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<p>criticises<blockquote>...the fallacious way of proceeding to a certain Point on the Supposition of an Increment, and then at once shifting your Supposition to that of no Increment . . . Since if this second Supposition had been made before the common Division by o, all had vanished at once, and you must have got nothing by your Supposition. Whereas by this Artifice of first dividing, and then changing your Supposition, you retain 1 and nx<sup>n-1</sup>. But, notwithstanding all this address to cover it, the fallacy is still the same.</blockquote></p>

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