Book, Paragraph
1 I, 3 | is not "substance"), it follows that "white" is not-being—
2 I, 3 | white" means substance, it follows that "being" has more than
3 II, 3 | word has several senses, it follows that there are several causes
4 II, 8 | coincidence or spontaneity, it follows that they must be for an
5 III, 3 | But indeed it by no means follows from the fact that teaching
6 III, 3 | teach, any more than it follows from the fact that there
7 III, 4 | mass is anywhere and it follows that it must be everywhere.
8 III, 5 | dialectical argument and show as follows that there is no such thing.
9 III, 5 | to physics, we are led as follows to the same result.~The
10 III, 6 | Our definition then is as follows:~A quantity is infinite
11 IV, 1 | about growing things? It follows from these premisses that
12 IV, 4 | question may be elucidated as follows.~Let us take for granted
13 IV, 8 | there is a void, a result follows which is the very opposite
14 IV, 13 | that which is to come, it follows that, as the circle has
15 V, 1 | affirmatively expressed. So it follows necessarily from what has
16 V, 1 | motion. This being so, it follows that "becoming" cannot be
17 V, 1 | motions: it necessarily follows that only change from subject
18 V, 1 | Passivity, it necessarily follows that there are three kinds
19 V, 4 | the states are two then it follows simply from this fact that
20 V, 5 | particular subject), it follows that contrary motions are
21 VI, 1 | This may be made clear as follows. If a magnitude is composed
22 VI, 1 | sections A, B, and G, it follows that a thing can be continuously
23 VI, 2 | continuous-it necessarily follows that the quicker of two
24 VI, 2 | than that thing. Hence it follows that the quicker will traverse
25 VI, 2 | velocity nor slower, it follows that the motion of the quicker
26 VI, 2 | being so, it necessarily follows that time also is continuous.
27 VI, 2 | definition of continuous, it follows necessarily that time is
28 VI, 2 | time. This may be shown as follows. Let AB be a finite magnitude,
29 VI, 2 | in an equal time, then it follows that the time like the magnitude
30 VI, 2 | indivisible.~This conclusion follows not only from the present
31 VI, 3 | these characteristics, it follows that it must be the same
32 VI, 3 | can be no rest in it.~It follows then that the motion of
33 VI, 4 | in a state of change); it follows, therefore, that part of
34 VI, 4 | continuous. And the same result follows if the division of OI reveals
35 VI, 4 | time the motion is less, it follows that every motion must be
36 VI, 4 | motion belonging to it, it follows that the time, the motion,
37 VI, 4 | will be made clear in what follows?~
38 VI, 6 | changing in a moment, it follows that it must have changed
39 VI, 8 | From this it evidently follows that coming to a stand must
40 VI, 8 | slower, the same conclusion follows.~And that which is coming
41 VI, 9 | is at rest, which result follows from the assumption that
42 VI, 10 | process of coming to be, it follows that it is inconceivable
43 VII, 1 | greater than that which follows it in the series: for we
44 VII, 2 | motion away from itself follows up that which it pushes
45 VII, 2 | pushing. For carrying always follows one of the other three methods,
46 VIII, 1 | time-his account being as follows:~"Since One hath learned
47 VIII, 1 | every movable thing, it follows that before the motion in
48 VIII, 1 | in process of change. It follows then, that there will be
49 VIII, 1 | itself a kind of motion, it follows that, if there is always
50 VIII, 1 | an end of past time, it follows that there must always be
51 VIII, 3 | in their proper places it follows that in respect of place
52 VIII, 4 | the exercise of knowledge follows at once upon the possession
53 VIII, 5 | stated in another way as follows. Every movent moves something
54 VIII, 5 | get this same result as follows. If everything that is in
55 VIII, 7 | primary. This may be shown as follows. It is impossible that there
56 VIII, 8 | grounds. We may start as follows: we have three points, starting-point,
57 VIII, 8 | then arises, which is as follows. Suppose the line E is equal
58 VIII, 8 | is clear that this result follows: for then one point must
59 VIII, 8 | this consequence there also follows another: we have a thing
60 VIII, 9 | complete, which may be shown as follows. The straight line traversed
61 VIII, 10| longer the time occupied. It follows that the time Z is not infinite.
62 VIII, 10| magnitude. This can be shown as follows: we take it for granted
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