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14. Start the LINE command. At the Specify first point: prompt, place the cursor 0.25 units above 3 in Figure 4-26 (at 2,5.25). If you see the endpoint marker for the nearby line, press F3 to turn off the running OSNAP temporarily. Pick point 2,5.25.

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function displayForm( $missingFields ) { $results = array ( pageTitle => Membership Form , scriptUrl => registration.php , missingFields => $missingFields, firstNameAttrs => validateField( firstName , $missingFields ), firstNameValue => setValue( firstName ), lastNameAttrs => validateField( lastName , $missingFields ), lastNameValue => setValue( lastName ), genderAttrs => validateField( gender , $missingFields ), genderMChecked => setChecked( gender , M ), genderFChecked => setChecked( gender , F ), favoriteWidgetOptions => array( superWidget => setSelected( favoriteWidget , superWidget ), megaWidget => setSelected( favoriteWidget , megaWidget ), wonderWidget => setSelected( favoriteWidget , wonderWidget ), ), newsletterChecked => setChecked( newsletter , yes ), commentsValue => setValue( comments ) ); require( templates/registration_form.php ); } function displayThanks() { $results = array ( pageTitle => Thank You ); require( templates/thanks.php ); }

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since departure times are more xed than arrival times, which are uncertain due to frequent delays and breakdowns of material. Another motivation for taking the departures as base is the fact that the departures are more critical. It is common practice to minimize on (future) delays by giving priority to a smooth departure of trains. The planners follow a similar approach in claiming the departures to be more critical than the arrivals.2 Before we present the two algorithms that together form the one-period heuristic, let us simplify the discussion at this point by assuming a balance of train units. This means that for each type of train units the number of departing train units equals the number of arriving train units. This balance assumption is released in Section 16.2.2 when discussing the multiple-period heuristic.

2. Save the file as ab24-13.dwg in your AutoCAD Bible folder. You see part of the base assembly for an industrial washer, as shown in Figure 24-39. One sidebar needs to be moved and rotated into place. Make sure that OSNAP is on; set a running object snap for endpoint.

where S = A p / p . Use the dispersion relation given by Equation 6.176 to find the locus of points in Re Z , , , Im Z , , space at the threshold of instability.

A blank page with just background, text, and link colors set can be a great starting point for other pages. However, you may wish to include other elements covered in later chapters, such as a grid or a navigation bar, on your default page or Stationery. That s fine; saving a page as Stationery or setting it as the default new page now doesn t mean you can t change your mind later. You can always reset the New Page option or resave a page as another Stationery when you add more elements that you want to appear throughout the site.

Figure 23-7: You can create many-sided polyface meshes on one plane, or on several different planes. After you use the HIDE command, the polyface mesh hides objects behind it. The prompts for PFACE are divided into two phases. The first phase simply asks for vertices. The second phase asks you to specify which vertex makes up which face (or plane). The second phase is fairly meaningless for polyface meshes on one plane, but you have to specify the vertices anyway. Here s how to do it: 1. Type pface . 2. At the Specify location for vertex 1: prompt, specify the first vertex. 3. Continue to specify vertices at the Specify location for vertex 2 or <define faces>: or Specify location for vertex 3 or <define faces>: prompts (and so on). Press Enter when you ve finished. 4. At the Face 1, vertex 1: Enter a vertex number or [Color/Layer]: prompt, type which vertex starts the first face of the polyface mesh. It s usually vertex 1, so you type 1 . 5. At the Face 1, vertex 2: Enter a vertex number or [Color/Layer] <next face>: prompt, type which vertex comes next on the first face. Continue to specify the vertices for the first face.

The variation of the beam diameter d of a Gaussian beam is given by the equation: 2 (2) d2 (z) d0 (z z0 )2 (2u)2 The beam propagation is approximated using a parabolic t for the square of the determined beam diameter in dependence of the location z: d 2 A B z C z2 (3)

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