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    Re: Certain Errors in "Certaine Errors".
    From: Herbert Prinz
    Date: 2007 Dec 12, 07:15 -0500

    George Huxtable wrote:
    >OK so far. But from now on, I start to get lost. Where has the point N*
    >appeared from?
    I invented it. My next sentence was meant to serve as its definition:
    >| The trapezoid FONE
    >| can thus be broken down into a rectangle FONN* and a right triangle NN*E
    >| with the right angle at N*.
    There is just one way to split the trapezoid into a rectangle and a
    right triangle: By drawing a perpendicular from N to EF.
    Wright's triangle PFQ corresponds to my NN*E.
    When I was drawing the above, I hit on a better explanation, which
    follows Wright's procedure more literally and preserves the lettering of
    his diagram. In fact, Wright splits the trapezoid into a *parallelogram*
    and a right triangle:
    If Q on EF is chosen in such manner that it makes "EQ equall to NO",
    then OQ equals EN, the required chord of the distance. Of course, Wright
    never draws the parallelogram. All he needs is the triangle.  Under
    rotation on axis EF into the plane of the meridian, the image point of O
    becomes P ("Make FP equall to OF").  Wright's PFQ and my own OFQ are now
    not only congruent but also in the same place.
    Herbert Prinz
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