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The term quality is used in many industries and in everyday life and can have various meanings depending on context. For the purposes of discussion here quality means the product requirements or attributes that have a bearing on the product s speci ed requirements. Quality assurance activities are those processes and activities conducted to assure that a product or service consistently satis es its requirements and is t for its intended use. In the pharmaceutical manufacturing environment, this means the activities conducted to assure that the pharmaceutical product s identity, strength, purity, potency, and other quality attributes conform to approved speci cations. In the United States, cGMP requirements for the manufacture of drugs were established by regulation in 1978 and have not been substantially updated since then. The science and practice of quality assurance has substantially evolved since then to include the development of quality systems [2, 3] and risk management approaches [4] to better assure product quality and tness for use. Pharmaceutical product manufacturers are increasingly interested in implementing these approaches because they allow the manufactures to apply newer quality management principles that they believe enable them to more effectively assure product quality and better allow harmonization with evolving international regulatory quality system requirements.

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Until now, I ve discussed 3D objects based on 2D objects that were on the XY plane. In other words, their Z coordinate was zero. Although you generally don t want objects to float in the air, you certainly may want to place one object on top of another. To do this, you need to start the object above the XY plane (although you can also place objects below the XY plane) and give an object elevation, which is its Z coordinate. To give elevation to an existing object, you can use several methods: Select the object and display the Properties palette (Ctrl+1). Click the Elevation property, type a new elevation in the text box, and press Enter. Move the object(s) with the MOVE command in the Z direction. Use the 3DMOVE command to move the object in the Z direction. I cover this command in 24, where I discuss editing in 3D. For new objects, change the current elevation with the ELEV command as described earlier in this chapter in the discussion on thickness.

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Figure 6.7 Infusion of low doses of glucose into the hepatic portal vein reduces spontaneous meal size in rats. Glucose (1 mmol), insulin (2 mU) or both were infused during the rst nocturnal sponaneous meal via remotely controlled cannulas. Data are means SEM. *P 0.05; **P 0.01 versus control saline infusions. From W. Langhans, F. Grossmann and N. Geary (2001) Intrameal hepatic-portal infusion of glucose reduces spontaneous meal size in rats . Physiology & Behavior, 73: 499, with permission of the editor.

In this chapter, I assume you don t have Linux installed yet, so you will likely be using Microsoft Windows to create the ISO files. On Windows, you can use a number of applications to burn ISO files to CDs. These applications include the following: ISO Recorder CDrWin Easy CD CDBurn Nero WinOnCD

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This remains one of the most popular and easily understood benefits: the ability t o get anything you want from anywhere in the world, at any time. N o w that this has become clearly established in the minds of customers, a process that took place from the mid-1990s t o the end of the twentieth century,

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Zwaneveld (1997) also studied a routing problem for train units over railway infrastructure. In this problem, one is looking for a set of routes for trains in a 1-hour period where arrival and departure times are xed. He develops a solution approach based on state of the art techniques from the eld of Operations Research. This approach is applied to a number of railway stations in the Netherlands. Compared to the problem of Zwaneveld, our problem is complicated by the exible start and end times, the fact that infrastructure can already be reserved for certain time intervals for (for example) through-trains, the splitting and recombining of train units, and a different planning period (typically 24 hours instead of 1 hour). 15.3. SOLUTION APPROACH For practical instances, the TUSP becomes far too large to be solved as one integrated optimization problem. Therefore, the problem is decomposed in four parts, and we developed a four-step algorithmic solution approach that assists planners in creating parts of the shunt plan. The decomposed approach enables planners to view and possibly modify partial solutions between the steps. The four steps are: Step Step Step Step 1. 2. 3. 4. Matching arriving to departing train units Estimating routing costs of train units Parking of train units on shunt tracks Routing of train units

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