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On Generation and corruption   
must also investigate 'contact'. For action and passion (in the proper
sense of the terms) can only occur between things which are such as to
touch one another; nor can things enter into combination at all unless
they have come into a certain kind of contact. Hence we must give a
definite account of these three things- of 'contact', 'combination',
and 'acting'.
Let us start as follows. All things which admit of 'combination'
must be capable of reciprocal contact: and the same is true of any two
things, of which one 'acts' and the other 'suffers action' in the
proper sense of the terms. For this reason we must treat of
'contact' first. every term which possesses a variety of meaning
includes those various meanings either owing to a mere coincidence
of language, or owing to a real order of derivation in the different
things to which it is applied: but, though this may be taken to hold
of 'contact' as of all such terms, it is nevertheless true that
contact' in the proper sense applies only to things which have
'position'. And 'position' belongs only to those things which also
have a Place': for in so far as we attribute 'contact' to the
mathematical things, we must also attribute 'place' to them, whether
they exist in separation or in some other fashion. Assuming,
therefore, that 'to touch' is-as we have defined it in a previous
work'-'to have the extremes together', only those things will touch
one another which, being separate magnitudes and possessing
position, have their extremes 'together'. And since position belongs
only to those things which also have a 'place', while the primary
differentiation of 'place' is the above' and 'the below' (and the
similar pairs of opposites), all things which touch one another will
have 'weight' or 'lightness' either both these qualities or one or the
other of them. But bodies which are heavy or light are such as to
'act' and 'suffer action'. Hence it is clear that those things are
by nature such as to touch one another, which (being separate
magnitudes) have their extremes 'together' and are able to move, and
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