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4 Enter a name for the new universe folder: Test Universes 5 Click OK to create the folder and close the Select a Universe Folder dialog 6 When you export a universe in development or test, be sure to select the appropriate folder from the Domain box After you have developed and tested your universe, you move it to production by exporting it to a folder that production users can access This may be the root directory, or it may be a subfolder for a particular group of users 1 First, always export the universe to the folder \Test Universes to ensure you maintain a copy in the repository that you can continue to use for development purposes 2 Re-export the same universe, but this time select the production folder Designer will warn you that you are exporting the universe to a different location and will prompt you to either copy the universe or move it

To see how operator overloading works, let s start with an example that overloads two binary operators, the + and the The following program creates a class called ThreeD, which maintains the coordinates of an object in three-dimensional space The overloaded + adds the individual coordinates of one ThreeD object to another The overloaded subtracts the coordinates of one object from the other

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// An example of operator overloading using System; // A three-dimensional coordinate class class ThreeD { int x, y, z; // 3-D coordinates public ThreeD() { x = y = z = 0; } public ThreeD(int i, int j, int k) { x = i; y = j; z = k; } // Overload binary + public static ThreeD operator +(ThreeD op1, ThreeD op2) { ThreeD result = new ThreeD(); /* This adds together the coordinates of the two points and returns the result */ resultx = op1x + op2x; // These are integer additions resulty = op1y + op2y; // and the + retains its original resultz = op1z + op2z; // meaning relative to them return result; } // Overload binary - public static ThreeD operator -(ThreeD op1, ThreeD op2) { ThreeD result = new ThreeD(); /* Notice the order of the operands op1 is the left operand and op2 is the right */

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resultx = op1x - op2x; // these are integer subtractions resulty = op1y - op2y; resultz = op1z - op2z;

The cycloidal motion curve, as the name implies, is generated from a cycloid and has a sine acceleration curve A cycloid is the locus of a point on a circle that is rolled on a straight line The circumference of the circle is equal to the follower rise h The cycloid is the rst dwell-rise-dwell curve we discuss that does not have any discontinuities in the acceleration curve Therefore, it can be applied to higher speeds than the foregoing curves even though its maximum acceleration is higher in some cases Designate point A (Fig 210) as the center and draw a circle with the radius equal to h Divide this circle into the same number of parts used for the horizontal axis From 2p the projection of these points on the ordinate, draw lines that are parallel to the diagonal AD that intersect the vertical projections of the divisions of this abscissa These intersections locate the necessary points for the displacement curve

3 If the universe already existed in production, you will be warned that you will be overwriting an existing universe Select Yes or No if you wish to proceed with the copy

return result; } // Show X, Y, Z coordinates public void Show() { ConsoleWriteLine(x + ", " + y + ", " + z); } } class ThreeDDemo { static void Main() { ThreeD a = new ThreeD(1, 2, 3); ThreeD b = new ThreeD(10, 10, 10); ThreeD c; ConsoleWrite("Here is a: "); aShow(); ConsoleWriteLine(); ConsoleWrite("Here is b: "); bShow(); ConsoleWriteLine(); c = a + b; // add a and b together ConsoleWrite("Result of a + b: "); cShow(); ConsoleWriteLine(); c = a + b + c; // add a, b, and c together ConsoleWrite("Result of a + b + c: "); cShow(); ConsoleWriteLine(); c = c - a; // subtract a ConsoleWrite("Result of c - a: "); cShow(); ConsoleWriteLine(); c = c - b; // subtract b ConsoleWrite("Result of c - b: "); cShow(); ConsoleWriteLine(); } }

This program produces the following output:

does not refer to the restriction sets; it only refers to access control lists defined in the CMC Inherited restrictions defined at the folder level continue to be valid 4 Designer will confirm the universe was successfully copied Click OK to close the dialog

A 1 1 2 3

Here is a: 1, 2, 3 Here is b: 10, 10, 10

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