Book, Paragraph

 1 III, 6 |         and so on, we shall not traverse the given magnitude. But
 2 III, 6 |       the same amount, we shall traverse the magnitude, for every
 3  IV, 8 |    twice as thin, the body will traverse B in twice the time that
 4  IV, 8 |       and to D. Then if A is to traverse and move through it in a
 5  IV, 8 |         time equal to H, A will traverse the part O of A. And it
 6  IV, 8 |         And it will surely also traverse in that time any substance
 7  IV, 8 |        it moves through Z, will traverse it in a time inverse to
 8  IV, 8 |         is no body in Z, A will traverse Z still more quickly. But
 9  IV, 8 |        But we supposed that its traverse of Z when Z was void occupied
10  IV, 8 |         time H. So that it will traverse Z in an equal time whether
11  IV, 8 |     follow: it will be found to traverse a certain distance, whether
12  VI, 2 |   follows that the quicker will traverse an equal magnitude in less
13  VI, 2 |     clear that the quicker will traverse the same magnitude in less
14  VI, 3 |        will in the same present traverse a distance less than AB,
15  VI, 7 |  neither can a finite magnitude traverse an infinite magnitude in
16  VI, 7 |        part of the time it will traverse a finite magnitude and in
17  VI, 7 |       in the whole time it will traverse a finite magnitude.~And
18  VI, 7 |       finite magnitude will not traverse an infinite in a finite
19  VI, 7 |        neither will an infinite traverse a finite in a finite time.
20  VI, 7 |       For if the infinite could traverse the finite, the finite could
21  VI, 7 |        finite, the finite could traverse the infinite; for it makes
22  VI, 7 | impossible, the infinite cannot traverse the finite.~Nor again will
23  VI, 7 |         again will the infinite traverse the infinite in a finite
24  VI, 7 |         Otherwise it would also traverse the finite, for the infinite
25  VI, 7 |         neither will the finite traverse the infinite, nor the infinite
26  VI, 10|    which is in motion can never traverse a space greater than itself
27  VI, 10|       the point also must first traverse a space equal to or less
28  VI, 10|      less than itself for it to traverse first: so it will have to
29  VI, 10|       first: so it will have to traverse a distance equal to itself.
30  VI, 10|        for in less time it must traverse less distance, and thus
31  VI, 10|         distance, for it cannot traverse such a distance.~It is evident,
32 VII, 4 |  velocity in an equal time they traverse the same magnitude: and
33 VII, 5 |       fraction of it cause B to traverse a part of G the ratio between
34 VII, 5 |      they all cause the ship to traverse are divisible into as many
35 VIII, 8|        that it is impossible to traverse distances infinite in number-or
36 VIII, 8|    possible in a finite time to traverse or reckon an infinite number
37 VIII, 8|    possible in a finite time to traverse an infinite number of distances,
38 VIII, 9|         and it is impossible to traverse an infinite distance. On