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enhanced quality of life, they were unsure how long they would remain in Canada. Ten years later Mr. Park still owned his initial business, a video store located in a largely white suburb where business is conducted in English. Especially in the early years language presented difficulties in answering customers questions. But he employed one full-time and four part-time English-speaking staff, and persevering with the business reported net revenues of $400,000 in his last tax year. The store continues to show growth and Mr. Park is well satisfied with its progress. He has moved on to a second initiative, establishing a parking site for recreational vehicles as he aspires to move up to bigger business . His own circumstances lead to some optimism here are many opportunities while at the same time he is well aware of the challenges to small business: it s very hard to make money here There are many Koreans who are getting a lot of stress because of terms [and conditions] . One of the sadder accounts of opportunities lost came from Mrs. Chan, who moved to Vancouver from Hong Kong with her husband and three children in 1995. She had less than high school education, but as opportunities opened up on the Mainland her family started a garment factory, and at the time of their move to Canada were on a wave of success, operating three factories with almost a thousand workers. They felt strong social pressures to leave Hong Kong s political uncertainty even as their business was thriving:

Table 21-1 lists the macros that you can use on your man pages. These macros are described on the man(7) manual page (type man 7 man to view that page).

TABLE 7-2

ICMP: ICMP: ICMP: ICMP: ICMP: ICMP: ICMP: ICMP:

Figure 3-12: The Query Design window of Access with the Show Table dialog box open, where you can select the tables or queries that you want to use in your new query

10 15 20 Average SNR per bit per branch [dB]

function ClearReadOnly(folderName) { var fs, f, fc, s; fs = new ActiveXObject( Scripting.FileSystemObject ); f = fs.GetFolder(folderName); fc = new Enumerator(f.Files); s = ; for (; !fc.atEnd(); fc.moveNext()) { theFile = fs.GetFile(fc.item()); theFile.attributes = 0; } return( Finished! ); } function SetHiddenSystem(folderName) { var fs, f, fc, s; fs = new ActiveXObject( Scripting.FileSystemObject ); f = fs.GetFolder(folderName); fc = new Enumerator(f.Files); s = ; for (; !fc.atEnd(); fc.moveNext())

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The theory discussed until now is based on the Kramers-Heisenberg-Dirac dispersion relation for the transition polarizability tensor as given in Eq. (6.1-1). The expression shown in this equation describes a steady state scattering process and contains no explicit reference to time. Therefore, the resonance Raman theory which is based on the KHD dispersion relation is sometimes also termed as time-independent theory (Ganz et al., 1990). In order to facilitate deduction of excited-state properties (Johnson and Peticolas, 1976; Warshel, 1977) considerable activity ensued in the analysis of resonance Raman spectra and excitation profiles. However, progress was limited by the conceptual and computational clumsiness of Eq. (6.1-1). Only for small molecules it has been possible to calculate resonance Raman spectra numerically by means of Eq. (6.1-1) (see for example Strempel and Kiefer, 199 1 a-c and references therein). The main problem arises through the summation over many states which for large polyatomic molecules is nearly impossible to perform. The time-dependent formulation of Raman (and particularly resonance Raman) scattering has been introduced by Hizhnyakov and Tehver (1967), Lee and Heller (1979), Heller et al. (1982), Tannor and Heller (1982), and Myers et al. (1982). Its derivation is strikingly simple. Through a straightforward mathematical transformation (see for instance Myers et al., 1982), the KHD relation can be transformed into an integral over time which we will show here for the vibronic part of the polarizability in the Condon approximation. First we rewrite the A-term as given in Eq. (6.1-8) to be

Different LoginModule options are defined for each module, depending on module needs. However, all the default login modules supplied by Sun take a debug=true value to make the developer s life easier.

> [adsi] LDAP://rootdse currentTime subschemaSubentry dsServiceName : {20081010110949.0Z} : {CN=Aggregate,CN=Schema,CN= Configuration,DC=Contoso,DC=com} : {CN=NTDS Settings,CN=UK-DCWDS,CN=Servers,CN=Default-First-SiteName,CN=Sites,CN=Configuration ,DC=Contoso,DC=com} : {DC=Contoso,DC=com, CN=Configuration,DC=Contoso ,DC=com, CN=Schema,CN=Configuration, DC=Contoso, DC=com, DC=DomainDnsZones, DC=Contoso,DC=com...}

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