Plotinus ENNEADS - THE SIXTH ENNEAD Complete

Translated by Stephen MacKenna and B. S. Page.

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THE SIXTH ENNEAD:   1) ON THE KINDS OF BEING,   2) ON THE KINDS OF BEING ΙΙ,   3) ON THE KINDS OF BEING ΙΙΙ,   4) ON THE INTEGRAL OMNIPRESENCE OF THE AUTHENTIC EXISTENT,   5) ON THE INTEGRAL OMNIPRESENCE OF THE AUTHENTIC EXISTENT ΙΙ,   6) ON NUMBERS,   7) HOW THE MULTIPLICITY OF THE IDEAL-FORMS CAME INTO BEING: AND UPON THE GOOD,   8) ON FREE-WILL AND THE WILL OF THE ONE,   9) ON THE GOOD, OR THE ONE

128 pages - You are on Page 109

13. It has been remarked that the continuous is effectually distinguished from the discrete by their possessing the one a common, the other a separate, limit.

The same principle gives rise to the numerical distinction between odd and even; and it holds good that if there are differentiae found in both contraries, they are either to be abandoned to the objects numbered, or else to be considered as differentiae of the abstract numbers, and not of the numbers manifested in the sensible objects. If the numbers are logically separable from the objects, that is no reason why we should not think of them as sharing the same differentiae.

But how are we to differentiate the continuous, comprising as it does line, surface and solid? The line may be rated as of one dimension, the surface as of two dimensions, the solid as of three, if we are only making a calculation and do not suppose that we are dividing the continuous into its species; for it is an invariable rule that numbers, thus grouped as prior and posterior, cannot be brought into a common genus; there is no common basis in first, second and third dimensions. Yet there is a sense in which they would appear to be equal — namely, as pure measures of Quantity: of higher and lower dimensions, they are not however more or less quantitative.

Numbers have similarly a common property in their being numbers all; and the truth may well be, not that One creates two, and two creates three, but that all have a common source.

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