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[17]
Let us now endeavor to find topics about enthymemes in general in
another way, noting in passing1 those which are refutative and those which are
demonstrative, and those of apparent enthymemes, which are not really
enthymemes, since they are not syllogisms. After this has been made clear, we
will settle the question of solutions and objections, and whence they must be
derived to refute enthymemes.
1 Or, “noting in addition” （Victorius）; or, “pointing out, side by side” （Jebb）.
Aristotle in 23 Volumes, Vol. 22, translated by J. H. Freese. Aristotle. Cambridge and London. Harvard University Press; William Heinemann Ltd. 1926.
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