|
Translated by Stephen MacKenna and B. S. Page.
» Contents of this Ennead
128 pages - You are on Page 105
11. Passing to Quantity and the quantum, we have to consider the view which identifies them with number and magnitude on the ground that everything quantitative is numbered among Sensible things or rated by the extension of its substrate: we are here, of course, discussing not Quantity in isolation, but that which causes a piece of wood to be three yards long and gives the five in “five horses,”
Now we have often maintained that number and magnitude are to be regarded as the only true quantities, and that Space and Time have no right to be conceived as quantitative: Time as the measure of Motion should be assigned to Relation, while Space, being that which circumscribes Body, is also a relative and falls under the same category; though continuous, it is, like Motion, not included in Quantity.
On the other hand, why do we not find in the category of Quantity “great” and “small”? It is some kind of Quantity which gives greatness to the great; greatness is not a relative, though greater and smaller are relatives, since these, like doubleness, imply an external correlative.
What is it, then, which makes a mountain small and a grain of millet large? Surely, in the first place, “small” is equivalent to “smaller.” It is admitted that the term is applied only to things of the same kind, and from this admission we may infer that the mountain is “smaller” rather than “small,” and that the grain of millet is not large in any absolute sense but large for a grain of millet. In other words, since the comparison is between things of the same kind, the natural predicate would be a comparative.
Reference address : https://ellopos.net/elpenor/greek-texts/ancient-greece/plotinus/enneads-6.asp?pg=105