Further,
two will be many, since the double is multiple and 'double' derives
its meaning from 'two'; therefore one will be few; for what is that in
comparison with which two are many, except one, which must therefore
be few? For there is nothing fewer. Further, if the much and the
little are in plurality what the long and the short are in length, and
whatever is much is also many, and the many are much (unless,
indeed, there is a difference in the case of an easily-bounded
continuum), the little (or few) will be a plurality. Therefore one
is a plurality if it is few; and this it must be, if two are many. But
perhaps, while the 'many' are in a sense said to be also 'much', it is
with a difference; e.g. water is much but not many. But 'many' is
applied to the things that are divisible; in the one sense it means
a plurality which is excessive either absolutely or relatively
(while 'few' is similarly a plurality which is deficient), and in
another sense it means number, in which sense alone it is opposed to
the one. For we say 'one or many', just as if one were to say 'one and
ones' or 'white thing and white things', or to compare the things that
have been measured with the measure. It is in this sense also that
multiples are so called. For each number is said to be many because it
consists of ones and because each number is measurable by one; and
it is 'many' as that which is opposed to one, not to the few. In
this sense, then, even two is many-not, however, in the sense of a
plurality which is excessive either relatively or absolutely; it is
the first plurality.
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