showing a newcomer around Heaven and explaining how its population is organized. He notes that Heaven is divided into three types of people: Rogues, Knights, and Normals. The Knights always speak the truth, the Rogues always lie, and the Normals sometimes lie. The guide explains that most people go to Heaven because of socioeconomic factors rather than personal virtue, and that the Normals are a "healthy medium" who interact with all groups.
The guide further explains that Heaven is "overwhelmingly populated by people who have spent millennia here and are bored" because they have nothing to do but follow rules. The final panel shows a swan on a pond saying "It's great and everything is great and I love everything about everything. Hope thanks for asking" -- a clearly forced, hollow declaration of contentment. The puzzle the guide poses is essentially the classic Knights and Knaves logic puzzle, but applied to the population of Heaven.
The Humor
The comic takes the classic "Knights and Knaves" logic puzzle format and uses it to satirize the concept of Heaven as eternal paradise. The deeper joke is that Heaven, when examined psychologically, would be a nightmare of boredom and forced positivity. The swan's obviously performative enthusiasm in the final panel suggests that after millennia of existence, the inhabitants have become hollow, their declarations of happiness indistinguishable from the lies of the Rogues. The comic implies that an eternity of enforced goodness would produce the same psychological outcome as an eternity of deception -- nobody can tell the difference anymore.
References
The "Knights and Knaves" puzzle is a classic logic problem popularized by mathematician Raymond Smullyan in his 1978 book "What Is the Name of This Book?" in which inhabitants of an island either always tell the truth (Knights) or always lie (Knaves), and visitors must determine who is who through careful questioning.