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Several researchers have demonstrated the utility of such a method to produce chimeric phages with the ability to infect bacteria that were previously resistant to the phage These studies have been accomplished using T-even phages The adsorption speci city of phages in the T4-like virus genus is determined by the protein sequence near the tip of the long tail bers (the distal tail ber locus) (T tart et al 1998) The tail ber adhesin domains are located within different genes in closely related phages of the T-even type For example, in phage T4, the adhesin sequence is encoded by the C-terminal domain of the large tail ber gene (gene 37), while phage T2 encodes the adhesin as a separate gene product (gp) (gene 38) that binds to the tip of the T2 tail bers (34).

The Red Eye tool first showed up in Photoshop Elements, Photoshop s little brother. The tool was brought into the full version of Photoshop with the release of Photoshop CS2. The Red Eye tool, which is stacked with the Healing brush, offers a quick and efficient way for dealing with red eye. Red eye is caused by light reflecting off the retina and bouncing back into the lens of the camera. It usually shows up when a camera s flash is on the same plane as the lens. The effect is more pronounced in subjects who have gray or blue eyes, as well as children. Figure 6.20 shows a photo of my two dogs, Hazel and Ruby. Whenever I point a camera with an on-camera flash at Ruby, the Husky on the right, I get red eye. (I ve noticed this with other blueeyed dogs as well.) To fix this, I draw a selection with the Red Eye tool that encompasses the eye, as shown in the second image. Because this tool works only on red, I don t have to be very careful with the selection. After the selection is in place, I release the mouse button and the red eye is instantly eliminated, as shown in the third image in Figure 6.20. Something that would have taken a bit of doing with other techniques a few years ago now takes way less than a minute with the Red Eye tool.

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Three groups of T-even phages that possess the tail ber organization of phage T2 have been identi ed, including the T2-like, T6-like, and Ac3-like sequences (T tart et al 1998) The sequences of genes 37 and 38 vary to differing degrees among these phages T tart et al (1996, 1998) were the rst to show that T4-like phages have conserved regions anking their host range genes, and that these conserved sequences could be used to amplify the host range genes (genes 37 and 38) of many T4-like phages For the T4-like phages, there are two completely different organizations of the distal tail ber locus the T2 and T4 forms The sequences of gene 37 and gene 38 vary to differing degrees among the T4-like phages, while those of gene 36 and gene t, which ank the locus, are conserved (Yu et al 2000).

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Using the conserved regions of gene 36 and gene t, T tart et al (1996) ampli ed a DNA segment of two Yersinia T4-like phages that contained genes 37 and 38, cloned each fragment into a plasmid, and used a phage T4 mutant that had amber mutations in genes 37 and 38 (am37, am38) to infect cells carrying each of the plasmids Chimeric T4 phages, which replaced their distal tail ber locus with the plasmid-borne analog, were isolated and shown to form plaques on Yersinia (T tart.

$result = 2 * 2 + 3 * 3 + 5; (= 4 + 3 * 3 + 5) //imaginary evaluation steps (= 4 + 9 + 5) (= 13 + 5) (= 18)

Mixed numbers are numbers that contain a whole number and a noninteger quantity, a fraction. Three and one half (31 2) is a mixed number. All fractions, decimals, and/or percentages represent noninteger quantities. Basic mathematical operations apply to mixed numbers, fractions, decimals, and percentages. Noninteger quantities are common in food service mathematics.

9. Choose File u Save. With the basic structure of the Web comp done, you re ready to begin adding content.

1. Create a plot-style table. 2. Attach a plot-style table to a layout. 3. Set the plot-style property for a layer or object. 4. Plot.

For two variables, the correlation matrix is 2 by 2, and its general form is given in equation 7.14. Note that R is symmetric, that is, RT = R, which is true for any correlation matrix. Our goal is to find the eigenvectors with their respective eigenvalues.

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