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Copying all or part of one array to another is another common array operation. To copy an array, use Copy( ). Copy( ) can put elements at the start of the destination array or in the middle, depending upon which version of Copy( ) you use. Copy( ) is demonstrated by the following program:
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Description Adds the key/value pair specified by key and value to the invoking collection. An ArgumentException is thrown if key is already stored in the collection. Returns true if the invoking collection contains key as a key. Otherwise, returns false. Removes the entry whose key equals key. Attempts to retrieve the value associated with key, putting it into value. Returns true if successful and false otherwise. If key is not found, value is given its default value.
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Each of the video resolutions allow for different kinds of frame rates as detailed in Table 6.10. The typical Hollywood movie is shot with a film camera, which natively produces 24 frames per second. This film frame rate is translated to 23.976 frames per second to accommodate NTSC television sets. Content can also be acquired through other video acquisition methods, which results in different frame rates. For instance, some high-definition video cameras can mimic film and record at 24 frames per second, or even 29.97 frames per second in interlaced mode. Table 6.10 Supported Resolutions and Frame Rates for Primary Video on Blu-ray Disc
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Bringing Out the Best in Everyone You Coach
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Part II:
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112 112
7. Evaluate the complete follower motion function by applying Eq. (5.47). After the follower motion function is determined, kinematic properties for the velocity v1 (f2, s2), the acceleration A1 (f2, s2), and the jerk J1 (f2, s2) of the synthesized follower motion can be derived by differentiating Eq. (5.37). When the angular and linear velocities of the cam are constant, the derivatives can be expressed as
PART II
(Continued)
where n = any number C = a constant In this polynomial family, we have the following popular curves with integer powers: straight line, n = 1; parabolic or constant acceleration, n = 2; cubic or constant jerk, n = 3. High degree polynomial curves are shown in 3.
PRESENTATION
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