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Many nonprofits get involved in capital campaigns. The Web site for most organizations could better support their capital campaigns. West Park Healthcare Centre altered its home page (www.westpark.org) to highlight the look and feel of its Raising the Bar capital campaign. The organization made a strategic decision to have the capital campaign dominate the first page that visitors see. The most prominent link is to information about the campaign. That link leads visitors to information at http://www.westpark.org/Raising TheBar/main.html that includes the following: A list of donors who ve made a difference to the capital campaign A running total at the top of the dollars raised Information on how the campaign is spending the donor dollars Volunteer information How could West Park improve its online capital campaign/major gift area It could begin with recognition. With the low-cost publishing ability of the Web, any organization can put up great detail on the recognition opportunities with larger gifts. For example, West Park could outline gift prices for the naming of buildings, floors, rooms, scholarships, and so on. This could be connected to images and virtual tours of the plans so the prospective major gift/capital campaign donors could see, and imagine, what their names would look like on the front of a new building. And if an organization wanted to go as far as possible, they could allow someone to enter his or her name on the front of an image of the new building and see an online version of the final building with his or her name on it. Or someone could take a virtual tour through a lobby or emergency care area that would be named with his or her major

B WIDROW, M h cCooL, M GLARIMORE, C RJOHNSON Stationary and nonstaJ AND (1976), tionary learning characteristics of the LMS adaptive filter, Pmc IEEE, vol 46 no 8, pp 1151-1 162 B WIDROW S D STEARNS AND (1985), Adaptive Signal Processing, Prentice-Hall, Englewood Cliffs, NJ N WIENER (1933), The Fourier Integral and Certain of Its Applications, Cambridge University Press, Cambridge, England N WIENER (1949) Extrapolation, Interpolation and Smoothing of Stationary Time Series, Technology Press and Wiley, New York [Originally published in 1942 as a classified Nat Defense Res Council Report Also published under the title Time Series Analysis by MIT Press, Cambridge, MA] NWIENER EHOPF(1931), On a class of singular integral equations, Proc Prussian Acad Math AND Phys Ser, p 696 D J WILDE (1964), Optimal Seeking Methods, Prentice-Hall, Englewood Cliffs, NJ D J WILDE N D C s.

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Figure 27-3: The Easy Cotton Mills logo. 3. Choose File Export. The Files of Type drop-down list should say Metafile (*.wmf). The file name automatically reads ab27-01.wmf. 4. If necessary, locate your AutoCAD Bible folder. Click Save. 5. At the Select objects: prompt, make a window around the red rectangle to include all three objects. End object selection to end the command. You ve created a WMF file.

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If your computer did not come with an MP3 plug-in or at least a trial version of one, you can obtain an MP3 plugin from the Tools menu of Windows Media Player. From the menu bar choose Tools Plug-ins Download Plug-ins. You will need to be connected to the Internet and be prepared to pay they cost about ten bucks.

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nucleation and condensation are frequent occurrences in most protein-folding processes. An alternative to the classical image of the folding pathway is the folding funnel (Figure 6.6). This moves away from the concept of a folding pathway and instead represents the folding of a protein along a funnel formed by two variables; entropy, S, which is expected to decrease on folding and a parameter Q i (which is not linear with free energy, G) which is given by Qi = Number of pairwise contacts in state i Number of contacts in state N (6.7)

>>> msg.getaddr( From ) ( Stephen Tanner , dumplechan@hotmail.com ) >>> msg.getaddr( PurpleHairySpiders ) (None, None)

To run the all-in-one application, use the following command:

BEIGHTLER A (1967), Foundarions of Optimization, Prentice-Hall, Englewood Cliffs, NJ A S WILLSKY (1979), Digital Signal Processing and Control and Estimation Theory, MIT Press, Cambridge, MA H WOLD (1938), A Study in the Analysis of Stationary Time Series, Almqvist & Wiksell, Upssala, Sweden M WOODBURY (1950), Inverting Mod$ed Matrices, Mem Rep 42, Statistical Research Group, Princeton University, Princeton, NJ R WOODING (1956), The multivariate distribution of complex normal variables, Biometrikn, vol 43, pp 212215 P XUEA N D B LIU (1986), Adaptive equalizer using finite-bit power-of-twoquantizer, IEEE Trans Acoust Speech Signal Process, vol 34, pp 1603-1611 M XU A N D YGRENIER (1989), Time-frequencydomain adaptive filter, Pmc ICASSP, pp 1154-1157 I YAESH N D U SHAKED A (1991), X -optimal estimation: The discrete time case, Proc Inte,: Symp MTNS, Kobe, Japan, pp 261-267 B YANG (1994), A note on error propagation analysis of recursive least-squares algorithms, IEEE Trans.

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