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In the last section, you used the report-based ranking to rank data within a report The server-based ranking is much more powerful in that you can rank data against the full data set So you can answer questions such as Who are my top ten customers by revenue What products did my top ten customers buy What are my top ten products according to margin To perform a server-based ranking, follow these steps: 1 From the Java Report panel, select Edit Query 2 Select Add A Database Ranking from the Query toolbar 3 This will add a ranking row to the Query Filters section Use the Top/Bottom toggle to select if you want the Top or Bottom ranking

The output from the program is shown here:

ature reading Linear four-bar linkages transmit the motion to and from the cams, which are held in contact by gravity The basic spiral contour cam mechanism has been used in instrumentation where it was necessary to generate such quantities as trigonometric functions, ballistic functions, logarithms, probability functions, etc For example, in multiplication, the input is converted to logarithms, added, and then reconverted to a linear scale by antilogs This cam contour (Fig 1448) is the simplest, most ef cient, most accurate means for linearizing input and output shafts where the motion relationship is a nonlinear function Contacting spirals, which are generally used, have pure rolling action and are reversible Also, for pure rolling, the contours of one curve must have an increasing radius and those of the other must be a decreasing one In other words, the curves will not have a minimum or maximum point within the range needed The surfaces may be plain, have cross-tapes, or have gear teeth As stated previously, the given related variables are nonlinear and it is necessary to make scale readings equidistant For example, measurement of ow of a uid may be determined by the pressure drop across an ori ce In the control eld, the proportional mechanisms for control are linear, and therefore for best results we must again have equal scale measurements Let us derive the basic relations for this contour In Fig 1448 we see the two curves in contact Let q0 qi r0 ri ce = angle rotated by the output driven member, deg = the angle rotated by input driver, deg = radius to point of contact at angle q0, in = radius to the point of contact at angle qi, in = r0 + ri = distance between centers of rotation, in

First 8 powers of 2: 1 2 4 8 16 32 64 128 Here are some errors: -1 -1

19:

Notice that the indexer for PwrOfTwo includes a get accessor, but no set accessor As explained, this means that the indexer is read-only Thus, a PwrOfTwo object can be used on the right side of an assignment statement, but not on the left For example, attempting to add this statement to the preceding program won t work:

This statement will cause a compilation error because no set accessor is defined for the indexer There are two important restrictions to using indexers First, because an indexer does not define a storage location, a value produced by an indexer cannot be passed as a ref or out parameter to a method Second, an indexer must be an instance member of its class; it cannot be declared static

Both the radii and the length of periphery are important Furthermore, as shown for pure rolling action the point of contact P must lie on the line of centers We know that the angle of the driven member q 0 = f (q i ) Differentiating, (1426)

4 By default, the value of Top 10 is selected You can change the constant of 10 or enter a prompt 5 Drag the dimension for which you wish to perform the ranking onto the placeholder Drop a dimension here In Figure 19-9, this is Customer Last Name 6 Drag the measure to base the ranking on to the placeholder Drop a measure here In Figure 19-9, this is Amount Sold 7 Select Run Query The SQL generated will use the RANK function in the WHERE clause as follows: