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On Sophistical Refutations   
definite type of fault, and is a kind of foul fighting, so the art
of contentious reasoning is foul fighting in disputation: for in the
former case those who are resolved to win at all costs snatch at
everything, and so in the latter case do contentious reasoners. Those,
then, who do this in order to win the mere victory are generally
considered to be contentious and quarrelsome persons, while those
who do it to win a reputation with a view to making money are
sophistical. For the art of sophistry is, as we said,' a kind of art
of money-making from a merely apparent wisdom, and this is why they
aim at a merely apparent demonstration: and quarrelsome persons and
sophists both employ the same arguments, but not with the same
motives: and the same argument will be sophistical and contentious,
but not in the same respect; rather, it will be contentious in so
far as its aim is an apparent victory, while in so far as its aim is
an apparent wisdom, it will be sophistical: for the art of sophistry
is a certain appearance of wisdom without the reality. The contentious
argument stands in somewhat the same relation to the dialectical as
the drawer of false diagrams to the geometrician; for it beguiles by
misreasoning from the same principles as dialectic uses, just as the
drawer of a false diagram beguiles the geometrician. But whereas the
latter is not a contentious reasoner, because he bases his false
diagram on the principles and conclusions that fall under the art of
geometry, the argument which is subordinate to the principles of
dialectic will yet clearly be contentious as regards other subjects.
Thus, e.g. though the squaring of the circle by means of the lunules
is not contentious, Bryson's solution is contentious: and the former
argument cannot be adapted to any subject except geometry, because
it proceeds from principles that are peculiar to geometry, whereas the
latter can be adapted as an argument against all the number of
people who do not know what is or is not possible in each particular
context: for it will apply to them all. Or there is the method whereby
Antiphon squared the circle. Or again, an argument which denied that
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