Book, Paragraph

 1  IV, 8 | through it in a certain time, H, a time less than E, however,
 2  IV, 8 |        But in a time equal to H, A will traverse the part
 3  IV, 8 |      time E bears to the time H. For if the body Z be as
 4  IV, 8 |   thinner than D as E exceeds H, A, if it moves through
 5  IV, 8 |       i.e. in a time equal to H. If, then, there is no body
 6  IV, 8 |    was void occupied the time H. So that it will traverse
 7 VII, 1 |      motion of A, Z of B, and H and O respectively the motions
 8 VIII, 8|    from the extremity of Z to H: then, says the argument,
 9 VIII, 8| argument, D will have reached H before A has reached G for
10 VIII, 8|       must do so. For suppose H in the course of its locomotion
11 VIII, 8|     serving as two: therefore H must have come to a stand
12 VIII, 8|   above: we cannot argue that H is at D at a sectional point