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  anchorContext: 'In fact, the first two factors are equivalent: 10 3\\-messages are equivalent to one $3^{10}$ message, and in general, \\$\\$n\\$ \\$k\\$\\-messages are equivalent to one \\$n^k\\$\\-message\\. If the individual n\\-messages are dependent on each other, then different $n^k$ messages have different likelihoods: For example, if message 3 never follows message 2, then in the combined message, "32" never appears as a substring\\.',
  anchorText: 'In fact, the first two factors are equivalent: 10 3\\-messages are equivalent to one $3^{10}$ message, and in general, \\$\\$n\\$ \\$k\\$\\-messages are equivalent to one \\$n^k\\$\\-message\\.',
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  text: 'Is what follows the colon meant to be justification for what precedes it? I'm not following.',
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