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  anchorContext: 'So what is the fair price for a digit wheel? 4¢ is still too high, because that makes a 10\\-digit cost the same as a 16\\-digit, and the 16\\-digit is always better at that price\\. What about 3¢? At that price, the answer is much less clear\\. On the one hand, spending 3¢ on coins gets you the ability to write down only 8 possibilities, while spending 3¢ on wheels lets you write down 10 different possibilities\\. On the other hand, if you're trying to store the number 101, you need either 7 coins \\(7¢\\) or 3 wheels \\(9¢\\), in which case the coins are better\\. But wheels are better for storing the number 4097 \\(13 coins v 4 wheels\\)\\. And coins are better for storing the number 10,001 \\(14 coins v 5 wheels\\)\\. At 3¢ per wheel, which you buy depends on which number you want to store\\.',
  anchorText: '4097 \\(13 coins v 4 wheels\\)\\. And coins are better for storing the number 10,001 \\(14 coins v 5 wheels\\)',
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  text: 'Would be nice to be able to see explicitly why this is so. Not everyone can do powers of two in their heads.\n\nAlso, I just caught myself remembering that to compute how many wheels I need to store a number, I just need to count the digits! Would be nice to remind the reader of this on this page the first time it's needed.',
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