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You ve now learned the basics of PHP. You know how PHP scripts work, and you ve studied the important building blocks of the language, including variables, operators, decisions, looping, strings, arrays, functions, and objects. Now it s time to start building real-world applications with PHP, and a key part of most PHP applications is the ability to accept input from the person using the application. So far, all the scripts you ve created haven t allowed for any user input at all; to run the script, you merely type its URL into your Web browser and watch it do its stuff. By adding the ability to prompt the user for input and then read that input, you start to make your PHP scripts truly interactive. One of the most common ways to receive input from the user of a Web application is via an HTML form. You ve probably filled in many HTML forms yourself. Common examples include contact forms that let you email a site owner; order forms that let you order products from an online store; and Web-based email systems that let you send and receive email messages using your Web browser. In this chapter, you learn how to build interactive Web forms with PHP. You look at: Creating HTML forms Writing PHP scripts to capture the data sent from your forms Some of the security issues surrounding form data How to handle empty form fields, as well as form fields that send more than one value at once Using PHP scripts to generate Web forms, giving your forms a lot of flexibility Creating forms with built-in error checking

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In a synchrotron or long beam transport composed of alternately focusing and defocusing lenses, it is not obvious at the outset what relationships between lens strengths and spacing lead to stable oscillations as opposed to oscillations that grow in amplitude with time. The matrix language introduced in the preceding section can be used to establish a condition which distinguishes between these alternatives. The detailed description of the way in which magnets and intervening spaces are placed to form the accelerator is conventionally called the latrice. After having developed the matrices appropriate to the elements of the accelerator, the motion of a particle can be followed through the lattice. If a particle traverses a series of elements having matrices M I , M,, . . . ,M,,, then the input and output conditions through these elements are related by the matrix

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conditions. The results under inert conditions (see TGA curves in Fig. 15.25) suggest that the decomposition occurs in a single-stage reaction while the results from oxidative condition (see TGA curves in Fig. 15.27) suggest that the decomposition occurs in multistages. The DSC results of cellulose show endothermic behavior in inert conditions (see DSC curves in Fig. 15.26 showing negative values of heat ow indicating

7.6 .

Figure 6.3 Some important gastrointestinal (GI) controls of eating. GI signals reach the brain via neural (left) and/or humoral (right) routes. CCK: cholecystokinin; GLP-1: glucagon-like peptide-1; OXM: oxyntomodulin; PYY: peptide YY.

Under our two assumptions above, this equation of motion is exact. We expect its solutions to match at large t the forms of the preceeding subsection. If we cross transition holding dE,/dt constant, our Equation 2.78 remains a good approximation.

The importance of knowledge and information management online Managing knowledge to aid decision making and drive profitability Assessing and managing the organisation's knowledge base Being prepared. establishing an effective information management framework Devising an information management framework Avoiding the potential pitfalls of information systems

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reduction of the throughput time of the planning process The value of better plans comes almost by de nition: A better plan may lead to cost reductions, improved service performance, or other advantages And a shorter throughput time is important because of the exibility of the planned system: The shorter the throughput time of the planning process, the quicker the planned system can accommodate to changes in the environment Furthermore, it may reduce the need for reactive planning Another advantage of planning support based on mathematical models is the fact that it allows for the generation of several plans at the same time based on different scenarios, instead of the generation of just one single plan Mathematical models and solution techniques may be used in a variety of application areas to support both long-term and short-term practical planning processes.

Mirroring with grips is similar to using the MIRROR command. First, choose all of the objects that you want to mirror. Then click any grip to activate it. This becomes the first point of the mirror line. Right-click to open the Grip shortcut menu. Choose Mirror. You see the prompt:

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