Book, Paragraph

 1  II, 2 |      is tracing the infinitely divisible line cannot be counting
 2 III, 3 |      the prior, and genera are divisible into species for man is
 3   V, 6 |     itself every definition is divisible). Thus even that which has
 4   V, 6 |     called a unit if it is not divisible in any dimension and is
 5   V, 6 | position, a point if it is not divisible in any dimension and has
 6   V, 6 |      position, a line if it is divisible in one dimension, a plane
 7   V, 6 |     plane if in two, a body if divisible in quantity in all—i.e.
 8   V, 6 |       the order, that which is divisible in two dimensions is a plane,
 9   V, 6 |      is a plane, that which is divisible in one a line, that which
10   V, 6 |        that which is in no way divisible in quantity is a point or
11   V, 6 |      matter or the ultimate-is divisible in kind, others because
12   V, 13|   Quantum" means that which is divisible into two or more constituent
13   V, 13| Plurality" means that which is divisible potentially into non-continuous
14   V, 13|       magnitude" that which is divisible into continuous parts; of
15   V, 13|       these are attributes are divisible. I mean not that which is
16   V, 27|     must be a whole as well as divisible. For not only is two not "
17 VII, 8 | product will always have to be divisible, and one part must be this
18 VIII, 3|       of number; for (1) it is divisible, and into indivisible parts (
19   X, 1 |      every continuous thing is divisible.~The measure is always homogeneous
20   X, 3 |   plurality as indivisible and divisible; for that which is either
21   X, 3 |     which is either divided or divisible is called a plurality, and
22   X, 3 |       the indivisible from the divisible, because plurality and the
23   X, 3 |      because plurality and the divisible is more perceptible than
24   X, 6 | applied to the things that are divisible; in the one sense it means
25   X, 6 |    said, because the former is divisible and the latter indivisible,
26  XI, 10|        be indivisible; for the divisible is either magnitude or plurality.
27  XI, 10|       if it is partible, it is divisible into infinites; but the
28 XIII, 2|      of mathematics, which are divisible and are quantities, what
29 XIII, 3|        have magnitude or to be divisible, clearly it is possible
30 XIII, 6|        every spatial magnitude divisible into magnitudes, nor do
31 XIII, 8|  starting-point), and the 2 is divisible but the unit is not, the
32 XIII, 9| plurality and the unit will be divisible) and the elements will not