| http://www.w3.org/ns/prov#value | - These would-be convergent sequences that satisfy the Cauchy criterion of their tail elements growing arbitrarily close and staying that way until they squeeze down (converge) to some book (or hole: a sequence of fractions can always be found that is Cauchy and converges to a number that is not a fraction, hence providing for example the square root of two which the author of this review described
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