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Who Would Win?

Two absurd contenders, one defensible winner · pick who wins, then see the maths that settles it (mass, energy, biomass, attrition)

Two absurd contenders, one defensible winner · pick who wins, then see the maths that settles it (mass, energy, biomass, attrition)
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About Who Would Win?

Who Would Win? pits two absurd-but-roughly-even contenders against each other · a grizzly bear versus a lion, an accountant versus a million rats, one samurai versus fifty peasants, a vending machine versus a thousand mosquitoes. You pick who wins, and the reveal explains why with real numbers: mass in kilograms, bite force in newtons, biomass, energy, and attrition maths. Every answer is defensible, not arbitrary · the fun is that the matchup sounds like a coin-flip until the physics settles it.

Difficulty selects how counter-intuitive the matchups get. Easy rounds are intuitive once you think; harder rounds are the ones where most people pick the loser and the reveal is a delightful "wait, really?".

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