must exceed; this, however,
is impossible, seeing that smallness is wholly absent.
True.
But absolute greatness is only greater than absolute smallness, and
smallness is only smaller than absolute greatness.
Very true.
Then other things not greater or less than the one, if they have neither
greatness nor smallness; nor have greatness or smallness any power of
exceeding or being exceeded in relation to the one, but only in relation
to one another; nor will the one be greater or less than them or others,
if it has neither greatness nor smallness.
Clearly not.
Then if the one is neither greater nor less than the others, it cannot
either exceed or be exceeded by them?
Certainly not.
And that which neither exceeds nor is exceeded, must be on an equality;
and being on an equality, must be equal.
Of course.
And this will be true also of the relation of the one to itself; having
neither greatness nor smallness in itself, it will neither exceed nor be
exceeded by itself, but will be on an equality with and equal to itself.
Certainly.
Then the one will be equal both to itself and the others?
Clearly so.
And yet the one, being itself in itself, will also surround and be
without itself; and, as containing itself, will be greater than itself;
and, as contained in itself, will be less; and will thus be greater and
less than itself.
It will.
Now there cannot possibly be anything which is not included in the one
and the others?
Of course not.
But, surely, that which is must always be somewhere?
Yes.
But that which is in anything will be less, and that in which it is will
be greater; in no other way can one thing be in another.
True.
And since there is nothing other or besides the one and the others, and
they must be in something, must they not be in one another, the one in
the others and the others in the one, if they are to be anywhere?
That is clear.
But inasmuch as the one is in the others, the others will be greater
than the one, because they contain the one, which will be less than the
others, because it is contained in them; and inasmuch as the others
are in the one, the one on the same principle will be greater than the
others, and the others less than the one.
True.
The one, then, will be equal to and greater and less than itself and the
others?
Clearly.
And if it be greater and less and equal, it will be of equal and more
and less measures or divisions than
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