Book,  Paragraph

 1   I,  1|       continuum is that which is divisible into parts always capable
 2   I,  1|          that which is every way divisible. A magnitude if divisible
 3   I,  1|        divisible. A magnitude if divisible one way is a line, if two
 4   I,  1|     there are, and that which is divisible in three directions is divisible
 5   I,  1| divisible in three directions is divisible in all. For, as the Pythagoreans
 6   I,  1|        is an "all". But if it is divisible in three dimensions it is
 7   I,  1|       dimensions it is every way divisible, while the other magnitudes
 8   I,  1|         the other magnitudes are divisible in one dimension or in two
 9   I,  1|      magnitudes, then, which are divisible are also continuous. Whether
10   I,  1|        whatever is continuous is divisible does not yet, on our present
11 III,  1|   attributes, in fact, which are divisible. There can be nothing divisible
12 III,  1|  divisible. There can be nothing divisible in an indivisible thing,
13 III,  1|     attributes of bodies are all divisible in one of two ways. They
14 III,  1|        one of two ways. They are divisible into kinds, as colour is
15 III,  1|          and black, and they are divisible per accidens when that which
16 III,  1|      when that which has them is divisible. In this latter sense attributes
17 III,  1|          simple are nevertheless divisible. Attributes of this kind
18 III,  1|        thing therefore is always divisible. But it is common ground
19 III,  1|        or rare. But the dense is divisible while a point is indivisible.
20 III,  1|          can be pressed in it is divisible.~Moreover, no weight can
21 III,  3|      disputable), and not itself divisible into bodies different in
22 III,  4|      even mixed bodies are often divisible into homoeomerous parts;
23 III,  4|        before, that which is not divisible into bodies different in
24 III,  5|     Therefore the air element is divisible. And the same could be shown
25 III,  5|        hand, the primary body is divisible, then (a) those who give
26 III,  5|  infinitely, since every body is divisible and that which has the smallest
27 III,  6|        seems to have intended, a divisible body which will yet never
28 III,  6|          but neither can it be a divisible body which analysis will
29 III,  7|        For if the particles were divisible there would be a part of
30 III,  7|          that not all bodies are divisible, coming thus into conflict
31 III,  7|         even the intelligible is divisible, while they, in their anxiety
32 III,  7|    elements-or not every body is divisible.~