Book, Paragraph

 1  IV, 2 |         investigate opposites, and plurality is opposed to unity-and
 2  IV, 2 |          either from these or from plurality and unity, must fall within
 3  IV, 2 |        non-being, and to unity and plurality, as for instance rest belongs
 4  IV, 2 |           to unity and movement to plurality. And nearly all thinkers
 5  IV, 2 |   evidently reducible to unity and plurality (this reduction we must
 6  IV, 2 |          contraries, and unity and plurality are the starting-points
 7   V, 3 |         and simple is present in a plurality of things, either in all
 8   V, 13|           a "this". A quantum is a plurality if it is numerable, a magnitude
 9   V, 13|            if it is a measurable. "Plurality" means that which is divisible
10   V, 13|           depth. Of these, limited plurality is number, limited length
11 VII, 12|         man" and "pale" there is a plurality when one term does not belong
12   X, 1 |            not a unit; number is a plurality of units.)~Knowledge, also,
13   X, 3 |          opposition of the one and plurality as indivisible and divisible;
14   X, 3 |           or divisible is called a plurality, and that which is indivisible
15   X, 3 |        from the divisible, because plurality and the divisible is more
16   X, 3 | indivisible, so that in definition plurality is prior to the indivisible,
17   X, 3 |         like and the equal, and to plurality belong the other and the
18   X, 6 |         much and the little are in plurality what the long and the short
19   X, 6 |          little (or few) will be a plurality. Therefore one is a plurality
20   X, 6 |      plurality. Therefore one is a plurality if it is few; and this it
21   X, 6 |           the one sense it means a plurality which is excessive either
22   X, 6 |         while "few" is similarly a plurality which is deficient), and
23   X, 6 |         however, in the sense of a plurality which is excessive either
24   X, 6 |        absolutely; it is the first plurality. But without qualification
25   X, 6 |            is few; for it is first plurality which is deficient (for
26   X, 6 |        together, boundless both in plurality and in smallness"-where
27   X, 6 |           it is not therefore few. Plurality is as it were the class
28   X, 6 |      number belongs; for number is plurality measurable by one, and one
29   X, 6 |          measured by the knowable.-Plurality is contrary neither to the
30   X, 6 |      contrary to this as excessive plurality to plurality exceeded),
31   X, 6 |          as excessive plurality to plurality exceeded), nor to the one
32   X, 6 |       knowledge is to knowable, if plurality is number and the one is
33  XI, 3 |           differences of being are plurality and unity, or likeness and
34  XI, 10|            spatial magnitude nor a plurality, but infinity itself is
35  XI, 10|   divisible is either magnitude or plurality. But if indivisible, it
36 XIII, 2|            present, the thing is a plurality, and splits up into parts.
37 XIII, 9|         and from other matter like plurality, but not identical with
38 XIII, 9|         can consist of the one and plurality, they make no attempt to
39 XIII, 9|         the universally predicated plurality, and not from a particular
40 XIII, 9|          and not from a particular plurality; and the other generates
41 XIII, 9|     generates it from a particular plurality, but the first; for 2 is
42 XIII, 9|           2 is said to be a "first plurality". Therefore there is practically
43 XIII, 9|            from the one itself and plurality, or a part of plurality.
44 XIII, 9|            plurality, or a part of plurality. To say that the unit is
45 XIII, 9|          To say that the unit is a plurality is impossible, for it is
46 XIII, 9|         generate it from a part of plurality involves many other objections;
47 XIII, 9|       indivisible (or it will be a plurality and the unit will be divisible)
48 XIII, 9|            will not be the one and plurality; for the single units do
49 XIII, 9|      single units do not come from plurality and the one. Again, (,the
50 XIII, 9|            another number; for his plurality of indivisibles is a number.
51 XIII, 9|           at first, as it seems, a plurality that was itself finite,
52 XIII, 9|        units. And there is another plurality that is plurality-itself
53 XIII, 9|      plurality-itself and infinite plurality; which sort of plurality,
54 XIII, 9|           plurality; which sort of plurality, then, is the element which
55 XIII, 9|           are indivisible parts of plurality; for number consists of
56 XIV, 1 |         the One, and others making plurality matter for the One. (The
57 XIV, 1 |           to generates them out of plurality, while according to both
58 XIV, 1 |         the One, and others oppose plurality to the One. But if, as they
59 XIV, 1 |            is to be anything it is plurality, and the unequal is contrary
60 XIV, 1 |        those who oppose the One to plurality have most claim to plausibility,
61 XIV, 1 |           their view be a few; for plurality is opposed to fewness, and
62 XIV, 1 |          means the measure of some plurality, and "number" means a measured
63 XIV, 1 |           number" means a measured plurality and a plurality of measures. (
64 XIV, 1 |           measured plurality and a plurality of measures. (Thus it is
65 XIV, 1 |           the plane. If there is a plurality, then, of which the one
66 XIV, 2 |         have seen the cause of the plurality in substances also; for
67 XIV, 2 |       reason, then, why there is a plurality of these?~It is necessary,
68 XIV, 2 |       involved in the existence of plurality. Since they are not separable
69 XIV, 4 |    contrary element, whether it is plurality or the unequal, i.e. the
70 XIV, 4 |          the fundamental nature of plurality; while others say inequality
71 XIV, 5 |         think of the unity and the plurality apart; number then will
72 XIV, 5 |            will be this-a unit and plurality, or the one and the unequal.~
73 XIV, 5 |        places the 1 as contrary to plurality, and another places it as