Book, Paragraph

 1  II, 2 |     similar. For in the case of intermediates, which have a last term
 2  II, 2 |      that now present are alike intermediates; so that if there is no
 3  II, 2 |       of the former kind, being intermediates, must have an end, and terms
 4 III, 2 |         of the Forms and of the intermediates, with which they say the
 5 III, 2 |     Forms and the sensibles the intermediates between them, we shall have
 6 III, 2 |      look for these sciences of intermediates. If geometry is to differ
 7 III, 2 |        say that these so-called intermediates between the Forms and the
 8 III, 2 |       only in the case of these intermediates, but clearly the Forms also
 9 III, 2 |        same place, and that the intermediates are not immovable, since
10 III, 6 |      perceptible things and the intermediates, we have to look for another
11 III, 6 |         also in the case of the intermediates; for there also the members
12  IV, 7 |       to opposites and to their intermediates. (b) But if it is really
13   X, 7 |      and in some cases have it, intermediates must be composed of the
14   X, 7 |         contraries. For (1) all intermediates are in the same genus as
15   X, 7 |        For we call those things intermediates, into which that which changes
16   X, 7 |       as from colour to figure. Intermediates, then, must be in the same
17   X, 7 |      stand between.~But (2) all intermediates stand between opposites
18   X, 7 |      small there is one.~(3) If intermediates are in the same genus, as
19   X, 7 |         other.species, i.e. the intermediates, must be composed of their
20   X, 7 |         first ask of what their intermediates are composed. (For things
21   X, 7 |       first principles; but the intermediates are either all incomposite,
22   X, 7 |       contraries. All the other intermediates also, therefore, are composite;
23   X, 7 |        and homogeneous with the intermediates, all intermediates must
24   X, 7 |     with the intermediates, all intermediates must be compounded out of
25   X, 7 |        the contraries and their intermediates, will be compounded out
26   X, 7 |      contraries. Clearly, then, intermediates are (1) all in the same
27  XI, 11|   between contraries, and their intermediates, and between contradictories.
28 XII, 2 | proceeds from opposites or from intermediates, and not from all opposites (
29 XIII, 2|     from the Ideas and from the intermediates,-a substance which is neither