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are necessary. The V.34 standard does this using an interesting constellation. The fourdimensionalconstellationconsists of the cross product of the 192-pointconstellation shown in Figure 13.26. The 192-pointconstellation contains a 128-point cross constellationin the inner points, plus an additional 64 outer points. The inner points can be used to transmit 7 uncoded bits per symbol. The outer points are selected as close to the origin as possible (outside of the inner constellation)to minimize energy. Each of the A, B , C and D sets has the same number of points. Also, a rotation of an outer point yields another outer point. The 215 points in the constellation are obtained by concatenating a pair of 192-point constellations(which would result in a 1922point constellation,but 1922 > 215),excluding those 4D points whose correspondingpair of two-dimensional points are both outer points. There are thus 1922 - 642 = 215 points in this constellation. The inner points are used three-fourths of the time. By using the inner constellation more often, the average power is reduced compared to other (more straightforward) constellations. The average power of the constellation can be shown to be 28.0625d02, where is the minimum squared Euclidean distance (MSED) of the constellation. The peak power (which is also the peak power of the inner constellation) is 60.5di. The partition of the constellation proceeds through a sequence of steps which are illustrated in Figure 13.27. Each constituent two-dimensional rectangular lattice is partitioned into two families

if(abs(pps[j]) == nContracts) { s1[j] = -curPos; // Market exit point. break; // STOP. } // STEP 5. Enters a reverse position. int n = int(cash / imargin) * pps[j] / abs(pps[j]); cash -= abs(n) * costs[j].cost(); cash += pos.change(prices[j], costs[j].cost(), n, j, k, ts); s1[j] = -curPos + n;

8:48

TabLe 3-6

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10. Select the Choices tab. 11. For each of the placeholders in the Choices list, enter its name, any optional text, the path to the image you want used, and whether or not the choice is correct. If the choice is correct, you can also enter the number of points to add to the user s score. Additional choices can be added, or the number of preset choices reduced, by using the Add and Delete buttons at the top of the panel, respectively. 12. Select the Action Mgr ( Manager) tab. The Action Manager tab lists what actions are taken when the user interacts with the question. Actions can generally be thought of as a series of If . . . then statements. If a certain condition is met, then a defined action is taken. Actions are separated into different segments, such as when a particular option is selected. Figure D-3 shows the Action Manager listing for a fouroption multiple-choice question. 13. Segments can be added, deleted, renamed, or repositioned in the Action Manager panel. By accessing the drop-down list at the top of the panel, you can also insert special CourseBuilder behaviors, as well as any standard Dreamweaver behaviors. 14. Click OK when you re done.

After we split the UFO dialog into a set of smaller templates, there are three more things we have to do to turn them into a property sheet: Initialize an array of property sheet structures, call the PropertySheet() function to create the control, and subdivide the original dialog message handling code into units that match the controls in each of the new dialog templates for the property pages. Here s the declaration of the PROPSHEETPAGE structure, more or less as found in the Windows CE prsht.h header file. (I eliminated some of the conditionals to make it more readable and added the comments about the uses of the members.)

The full syntax of XML is described in several voluminous standards. Here, we will only briefly review a simple XML document to get a sense of what XML documents

Norms and general documents Guide to the expression of uncertainty in measurement ISO (1993) Accuracy (trueness and precision) of measurement methods and results, ISO 5725 Metrology and application of statistics help for the process for the estimation and the use of measurement and test results uncertainty, AFNOR X 07 - 021 (1999) Guide to the use of repeatability, reproducibility and trueness estimates in measurement uncertainty estimation, ISO/TS 21748 The expression of uncertainty and confidence in measurement, NAMAS M 3003 Barry N Taylor and Chris E Kuyatt, Guideline for evaluating and expressing the uncertainty of NIST measurement results , NIST Technical Note 1297, 1994 edition Stephanie Bell, A beginner s guide to uncertainty of measurement , Measurement good practice guide No 11 (1999) National Physical Laboratory, Teddington, UK Magnus Holmgren et al. Measurement uncertainty leaflet (SP INFO 2000 27 uncertainty pdf), SP Swedish National Testing and Research Institute Quantifying uncertainty in analytical measurement EURACHEM/CITAC Guide CG4, 2nd ed, QUAM: 2000. 1 Expression of the uncertainty of measurement in calibration, EAL - 4/02 (December 1999) EA Guidelines on the expression of uncertainty in quantitative testing EA-4/16 Eurolab technical report no. 1/2002 June 2002 Measurement uncertainty in testing ILAC 17: 2002, Introducing the concept of uncertainty of measurement in testing in association with the application of the standard ISO/IEC 17025

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