Proposition Xcv.
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Proclus and Taylor, Thomas
PROPOSITION XCV.
Every power which is more single, is more infinite than that which is multiplied.
For if of powers the first infinity is nearest to the one, that power which is more allied to the one, is in a greater degree infinite than that which recedes from it. For being multiplied it loses the form of the one, in which while it remained, it possessed a transcendency with respect to other powers, being connected and contained through its impartibility. For in partible natures themselves, the powers when congregated, are united,[249] but when divided, they are increased in number, and become obscured.