-distance, measured in staff-spaces, between the reference points of the two items, when
-compressing is in effect. Values for @code{minimum-distance} that
-are less than @code{padding} are not meaningful, since the
-resulting distance will never be less than @code{padding.}
-
-@item @code{stretchability} -- a unitless measure of the dimension's relative propensity
-to stretch. If zero, the distance will not stretch (unless
-collisions would result). When positive, the significance of a
-particular dimension's @code{stretchability} value lies only in
-its relation to the @code{stretchability} values of the other
-dimensions. For example, if one dimension has twice the
-@code{stretchability} of another, it will stretch twice as easily.
-Values should be non-negative and finite. The value @code{+inf.0}
-triggers a @code{programming_error} and is ignored, but
-@code{1.0e7} can be used for an almost infinitely stretchable
+distance, measured in staff-spaces, between the reference points
+of the two items, when compressing is in effect. Values for
+@code{minimum-distance} that are less than @code{padding} are not
+meaningful, since the resulting distance will never be less than
+@code{padding.}
+
+@item @code{stretchability} -- a unitless measure of the
+dimension's relative propensity to stretch. If zero, the distance
+will not stretch (unless collisions would result). When positive,
+the significance of a particular dimension's @code{stretchability}
+value lies only in its relation to the @code{stretchability}
+values of the other dimensions. For example, if one dimension has
+twice the @code{stretchability} of another, it will stretch twice
+as easily. Values should be non-negative and finite. The value
+@code{+inf.0} triggers a @code{programming_error} and is ignored,
+but @code{1.0e7} can be used for an almost infinitely stretchable