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The most frustrating thing to me about the Magnetic Lasso tool is all those handles, or anchor points, that disappear the minute the selection is completed. Wouldn t it be much more convenient if they stuck around so you could go back and adjust your selection You can adjust your selection using handles by turning it into a path. After you ve created a selection, turn it into a path and correct it by following these steps:

(It may not seem logical to use a cone to make a flat plate. However, it works because you can create a truncated cone that is upside down and very shallow. It s an unusual but interesting use for the CONE command.)

Figure 4-1

Just in case you hadn t noticed yet, the Animation (Frames) panel menu lets you know that you are not working with the same tools as the Animation (Timeline) panel. As shown in Figure 28.5, the menus not only look different, but they have completely different options.

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Feigned or real, many sports writers pointed to the injury of Paul Pierce as the spark that helped the Boston Celtics win Game 1 in the 2008 NBA nals. Neglected in this reporting is how that injury placed Pierce on a mental pedestal. In other words, Paul Pierce was in a no-lose situation: If he played like an oaf, no one would blame him for screwing up the game. But, if he played great, as he did, scoring 15 of his 22 points in the third quarter, the injury shows how great he really is. Pierce had a positive handicap that promoted his great play, and helped the Celtics capture their seventeenth championship. Most athletes will tell you that the most dangerous opponent is one who is sick or injured. The injury or sickness is actually a handicap that protects their ego. There is no detriment to their self-esteem if they lose. When there is no cost to your ego, there is no holding back it is full throttle ahead, and you become a danger to everyone. Some individuals handicap themselves, purposely. One such example was the nineteenth-century French chess champion Alexandre Deschapelles. He was a world-class

[525] Y. Li, N. Seshadri, and S. Ariyavisitakul, Channel estimation for OFDM systems with transmitter diversity in mobile wireless channels, IEEE Journal on Selected Areas in Communications, vol. 17, pp. 461471, March 1999. [526] Y. Li, J. Chuang, and N. Sollenberger, Transmitter diversity for OFDM systems and its impact on high-rate data wireless networks, IEEE Journal on Selected Areas in Communications, vol. 17, pp. 1233-1243, July 1999. [527] W.-J. Choi and J. Cioffi, Space-time block codes over frequency selective fading channels, in Proceedings o VTC 1999 Fall, (Amsterdam, Holland), pp. 2541-2545, 19-22 September 1999. f [528] Z. Liu, G. Giannakis, A. Scaglione, and S. Barbarossa, Block precoding and transmit-antenna diversity for decoding and equalization of unknown multipath channels, in Pmc 33rd Asilomar Conference Signals, Systems and Computers, (Pacific Grove, Canada), pp. 1557-1561, 1-4 November 1999. [S291 Z. Liu and G. Giannakis, Space-time coding with transmit antennas for multiple access regardless of frequency-selective multipath, in Proc 1st Sensor Array and Multichannel SP Workshop, (Boston, USA), 15-17 March 2000. [530] T. Liew, J. Pliquett, B. Yeap, L.-L. Yang, and L. Hanzo, Comparative study of space time block codes and various concatenated turbo coding schemes, in PIMRC 2000, (London, UK), pp. 741-745, 18-21 September 2000. [531] T. Liew, J. Pliquett, B. Yeap, L.-L. Yang, and L. Hanzo, Concatenated space time block codes and TCM, turbo TCM, convolutional as well as turbo codes, in GLOBECOM 2000, (San Francisco, USA), 27 Nov -1 Dec 2000. [532] G. Bauch, Concatenation of space-time block codes and Turbo-TCM, in Proceedings ofIEEE Internafional Conference on Communications, (Vancouver, Canada), pp. 1202-1 206, June 1999.

We now have collected all ingredients required to define abstract differential forms. Let us consider a Lie algebra G, the elements of which play the role of vector fields in the abstract setting, together with an infinite series of vector spaces (DO,D1, D2, . . .), where D k is going to be interpreted as the vector space of abstract k-forms. Two kinds of linear operators need to be introduced: an exterior derivative d ,

Once the server comes back up, you must manually restart the installation program. 1. Rerun the setup.exe program. Oracle9iAS Portal will continue to run as shown in Figure 2-5.

Wp (k) x(k p)

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