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How could numerical proportion be as true of visibilia, as of tangibilia, unless there were some ideas common to the two?
And if there be none, why is Geometry not just as much a matter of visibilia as of tangibilia? Moreover, as a matter of fact, it is certain that the muscular sense is so closely connected with both the visual and the tactile senses, that, by the ordinary laws of association, the ideas which it suggests must needs be common to both.
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