Book, Paragraph

 1  II, 2 |       term has not the required character, the next has not it either.
 2  II, 3 |  accuracy has something of this character, so that as in trade so
 3 III, 4 |    think they are of the latter character. Plato and the Pythagoreans
 4   V, 3 |  demonstrations, have a similar character; for the primary demonstrations,
 5   V, 29|     corresponding case of moral character.~
 6 VIII, 1|         a privation of positive character. And in this change the
 7  XI, 4 |      not in virtue of any other character); and so both physics and
 8 XII, 6 |       This, accordingly, is the character which the motions actually
 9 XII, 9 |  situated in order to have that character involves difficulties. For
10 XIII, 3| mathematics exist, and with the character ascribed to them by mathematicians.
11 XIII, 3|       as possessed of each such character; e.g. there are attributes
12 XIII, 4|         with the excellences of character, and in connexion with them
13 XIII, 7|   truths proved of it suit this character. Nor can it be ideal number.
14 XIV, 1 |       name rather the universal character common to these – "that
15 XIV, 2 |     that are, the false and the character of falsity. This is also
16 XIV, 2 |     both a "this" and a general character. The difficulty arising