Book, Paragraph
1 I, 1 | principles, conditions, or elements, it is through acquaintance
2 I, 1 | analysis as far as its simplest elements. Plainly therefore in the
3 I, 1 | rather confused masses, the elements and principles of which
4 I, 3 | definitions of the contents or elements of the definitory formula;
5 I, 4 | posits only the so-called elements.~The theory of Anaxagoras
6 I, 5 | all of them identify their elements, and what they call their
7 I, 6 | To suppose then that the elements are three in number would
8 I, 6 | then that the number of elements is neither one nor more
9 I, 7 | into the definitions of its elements. It is clear then that what
10 I, 7 | will come to be from these elements.~Now the subject is one
11 III, 4 | But those who make the elements infinite in number, as Anaxagoras
12 III, 5 | body will not be, if the elements are finite in number. For
13 III, 5 | thing over and above the elements (from which they generate
14 III, 5 | which they generate the elements) or is not thus qualified.~(
15 III, 5 | in order that the other elements may not be annihilated by
16 III, 5 | alongside the so-called elements. Everything can be resolved
17 III, 5 | can be resolved into the elements of which it is composed.
18 III, 5 | fire or any other of the elements be infinite. For generally,
19 III, 5 | suppose to exist alongside the elements: for everything changes
20 III, 5 | same will be true of the elements themselves. If that is impossible,
21 IV, 1 | an element or composed of elements, whether these be corporeal
22 IV, 1 | it has not body. But the elements of sensible bodies are bodies,
23 IV, 1 | combination of intelligible elements.~(4) Also we may ask: of
24 VII, 3 | blending of hot and cold elements within the body in due proportion,
25 VII, 3 | and cold or dry and wet elements or the elements, whatever
26 VII, 3 | and wet elements or the elements, whatever they may be, on
27 VIII, 9| last, since they are the elements of which the latter consists.
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