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1. Select a keyframe by using the keyframe navigator or by placing the current-time indicator over it. A selected keyframe is highlighted a brighter yellow than unselected keyframes. You can also select more than one keyframe by dragging a selection marquee around the keyframes you want to select or by clicking the Animation (Timeline) palette menu and choosing Select All Keyframes. 2. Once you select one or more keyframes, right-click one of them to open the menu options for the keyframe. You can also find these options in the palette menu. 3. Choose Copy Keyframe and close the menu. 4. Move the current-time indicator to the location in the Timeline you would like to place the first keyframe. 5. Open the Animation (Timeline) palette menu and select Paste Keyframe.

Most databases offer a primary generation service that automatically generates a primary key for a newly inserted row. The most common such facility is an autoincrementing counter (often called a sequence or an identity column), which allows you to create primary keys by simply incrementing a number, starting from zero. Autoincrementing counters can be queried for the next available number, which can then be used to populate the primary key column in a database table. Often, the autoincrementing counter can be directly attached to the primary key column in a table, and will automatically populate the primary key field of an inserted row, with the next number in the sequence. For BMP programmers, autogenerated keys provide a simple, powerful, builtin mechanism for creating primary keys. The EJB specification requires that the primary key of a newly created entity bean be passed to the container as a return value on the ejbCreate method. This presents a problem for BMP developers wanting to use autogenerated keys. When performing a JDBC insert, the returned result set contains a count of the number of rows inserted, not the primary keys of the inserted rows. The act of inserting does not give the developer the primary key that was generated. Given this restriction, how can a developer programmatically retrieve the value of the row that was just inserted In JDBC 3.0 (part of JDK 1.4) this problem has been solved. JDBC 3.0 extends the statement interface by adding the capability to return the primary key of any inserted rows using standard API methods, as in the code example below:

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What does a food-cost percentage tell us It tells us that for every dollar we collect selling a 12-ounce prime rib eye steak for $29.95,

exp(-L:(ck) 2) in the a priori probability formula of Equation 11.6 are constant over the l+exp(-LE(ck)) summation in the numerator and denominator of Equation 11.9, they cancel out. Hence, the transition probability is calculated according [3 1 to l]:

Certain types of objects including Java applets, plugins, and ActiveX controls ignore the z-index setting when included in an AP element and appear as the uppermost AP element. However, certain plugin controls most notably Flash can be made to respect the z-index. If you need HTML content on top of active content, you can always hide the AP element containing the ActiveX control when necessary.

(B. 1 16) and (B.117) By looking at infinitesimal transformations of the type f ( r ) = r the infinitesimal actions

that creates many forms of in-cell charts, ranging from the simple bar charts shown in this section to the very effective Sparklines and more.

(10.71)

past decisions of user 1 are available for his use. In other words, only decisions from the lowerindexed user are available for use by the higher-indexed user. This case corresponds to restricting the coefficient B to being strictly lower-triangular, so that the determination of Boptreduces to a o problem of the form

Consider a two-dimensional data vector u,i.e., M = 2 and R, is 2 x 2. Assume the eigenvalues of R, are Amin = 1 and ,A ,, = 4. Then p must satisfy p < 2/A,,, = 1/2 for convergence of the steepest-descent method (9.1) to be guaranteed. If we choose p = 2/5, then the resulting modes { 1- PAL} will be 1 - PA,, = -3/5 < 0 and 1 - p,, A i = 3/5 > 0. In this case, both entries of the transformed vector z will tend to zero; however, one entry will converge monotonically (the one i associated with Amin) while the other entry will converge in an oscillatory manner (the one associated with A,,). This situation is illustrated in Fig. 9.1.

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