| http://www.w3.org/ns/prov#value | - This question is a play on a standard concept that if x is a positive integer, minimum value of x + 1/x is 2. (which is actually derived from another concept: If the product of two positive integers is a constant (x*1/x = 1), their sum is least when they are equal (so x + 1/x is least when x = 1/x i.e. x = 1)Similarly, x/2 + 2/x has a minimum value of 2 when x = 2.x/3 + 3/x has a minimum value of
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