he is asked about the name of Hermogenes, who is acknowledged to have no
luck in him, he affirms this to be the name of somebody else. Socrates
supposes him to mean that falsehood is impossible, to which his own answer
would be, that there has never been a lack of liars. Cratylus presses him
with the old sophistical argument, that falsehood is saying that which is
not, and therefore saying nothing;--you cannot utter the word which is not.
Socrates complains that this argument is too subtle for an old man to
understand: Suppose a person addressing Cratylus were to say, Hail,
Athenian Stranger, Hermogenes! would these words be true or false? 'I
should say that they would be mere unmeaning sounds, like the hammering of
a brass pot.' But you would acknowledge that names, as well as pictures,
are imitations, and also that pictures may give a right or wrong
representation of a man or woman:--why may not names then equally give a
representation true and right or false and wrong? Cratylus admits that
pictures may give a true or false representation, but denies that names
can. Socrates argues, that he may go up to a man and say 'this is year
picture,' and again, he may go and say to him 'this is your name'--in the
one case appealing to his sense of sight, and in the other to his sense of
hearing;--may he not? 'Yes.' Then you will admit that there is a right or
a wrong assignment of names, and if of names, then of verbs and nouns; and
if of verbs and nouns, then of the sentences which are made up of them; and
comparing nouns to pictures, you may give them all the appropriate sounds,
or only some of them. And as he who gives all the colours makes a good
picture, and he who gives only some of them, a bad or imperfect one, but
still a picture; so he who gives all the sounds makes a good name, and he
who gives only some of them, a bad or imperfect one, but a name still. The
artist of names, that is, the legislator, may be a good or he may be a bad
artist. 'Yes, Socrates, but the cases are not parallel; for if you
subtract or misplace a letter, the name ceases to be a name.' Socrates
admits that the number 10, if an unit is subtracted, would cease to be 10,