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If swept_object is a point list and there is no closure tag,
then sweep connects n+1 successive copies of each
point (including the original) with straight line segments to form a
polyline. If there are m points in the original point list,
then m polylines with n segments each are formed by the
sweep. In this manner, sweep forms a set of one-dimensional
objects (polylines) from zero-dimensional ones (points).
When there is a closure tag,
sweep connects n
successive copies of each point (including the original) with straight
line segments and finally connects the last copy back to the original
to form a polygon with n sides. If there are m points in
the original point list, then m polygons with n sides
each are formed by the sweep. In this manner, sweep forms a
set of two-dimensional objects (polygons) from zero-dimensional ones
(points).
Options
of the sweep are copied directly to the resulting
polyline(s).
These binaries (installable software) and packages are in development.
They may not be fully stable and should be used with caution. We make no claims about them.