Page:Aristotelous peri psuxes.djvu/53

CH. IV.] only two, as things are indivisible of which the locality is indivisible? But if the points in the body are the number of the Vital Principle, or if the number formed from the points in the body is the Vital Principle, why have not all bodies Vital Principle? Now there seem to be points in all bodies, and those infinite in number. How besides is it possible for the Vital Principles to be separated and set free from bodies, since lines are not divisible into points?