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convert, as these capabilities do not exist in Web Intelligence, or they exist but involve capabilities that require reports to be rebuilt manually: Personal data providers Free-hand SQL Stored procedures OLAP data provider VBA data provider XML data provider Query on query Query filter based on calculation @script() function User-defined universe objects (not be confused with user-defined report-based variables) If your full-client document contains the following capabilities, then the report will partially convert but then may need additional manual modification: VBA macros OLE objects/pictures Hide object Value-based breaks Breaks on multiple dimensions Complex report filters that use formulas in the filter Series in charts Multicube() function Fold/unfold User-defined hierarchies In order to use the utility, the document must exist in the XI repository It does not convert rep files that exist on local or network drives To launch the BusinessObjects to Web Intelligence Conversion tool: 1 From Windows, select Start | Programs | BusinessObjects XI Release 2 | BusinessObjects Enterprise | Report Conversion Tool 2 When prompted, log in to the XI repository that contains the full-client documents you wish to convert 3 You can choose to perform the actual conversion or to preview which reports will convert successfully or not To preview the conversion, choose Create An Audit Report Only To perform the actual conversion, choose Convert And Publish Reports and then click Next

// Stopping a thread by use of Abort() using System; using SystemThreading; class MyThread { public Thread Thrd; public MyThread(string name) { Thrd = new Thread(thisRun); ThrdName = name; ThrdStart(); } // This is the entry point for thread void Run() { ConsoleWriteLine(ThrdName + " starting");

723 Cam Curvature The shape of a planar curve G depends on the rate of change of the direction of its tangent with respect to the arc length, a measure that is called the curvature of G, and designated hereafter as k This variable plays an important role in the design of cam mechanisms, for it is directly related to the occurrence of cusps and the already mentioned effect known as undercutting The reciprocal of the curvature k is the radius of curvature r, ie, r= 1 k (79)

23:

5:

for(int i = 1; i <= 1000; i++) { ConsoleWrite(i + " "); if((i%10)==0) { ConsoleWriteLine(); ThreadSleep(250); } } ConsoleWriteLine(ThrdName + " exiting"); } } class StopDemo { static void Main() { MyThread mt1 = new MyThread("My Thread"); ThreadSleep(1000); // let child thread start executing ConsoleWriteLine("Stopping thread"); mt1ThrdAbort(); mt1ThrdJoin(); // wait for thread to terminate ConsoleWriteLine("Main thread terminating"); } }

The radius of curvature at a point of the cam pro le is the radius of a circle tangent at that point to the cam pro le, on the concave side, as shown in Fig 73 The curvature of that circle is the same as that of the cam pro le For our purposes, the radius of curvature is positive if the center K of the circle is located between the center of rotation O and the point of tangency Q; otherwise, the radius of curvature is negative In the discussion that follows, formulas for calculating the curvature at any point of a cam pro le are derived Let us consider a planar curve, as shown in Fig 74 At any point P on the curve, whose position vector is denoted by p, a unique orthonormal pair of vectors is de ned, namely, the tangent and the normal vectors indicated in that gure as et and en Let l measure the arc length as in Fig 74 Unit vectors et and en, their derivatives with respect to l, and the curvature k are related by the Frenet-Serret formulas, Brand (1965), namely,

The output from this program is shown here:

4 The tool displays a list of folders in the repository To see just the full-client documents, check the box Show Reports Not Yet Converted Folders that contain full-client documents appear in bold, with a count of the number of rep files

My Thread starting 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 Stopping thread Main thread terminating

(710) (711)

You might find a second form of Abort( ) useful in some cases Its general form is shown here: public void Abort(object stateInfo) Here, stateInfo contains any information that you want to pass to the thread when it is being stopped This information is accessible through the ExceptionState property of ThreadAbortException You might use this to pass a termination code to a thread The following program demonstrates this form of Abort( ):

5 Highlight the reports you wish to convert and click Add so that they appear on the right under the column rep documents selected for conversion If the documents also contain data, leave the Convert Data check box checked If, however, your documents contain only query and layout information, and users must refresh the document upon opening it, then leave this box unchecked

// Using Abort(object) using System; using SystemThreading;

Now, let the position vector p be a function of a parameter q that, in general, is different from l Differentiation of p with respect to q twice yields

Part II:

Part I: