Book, Paragraph

 1 III, 6  |       that of the other. For in proportion as we see division going
 2 III, 6  |  division going on, in the same proportion we see addition being made
 3  IV, 8  |         of B is egual to D), in proportion to the density of the hindering
 4  IV, 11 |         always thought to be in proportion to the movement.~The distinction
 5  VI, 2  |    stand to one another in this proportion. Suppose, then, that the
 6 VII, 3  | elements within the body in due proportion, in relation either to one
 7 VII, 4  |       denoting in each case the proportion of two to one), yet water
 8 VII, 5  |        for G: thus the rules of proportion will be observed. Again
 9 VII, 5  |       in this case the rules of proportion apply.~Then does this hold
10 VIII, 10|         assuming this to be the proportion): so we may call this time
11 VIII, 10|       definite time, in inverse proportion. But a force must always