public static void MakeOffsetZ(IGeometry igeometry_0, double double_0)
{
if (igeometry_0 is IZ)
{
GeometryOperator.MakeZMAware(igeometry_0, true);
IZ igeometry0 = igeometry_0 as IZ;
igeometry0.CalculateNonSimpleZs();
igeometry0.OffsetZs(double_0);
}
}
public static IGeometry Mirror(IGeometry igeometry_0, ILine iline_0)
{
IGeometry geometry;
IPointCollection igeometry0;
object value;
int i;
IPointCollection polylineClass = null;
if (igeometry_0 is IPolyline)
{
polylineClass = new Polyline();
}
else if (!(igeometry_0 is IPolygon))
{
if (igeometry_0 is IMultipoint)
{
polylineClass = new Multipoint();
igeometry0 = igeometry_0 as IPointCollection;
value = Missing.Value;
for (i = 0; i < igeometry0.PointCount; i++)
{
polylineClass.AddPoint(GeometryOperator.Mirror(igeometry0.Point[i], iline_0), ref value,
ref value);
}
geometry = polylineClass as IGeometry;
return(geometry);
}
if (!(igeometry_0 is IPoint))
{
geometry = null;
return(geometry);
}
else
{
geometry = GeometryOperator.Mirror(igeometry_0 as IPoint, iline_0);
return(geometry);
}
}
else
{
polylineClass = new Polygon();
}
igeometry0 = igeometry_0 as IPointCollection;
value = Missing.Value;
for (i = 0; i < igeometry0.PointCount; i++)
{
polylineClass.AddPoint(GeometryOperator.Mirror(igeometry0.Point[i], iline_0), ref value, ref value);
}
geometry = polylineClass as IGeometry;
return(geometry);
}
public static IGeometry Mirror(IGeometry igeometry_0, IPolyline ipolyline_0)
{
ILine segment = (ipolyline_0 as ISegmentCollection).Segment[0] as ILine;
return(GeometryOperator.Mirror(igeometry_0, segment));
}
public IPolyline Cut(IPoint ipoint_0, IPoint ipoint_1, double double_0)
{
IPoint point;
bool flag;
int num;
int num1;
IPoint point1;
int num2;
IPolyline polyline;
IPolyline mPGeometry = this.m_pGeometry as IPolyline;
bool flag1 = false;
int num3 = -1;
int num4 = -1;
double num5 = 0;
int num6 = -1;
int num7 = -1;
bool flag2 = GeometryOperator.TestGeometryHit(double_0, ipoint_0, mPGeometry, out point, ref num5, ref num6,
ref num3, out flag1);
bool flag3 = flag2;
if ((!flag2 ? false : !flag1))
{
mPGeometry.SplitAtPoint(point, true, false, out flag, out num, out num1);
if (flag)
{
GeometryOperator.TestGeometryHit(double_0, ipoint_0, mPGeometry, out point, ref num5, ref num6,
ref num3, out flag1);
}
}
bool flag4 = GeometryOperator.TestGeometryHit(double_0, ipoint_1, mPGeometry, out point1, ref num5, ref num7,
ref num4, out flag1);
bool flag5 = flag4;
if ((!flag4 ? false : !flag1))
{
mPGeometry.SplitAtPoint(point, true, false, out flag, out num, out num1);
if (flag)
{
if (num3 >= num4)
{
num3++;
}
GeometryOperator.TestGeometryHit(double_0, ipoint_1, mPGeometry, out point1, ref num5, ref num7,
ref num4, out flag1);
}
}
if ((!flag3 ? true : !flag5))
{
polyline = null;
}
else
{
if (num6 > num7)
{
num2 = num6;
num6 = num7;
num7 = num2;
num2 = num3;
num3 = num4;
num4 = num2;
}
else if ((num6 != num7 ? false : num3 > num4))
{
num2 = num3;
num3 = num4;
num4 = num2;
}
polyline = this.method_1(mPGeometry, num6, num3, num7, num4) as IPolyline;
}
return(polyline);
}
