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  title: '"Is this a typo? Shouldn't you buy coins if they..."',
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  anchorContext: 'So digit wheels are worth more than 3x as much as a coin, and less than 4x\\. How can we find the right price exactly? We could use exactly the same argument as above to check whether 3\\.5¢ is too high or too low, except that it's not clear what it would mean to buy "three and a half coins\\." We can get around that problem by considering ten\\-packs of coins vs ten\\-packs of digit wheels\\. If wheels cost 3\\.5¢ and coins cost 1¢, then with 35¢, you could either buy 10 wheels or 35 coins\\. Which encodes more possibilities? The coins, because $10^{10} < 2^{35}.$ Thus, by a generalized version of the argument above, for numbers sufficiently large, the coins are a better deal than the wheels — at that price, you should buy wheels\\.',
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  text: 'Is this a typo? Shouldn't you buy coins if they are a better deal? Or am I missing something?',
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