Book, Paragraph

 1   I, 1  |       nature.~Now what is to us plain and obvious at first is
 2   I, 2  |     motion which is indeed made plain by induction. Moreover,
 3   I, 5  |       straight and round.~It is plain then that they all in one
 4   I, 7  |      other than substance it is plain that there must be some
 5   I, 7  |       material substance.~It is plain that these are all cases
 6  II, 2  |       mathematics. This becomes plain if one tries to state in
 7  II, 5  |       say are "by chance"-it is plain that there is such a thing
 8  II, 5  |       it is sufficient if it is plain that both are in the sphere
 9  II, 8  |      sake of nourishment, it is plain that this kind of cause
10  II, 8  |      nature is like that.~It is plain then that nature is a cause,
11 III, 2  |        in another genus-this is plain if we consider where some
12 III, 3  |         it is in the movable-is plain. It is the fulfilment of
13 III, 5  |      the infinite is not.~It is plain, too, that the infinite
14 III, 5  |         these is a limit.~It is plain from these arguments that
15 III, 6  |       has no form. (Hence it is plain that the infinite stands
16 III, 7  |         scheme of causes, it is plain that the infinite is a cause
17  IV, 1  |         potencies. This is made plain also by the objects studied
18  IV, 3  |       regress.~Another thing is plain: since the vessel is no
19  IV, 4  |        the cask.~It will now be plain from these considerations
20  IV, 7  |        sense it does not, it is plain that on this showing void
21  IV, 7  |        in movement. And this is plain even in the rotation of
22  IV, 8  |      truth of what we assert is plain from the following considerations.
23  IV, 8  |       this is impossible. It is plain, then, that if there is
24  IV, 9  |      existing separately, it is plain that if void cannot exist
25  IV, 9  |   movement downwards? And it is plain that if the rarer and more
26   V, 3  |        This definition makes it plain that continuity belongs
27  VI, 1  |     continuous.~Moreover, it is plain that everything continuous
28  VI, 2  |       popular arguments make it plain that, if time is continuous,
29 VIII, 6 |        The cause of this is now plain: it is because, while some
30 VIII, 7 |       primary motion: for it is plain that if there must always
31 VIII, 7 |      the actually hot: so it is plain that the movent does not
32 VIII, 7 |       would be perishable-it is plain that no one of the motions
33 VIII, 7 |      decreased. Above all it is plain that this motion, motion
34 VIII, 8 |    continuous either. Now it is plain that if the locomotion of
35 VIII, 8 | essential character. It is also plain that unless we hold that
36 VIII, 8 |        argument, then, makes it plain that the motion in question
37 VIII, 8 |      repeatedly. Moreover it is plain from what has been said
38 VIII, 10|       infinite magnitude.~It is plain, then, from the foregoing