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- Chapter 21. -This Region Of Light Must Be Material If It Is Joined To The Region Of Darkness. The Shape Of The Region Of Darkness Joined To The Region Of Light.
Chapter 21. --This Region of Light Must Be Material If It is Joined to the Region of Darkness. The Shape of the Region of Darkness Joined to the Region of Light.
23. Or if we are too dull and stupid to see this, let us hear whether the region of darkness too has one side, and is boundless in the other directions, like the region of light. They do not hold this from fear of making it seem equal to God. Accordingly they make it boundless in depth and in length; but upwards, above it, they maintain that there is an infinity of empty space. And lest this region should appear to be a fraction equal in amount to half of that representing the region of light, they narrow it also on two sides. As if, to give the simplest illustration, a piece of bread were made into four squares, three white and one black; then suppose the three white pieces joined as one, and conceive them as infinite upwards and downwards, and backwards in all directions: this represents the Manichæan region of light. Then conceive the black square infinite downwards and backwards, but with infinite emptiness above it: this is their region of darkness. But these are secrets which they disclose to very eager and anxious inquirers.