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Added note on non-generality of concrete example
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@@ -179,6 +179,9 @@ generated in both the front and back groupings of length at most `B-1 ` which co
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This counting also shows us that base 2 is the optimal base to be using in general cases as it will, in general, outperform all larger bases
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in both large and small intervals.
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Note that the concrete example above was chosen to be easy to write down in base 10 (large digits in `start`, small digits in `end`) and so it should not
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be thought of as a general candidate for this particular consideration.
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To help with intuition on this matter, consider an arbitrary range of three digit numbers in base 10.
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To capture the same range in base 2 we need 10 digit binary numbers.
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However, a random three digit number in base 10 is expected to have a digit sum of 15, while a random ten digit binary number expects a digit sum of only 5!
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