PDD200A101 3BHE019633R0101 ABB module industrial control automation

PDD200A101 3BHE019633R0101 ABB module industrial control automation

Technical data of product parameters

ThePDD200A101 3BHE019633R0101 operator uses the current nonstroking color to paint the entire region enclosed by the current path. If the path consists of several disconnected subpaths, f
paints the insides of all subpaths, considered together. Any subpaths that are open
are implicitly closed before being filled.
If a subpath is degenerate (consists of a single-point closed path or of two or more
points at the same coordinates), f paints the single device pixel lying under that
point; the result is device-dependent and not generally useful. A single-point
open subpath (specified by a trailing m operator) produces no output.
For a simple path, it is intuitively clear what region lies inside. However, for a
more complex path—for example, a path that intersects itself or has one subpathPDD200A101 3BHE019633R0101
that encloses another—it is not always obvious which points lie inside the path.
The path machinery uses one of two rules for determining which points lie insidePDD200A101 3BHE019633R0101
a path: the nonzero winding number rule and the even-odd rule, both discussed in
detail below.
The nonzero winding number rule is more versatile than the even-odd rule and is
the standard rule the f operator uses. Similarly, the W operator uses this rule to
determine the inside of the current clipping path. The even-odd rule is occasionally useful for special effects or for compatibility with other graphics systems; the
f* and W* operators invoke this rule. For simple convex paths, the nonzero winding number rule defines the inside
and outside as one would intuitively expect. The more interesting cases are those
involving complex or self-intersecting paths like the ones shown in Figure 4.10.
For a path consisting of a five-pointed star, drawn with five connected straight
line segments intersecting each other, the rule considers the inside to be the entire area enclosed by the star, including the pentagon in the center. For a path
composed of two concentric circles, the areas enclosed by both circles are considered to be inside, provided that both are drawn in the same direction. If the circlesPDD200A101 3BHE019633R0101
are drawn in opposite directions, only the doughnut shape between them is inside, according to the rule; the doughnut hole is outside.

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