Plotinus ENNEADS - THE SIXTH ENNEAD, Part II, 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

This Part: 128 Pages

Page 66

Unity is due to the presence of Unity; duality to that of Duality; it is precisely as things are white by Whiteness, just by Justice, beautiful by Beauty. Otherwise we must reject these universals and call in relation here also: justice would arise from a certain attitude in a given situation, Beauty from a certain pattern of the person with nothing present able to produce the beauty, nothing coming from without to effect that agreeable appearance.

You see something which you pronounce to be a unity; that thing possesses also size, form, and a host of other characteristics you might name; size, bulk, sweetness, bitterness and other Ideas are actually present in the thing; it surely cannot be thought that, while every conceivable quality has Real-Being, quantity [Number] has not and that while continuous quantity exists, discrete quantity does not and this though continuous quantity is measured by the discrete. No: as size by the presence of Magnitude, and Oneness by the presence of Unity, so with Duality and all the other numerical modes.

As to the How of participation, the enquiry is that of all participation in Ideal Forms; we must note, however, that the presence of the Decad in the looser totals is different from its presence in the continuous; there is difference again in its presence within many powers where multiplicity is concentred in unity; arrived at the Intellectuals, there too we discover Number, the Authentic Number, no longer entering the alien, Decad-Absolute not Decad of some particular Intellectual group.

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