Book, Paragraph

 1   I, 2 |         so the one is many) or by division, as the whole and its parts.
 2  II, 4 |         and how they fit into our division of causes.~
 3 III, 4 |         is infinite.~(2) From the division of magnitudes-for the mathematicians
 4 III, 4 |         in respect of addition or division or both.~
 5 III, 6 |          either by addition or by division.~Now, as we have seen, magnitude
 6 III, 6 |         actually infinite. But by division it is infinite. (There is
 7 III, 6 |    generations of man, and in the division of magnitudes. For generally
 8 III, 6 |          thing as the infinite by division. In a finite magnitude,
 9 III, 6 |           in proportion as we see division going on, in the same proportion
10 III, 6 |        the infinite in respect of division. For it will always be possible
11 III, 6 |       just as in the direction of division every determinate magnitude
12 III, 6 |        inverse of the infinite by division, as we have said. It is
13 III, 7 |      infinite in the direction of division. For the matter and the
14  IV, 6 |      impossible to draw a line of division beyond which the statement
15  IV, 14|           are in one and the same division of it. For a figure of the
16  VI, 2 |          at every turn involves a division, it is evident that all
17  VI, 3 |       time at the actual point of division. Also the present will be
18  VI, 3 |           something else: for the division which yields it will not
19  VI, 3 |           yields it will not be a division proper. Furthermore, there
20  VI, 3 |          it. Thus we shall have a division of the present, whereas
21  VI, 4 |        same result follows if the division of OI reveals a surplus
22  VI, 4 |           is what is meant by the division of motion according to the
23  VI, 4 |    susceptible of another kind of division, that according to time.
24  VI, 4 |           changes is so): for the division of one term will involve
25  VI, 4 |         one term will involve the division of all. So, too, in the
26  VI, 5 |            because the process of division may be continued without
27  VI, 6 |           extreme in the point of division. Therefore motion will have
28  VI, 6 |         of it: for as soon as any division is made there is always
29  VI, 6 |          in change the process of division is infinite, just as lines
30  VI, 9 | bisection-argument (for in both a division of the space in a certain