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correct reference to figure
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@ -111,7 +111,7 @@ that sphere. Each normal circle defines two such points;
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the \f$ \theta\f$-extremal point of a polar circle is the pole the circle
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goes through. No such point is defined on a bipolar or a threaded
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circle.
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These definitions are illustrated on Fig. \ref figdefcircles.
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These definitions are illustrated on Figure \cgalFigureRef{figdefcircles}.
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Notice that the \f$ \theta\f$-extremal points should not be confused with
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the endpoints of an arbitrary arc on a sphere.
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