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As you ramp up your BusinessObjects XI implementation, you will offer different users access to the system at different points in time. As described in 4, many tasks, including levels of communication, content, resource planning, and so on, will be tailored according to different user groups and their implementation phase.

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Report Template Analytic Chart and Analytic Grid Description Analytic charts and grids are either chart or grid views of OLAP data. The charts can be either line or bar charts. Both of these chart types require Analysis Services to be the data source. These templates are preferred over the PivotChart and PivotTable templates because they are thin-client tools as opposed to the thick-client PivotChart and PivotTable controls. A caveat with the Analytic Chart and Grid is that they only work with Analysis Services 2005, so they are not backwards-compatible with Analysis Services 2000. This template will pull data from Excel Services workbooks that have already been published so they can be included in a report view.

3. Gentle upward pressure for the posterior shoulder 4. Support the subsequent delivery of the fetus s body

mc = the mass of the cam 2 Rc = the distance from the pivot to the center of mass of the cam RFc = the moment arm of the contact force about the cam pivot Rs = the moment arm of the spring force about the cam pivot Ir = the moment of inertia of the roller crank about its center of mass mr = the mass of the roller crank Rr = the distance from the pivot to the center of mass of the roller crank rFc = the moment arm of the contact force about the roller crank pivot rs = the moment arm of the spring force about the roller crank pivot Figure 8.25 shows Tin as a function of the roller crank position for the single-dwell mechanism. In this calculation, a constant angular velocity of 30 rpm was assumed for the roller crank. Other properties estimated for the single-dwell prototype were: density of the cam material = 0.04 lb/in3; mc = mass of the cam = 0.32 lb; Ic = moment of inertia of the cam about its center of mass = 1.7264 lb - in2; Rc = distance from the cam pivot to its center of mass = 2.2 in. Inertia forces of the roller crank were neglected. Figure 8.25 shows the input torque requirement with and without the force-closure spring. The next step is to optimize the location of the spring and the spring constant to decrease the peak input torque to improve the performance of the device at high speeds based on the quasistatic analysis.

It is through color harmonies that you can better see the relationships between primary, secondary, and complementary colors. In the additive color model, the primary colors are red, green, and blue. Complementary colors are the color opposites of primaries and lie at 180 in opposition on a color wheel of hues. For example, the complementary color of Red is Green; the opposite of Blue is Yellow; and these complements are largely responsible for the A and B color channels in the LAB model, discussed earlier in this chapter. Secondary (additive) colors are the result of mixtures of two primary colors: Red + Green yields Yellow, Green + Blue produces Cyan, and Red + Blue produces Magenta, which is the basis for the CMYK (subtractive) color model. It should be noted, however, that color harmonies, relationships that are described based on math, are not necessarily the sort of harmony you think of when designing a scheme, for example, for the living room. The color explorer utilities you can download online typically do exactly what CorelDRAW s mixer does. Usually showing only contrasting colors (color opposites, complementary colors), color mixers have no intelligence; they describe only relationships between hues, and therefore can choose, for example, college sports team colors, but you truly have to use your own mind s eye when designing an eye-pleasing palette of colors to use in your work.

Transmission of digital information in a digital format requires the translation of the 1s and 0s into a sequence of voltage pulses that can be propagated over a physical medium. This translation is known as digital encoding. The encoding mechanisms in current use were developed to satisfy two basic requirements: 1. Adequate timing content for regenerator operation. 2. Suitable spectrum shaping for media transmission. The signal must contain enough changes to allow the receiver to differentiate accurately between bits. Binary data can include long strings of 0s or 1s. In an encoding system that uses one voltage level to mean 1 and another to mean 0 (the latter often a zero voltage), a long string of similar bits contains no changes and therefore no timing information that the receiver clock recovery can use for synchronization. The objective is to create a transmission system that is bit-sequenceindependent.

Figure 14-11

In this program, Test is declared as shown here:

class MyGenClass<T> where T : MyClass, IMyInterface, new() { // ...

ciscoasa# show threat-detection statistics [min-display-rate min_display_rate] host [IP_address [mask]]

When a project is launched, company management has agreed to sponsor and allocate resources to the project, based upon the objectives of the project at its onset. As a project is launched and as it progresses week by week, the project manager and team will meet regularly to discuss the schedule and any issues that arise that were unanticipated at the start of the project. While managing the project schedule, a project manager could be tempted to adjust the end date on a task that is running late, to adjust affected downstream tasks. However, doing so may affect the budget or the final project deliverable. Management might not appreciate the project manager making arbitrary changes to the project schedule

#include <iostream> using namespace std; class base { int i; // private to base public: int j, k; void seti(int x) { i = x; } int geti() { return i; } }; // Inherit base as private. class derived: private base { public: /* The next three statements override base's inheritance as private and restore j, seti() and geti() to public access. */ base::j; // make j public again - but not k base::seti; // make seti() public base::geti; // make geti() public // base::i; // illegal, you cannot elevate access

vector<int> iv; vector<char> cv(5); vector<char> cv(5, 'x'); vector<int> iv2(iv); // // // // create zero-length int vector create 5-element char vector initialize a 5-element char vector create int vector from an int vector

The blend is confused; you need to remove the kinks by node mapping the control objects to make a smoother blend transition.

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