Book,  Paragraph

 1   I,  4 |      circular, movement from A to B being opposed as contrary
 2   I,  4 |         contrary to movement from B to A. But what is meant
 3   I,  4 |        along the circle from A to B be regarded as the contrary
 4   I,  5 |      moving past the finite line, B. Of necessity A will pass
 5   I,  5 |    necessity A will pass clear of B and B of A at the same moment;
 6   I,  5 |          will pass clear of B and B of A at the same moment;
 7   I,  5 |     finite. For when A is passing B, then B overlaps A and it
 8   I,  5 |         when A is passing B, then B overlaps A and it makes
 9   I,  5 |       makes no difference whether B is moved or unmoved, except
10   I,  5 |      quite possible for A to pass B at a slower rate when both
11   I,  6 |   impossibility as before. Again (b) we may assume weights which
12   I,  7 |             Let A be an infinite, B a finite, C the time of
13   I,  7 |        time C. Let D be less than B; and, assuming that a lesser
14   I,  7 |         by D, E. Then, as D is to B, so is E to some finite
15   I,  7 |   whatever. Let A be an infinite, B a finite, C the time of
16   I,  7 |     motion in a patient less than B, say F. Then take E, bearing
17   I,  7 |        way by infinite. Let A and B be infinites, CD being the
18   I,  7 |           of the action A of upon B. Now the whole B was modified
19   I,  7 |          of upon B. Now the whole B was modified in a certain
20   I,  7 |          E to some finite part of B. This part will necessarily
21   I,  9 |           of all that is divine. (b) In another sense, we use
22   I,  11|         in contact or in motion. (b) It is used in another sense,
23   I,  11|      which then was not, now is; (b) secondly, of anything capable
24   I,  11|           intervenes or not; and (b) sometimes we apply the
25   I,  11|       though formerly it was; or (b) that which is but might
26   I,  12|          For of two attributes if B cannot be present without
27   I,  12|       proves the impossibility of B. What always is, then, since
28   I,  12|          be two attributes, A and B, not capable of being present
29   I,  12|          either A or C and either B or D are capable of being
30   I,  12| everything of which neither A nor B is predicated. Let E lie
31   I,  12|           Let E lie between A and B; for that which is neither
32   I,  12|          that which always is and B that which always is not,
33   I,  12|        intermediate between A and B. For in their case there
34   I,  12|          which either A is not or B is. But for the generated
35   I,  12| potentially, though not for A and B in either way. C then will
36  II,  5 |         along a circle, from A to B or from A to C, and we have
37  II,  12|           A has to be done to get B, B to get C, and C to get
38  II,  12|          has to be done to get B, B to get C, and C to get D,
39 III,  2 |        without weight, and a body B endowed with weight. Suppose
40 III,  2 |       move the distance CD, while B in the same time moves the
41 III,  2 |           no reason why a part of B should not stand in this
42 III,  2 |        moved the distance CE, and B, which has weight, be moved
43 III,  5 |           any other element. And (b) those whose ground of distinction
44 III,  7 |         of a cube a cube. But if (b) the process is resolution
45  IV,  1 |      recognizes (a) an absolute, (b) a relative heavy and light.