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Building an image from scratch utilizes the Animation (Frames) panel to create new frames as you create new layers, or vice versa. Each new frame contains a change from the last frame, and over several frames, they turn into an animation. You can build an animation by creating a new frame each time you make a change to your image.

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dressed. In the thorough Six Sigma process, it is also likely that upon examination, a team will discover that the problems extend far beyond the apparent ones. For example, it could be discovered that the Marketing Department or Inventory Control departments suffer from deeper inef ciencies, and a revamping of entire systems might be necessary. To demonstrate how a Six Sigma team would approach and solve this problem, we will create a horizontal owchart of the process as it functions today, identify weak links and inef ciencies in the system, and propose changes in the following areas: Sales rep promises to customers and routing procedures Marketing Department processing system Accounting Department batch cycle adjustments Shipping and Receiving supply inventory procedures These four areas do not represent the entire problem. For example, we would probably need to closely examine inventory systems and propose entirely new methods for counting, tracking, and ordering products. We may discover further problems in all of these areas. However, our purpose here is to demonstrate how the team proceeds from de nition of problems through to identi cation of ways to increase Sigma levels. So we will limit our investigation.

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1. INTRODUCTION 1.1. Initial Steps in Phage Infection A discussion surrounding the design of phage cocktails for effective implementation of phage therapeutic strategies must begin with a discussion of phage-bacterial host range. The susceptibility of a bacterium to phage infection is primarily dependent on the ability of the phage to attach to receptors on the cell. A successful attachment may then facilitate entry of the phage nucleic acid into the cell, which may then lead to replication and release of new phage progeny (Lindberg 1973). While there are several mechanisms employed by bacteria to resist phage infection (Dinsmore and Klaenhammer 1995; Allison and Klaenhammer 1998), a primary method is to stop phage attachment through alteration of phage receptors. As such, phage cocktails should be rationally designed taking into account the possibility of the development of bacterial resistance through receptor mutation. In addition, phage cocktails should be designed with the understanding that the biological diversity that is observed within bacterial species means that there may be strains within a given species that are quite adept at resisting phage infection. Therefore, phage cocktails should include phages that have the ability to alter their host speci city in situ.

For a static system (nd constant), the practical range of u might be 10 20% of 1=nr . In presssure-scanned systems, n may be varied by 1 2%. Mechanically scanned systems may change d by an octave or more. While we recognize that considerable attention must be devoted to the fact that g(nFSR) is nonuniformly sampled in the model spectrograph, we choose to neglect this issue for the moment and focus instead on the process of estimating S0(n) from Eqn. (9.57). The simplest and most commonly adopted approach to FP spectroscopy assumes that the support of S0(n) is limited to a single free spectral range. Suppose that the object illumination is pre ltered such that S(n) 0 for n (N 1=2)nr0 and for n ! (N 1=2)nr0 , where nr0 is a baseline free spectral range for the etalon. As illustrated in Fig. 9.14, the instrument function is approximately shift-invariant in the over the support of S0 (n) for N ) 1. The instrument function is given by 1 1 (4=p2 )F 2 sin2 fp[u0 n N(u=u0 )]g

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