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The analysis presented here will capture the value added by weighting differences for a single period, which might be a day or a month. We are, of course, usually interested in analyzing fund management decisions over multiple valuation periods. So we can extend the single period analysis of the contribution made by different securities to the value added over the benchmark in a way similar to the way that we extended the contribution analysis to multiple periods. We do make some adjustments, however, when we are calculating a multiperiod contribution to value added. Let s take an example where we have a fund invested in the same securities as the benchmark, but in different proportions. If the manager does not trade or rebalance the portfolio, the beginning weights in Period 2 will be calculated using the Period 1 begin market values multiplied by the Period 1 growth rate. Exhibit 17.9 shows the fund and benchmark weights, returns, contributions and value added over the benchmark for the two periods. To determine the contribution to value added made by holding each security over the two periods we need to compound the single period value-added statistics over the two periods. We saw before how we could compound the cumulative prior period contribution to return at the current period total fund return to derive the multiple period contributions to return. Here we are interested in compounding only the benchmark relative value-added component over time. To do this we add each period s value added scaled by the growth rate of: 1. The fund total return for prior periods. 2. The benchmark total return for subsequent periods.

5.9-6.4/ 3.7-4.2 6.735-6.975/ 4.53-4.73 14.2-14.5/ 10.7-11.7 6.45-6.47/ 2.50-2.52 2.67-2.69/ 3.68-3.70 0.406 5.890-5.930 2.590-2.630

When an AES is serving balanced linear loads, harmonic current injection into the area EPS at the PCC should not exceed the limits stated in Table 14.3. The harmonic current injections should be exclusive of any harmonic currents because of harmonic voltage distortion present in the area EPS without the AES connected.

var counter = 1; while(counter <= 10) { document.write(counter + "<BR>"); counter = counter + 1; }

To force yourself to declare all the variables that you use, include the following as the first instruction in your VBA module:

Address Complete Message (ACM) maps to SIP 183 Session Progress so that SIP caller hears ringtone, busytone, or recorded announcements.

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it first queries the object xl to determine whether the property visible exists. If so, the Python interpreter sets the property to 1. The value in the object will be returned as:

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29. 30. 31. 32.

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So with this logic, your average SOHO network IP space layout might look something like Table 9-1.

reservoir mass m as a whole is Q cp m T C T P1 dt 5:6

screen, the two parts being connected by a straight line passing through the pinhole. Each part of the object illuminates a corresponding part of the screen, so an upsidedown image of the object is formed. The pinhole image is dim, however, because the hole must be small (allowing little light to pass through) if the image is to be sharp. A lens is able to form a much brighter image. It collects a bundle of light rays from each point of the object and directs them to corresponding points on the screen, thus giving a bright image (figure 1.5).

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Excel provides two ways to filter a list. AutoFiltering is useful for simple filtering criteria. Advanced filtering (discussed later in this chapter) is for more complex filtering.

Traffic capacities: The traffic capacities through the transponder can be easily calculated by referring to Table AN2-2a (satellite e.i.r.p. = 28 dBW, EOC, clear sky, accounting for the back-off) and to Table AN2-2e (e.i.r.p. per carrier = 10.6 dBW, remote-to-hub and 2.8 dBW, hub-toremote, EOC, clear sky). The number of continuous carriers which can be transmitted through the transponder is given below. It is very important to note that the actual number of circuits can be multiplied by a factor 2.5 in case of voice activated transmissions1.

Baseband signals can be modulated onto a sinusoidal carrier by modulating one or more of its three basic parameters: amplitude, frequency, and phase. Accordingly, there are three basic modulation schemes in digital communications: amplitude shift keying (ASK), frequency shift keying (FSK) and phase shift keying (PSK). There are many variations and combinations of these techniques. Table 4.2-1 is a list of abbreviations and descriptive definitions of digital modulation schemes. Some of the schemes can be derived from more than one "parent" scheme.

The output phase of the two arms is given by phase = 1 tan 1 sin( 2 1 ) 1 cos( 2 1 ) (12-25)

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