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  text: 'An abstract bit is an element of the set [boolean $\\mathbb B$], which has two elements. An abstract bit is to $\\mathbb B$ as a number is to [natural_number $\\mathbb N$]. The set $\\mathbb N$ contains a bunch of "numbers", and these numbers sometimes have many different labels, such as "three" and "3". Similarly, the set $\\mathbb B$ contains a pair of "bits", which sometimes have many different labels. The abstract bits are sometimes labeled 0 and 1; true and false; yes and no; or + and -. The labels don't matter; the point is that the set $\\mathbb B$ contains two elements, and we call those elements (abstract) bits.',
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