+The left border is moved farther left and the right border is moved farther
+right by {\it dx}. The upper border is moved farther up and the bottom border
+is moved farther down by {\it dy}. (Note the the width and height of the
+rectangle thus change by 2*{\it dx} and 2*{\it dy}, respectively.) If one or
+both of {\it dx} and {\it dy} are negative, the opposite happens: the rectangle
+size decreases in the respective direction.
+
+Inflating and deflating behaves ``naturally''. Defined more precisely, that
+means:
+\begin{enumerate}
+ \item ``Real'' inflates (that is, {\it dx} and/or {\it dy} >= 0) are not
+ constrained. Thus inflating a rectangle can cause its upper left corner
+ to move into the negative numbers. (the versions prior to 2.5.4 forced
+ the top left coordinate to not fall below (0, 0), which implied a
+ forced move of the rectangle.)
+
+ \item Deflates are clamped to not reduce the width or height of the
+ rectangle below zero. In such cases, the top-left corner is nonetheless
+ handled properly. For example, a rectangle at (10, 10) with size (20,
+ 40) that is inflated by (-15, -15) will become located at (20, 25) at
+ size (0, 10). Finally, observe that the width and height are treated
+ independently. In the above example, the width is reduced by 20,
+ whereas the height is reduced by the full 30 (rather than also stopping
+ at 20, when the width reached zero).
+\end{enumerate}
+