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WHAT ABOUT RISK Total returns are only part of the story Risk must also be considered Higher returns are usually associated with higher risk, which is just what the study shows During the 30 years under study, stock market returns showed an average standard deviation of 393, the largest of all the asset classes (Standard deviation measures portfolio variance and is a measure of risk The higher the number, the greater the risk) The CRB Index had the second highest with 283 Government and corporate bonds showed.

So, for example, to make a directory fully accessible to a user, but only executable to group and other, you would set permissions to 711. A file that was read/write enabled for owner and group, but only readable everyone could be set to 664. Common permission settings are 755 for directories and 644 for files. This essentially makes everything accessible to everyone to access, but only accessible for the owner to change. Here are some examples of chmod commands using numbers to set permissions:

Pure client-server, as in Figure 13.3a Pure peer-to-peer to peer without any server, using a P2P protocol (see 20, Peer-to-Peer SIP Rendezvous for the SIP UAs using the SIP server, and then operating presence and IM in a peer-to-peer mode, as indicated in Figure 13.3b

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In some cases TIM units include additional processing for on-board voice compression or fax demodulation (telephony applications), or protocol spoofing (data applications). Some experimental systems include also ATM-oriented TIM units.

A higher contrast, nonuniform brightness condition is produced with concentrated distributions present in both the upward and downward components. The upward component reduces excessive contrast in a space; however, the nonuniform light reflected from wall or ceiling surfaces is insufficient to wash out all shadow and contrast. This lack of diffusion yields moderate contrast (figure 3.16).

reconfiguring radiation patterns in orbit; and d) developing rapidly scanned multiple spot beams, phased arrays and hybrid antenna systems The development of new materials and devices, such as high temperature superconductors and carbon fibres, GaAs monolithic microwave integrated circuits (MMICs) and opto-electronic devices, have accelerated improvements in satellite antenna performance Phased arrays, as an alternative to large reflectors, deploy an array of small antennas over a large area, connected in such a way that their received or transmitted signals are in the correct electrical amplitude and phase with each other The frontview of a typical example of a phased array antenna is shown in Figure 620 [Ref 1] The individual antennas are called elements; groups of elements are referred to as sub-arrays, which, in turn, can be combined into large arrays.

The circuitry which performs the phase and amplitude distribution (or even multiple beam generation) is referred to as a beam forming network (BFN) Phase shifters can shape the size and direction (ie performing beam scanning or switching) without the need of physically moving the antenna, as is the case for conventional (single-horn fed) reflector antennas The BFN may be controlled by electrical or even by electronic means In the latter case, beam scanning or switching can be performed very rapidly (for example, in satellite switching TDMA (SS-TDMA)) However, arrays can also can be applied to reflector antennas by employing BFN feeds which can reconfigure a satellite beam by ground command A typical example of a complex multi-horn feed system with a BFN constructed in waveguide technology is represented in Figure 620 The use of multi-horn-fed reflector antenna technology predominates the commercial communication satellite industry at present.

One of the main benefits of using an array formula is that you can eliminate intermediate formulas in your worksheet. This makes your worksheet more compact, and eliminates the need to display irrelevant calculations. Figure 14-16 shows a worksheet that contains pre-test and post-test scores for students. Column D contains formulas that calculate the changes between the pre-test and the post-test scores. Cell D17 contains a formula, shown here, that calculates the average of the values in column D:

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