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<Storyboard x:Name="rectAnimation"> <DoubleAnimationUsingKeyFrames Storyboard.TargetName="rect" Storyboard.TargetProperty="(Canvas.Top)" RepeatBehavior="Forever"> <LinearDoubleKeyFrame Value="240" KeyTime="0:0:0"/> <LinearDoubleKeyFrame Value="25" KeyTime="0:0:3"/> <LinearDoubleKeyFrame Value="240" KeyTime="0:0:6"/> </DoubleAnimationUsingKeyFrames> </Storyboard> Each keyframe specifies the value of the target property at the time specified in the KeyTime property. Since the KeyTime is 0:0:0 in the first keyframe, the target property is set to 240 when the animation begins. If a keyframe is not specified with a KeyTime of 0, the target property uses whatever its current value is, which might be the result of a previous animation or the property s local value.

The suffix, K, M, or G, is determined by the length of the number, and the number is divided by 1000, 1000000, or 1000000000 as required. The result is always a maximum of four characters. Usage _abbrev_num NUM ## Result is stored in $_ABBREV_NUM abbrev_num NUM ## Result is printed Four-digit numbers are not converted, as they are no longer than the maximum: $ abbrev_num 4321 4321

Note The login functionality you are building initially is simply to identify who is using the system. It s not

meant to provide a full, robust security system. Because the login you are constructing is temporary, adding authentication logic to all controller actions is out of scope at this time. In 7, you will add a fully functional security system.

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Interpolation is the process of calculating the set of property values between two known values. As the timeline advances, the property changes to a value within this set. There are three types of interpolation available for use with keyframe animation: linear, discrete, and spline. The way interpolation works is by using a function that describes a line/curve from (0,0) to (1,1). Linear interpolation uses a diagonal line, as shown in Figure 9-9. If you think back to freshman-level calculus, you ll recall that the derivative of a function describes its rate of change. The linear interpolation function is y = C f(x), where C is a constant and the derivative is a horizontal line, also shown in Figure 9-9. Unsurprisingly, this describes a constant rate of change. The coordinate space, although it runs from 0 to 1 in both axes, maps to any timeline/property value range. For example, if a timeline has a duration of 10 seconds, 5 seconds corresponds to x = 0.5 on the graph, and 10 seconds corresponds to 1. This coordinate space will be useful when we look at spline interpolation.

Longer number are converted (and rounded to the nearest unit): $ abbrev_num 123456 123K $ abbrev_num 234567890 235M The Script The numbers are rounded up by adding 500, 500000, or 500000000 before dividing. _abbrev_num() { case ${#1} in 1|2|3|4) _ABBREV_NUM=$1 ;; 5|6) _ABBREV_NUM=$(( ($1 + 500) / 1000 ))K ;; 7|8|9) _ABBREV_NUM=$(( ($1 + 500000) / 1000000 ))M ;; 10|11|12) _ABBREV_NUM=$(( ($1 + 500000000) / 1000000000 ))G ;; *) _ABBREV_NUM="HUGE" ;; esac } abbrev_num() { _abbrev_num "$@" && printf "%s\n" "$_ABBREV_NUM" }

Creating the login view requires you to create a GSP in the appropriate directory. The GSP contains a form that has a single selection field of usernames and a submit button. When the user submits the selection, the form invokes the handleLogin action on the UserController. Figure 5-7 illustrates the login view.

These abbreviated numbers are sometimes referred to as human-readable, but I find them less useful than the full number when it comes to comparing relative sizes. The abbreviated form cannot be sorted, and the length of a number gives a graphic representation of its size. That representation is helped when thousands separators are used, and for that we need a function: commas.

( 1, 1 )

Let s take a look at the Login link, <g:link controller="user" action="login"> Login</g:link>. When the user selects the Login link, the login action on the UserController is invoked. We ll explain the login action in the next section. Based upon convention, login.gsp should go in the grails-app/views/user directory. Listing 5-11 shows the contents of login.gsp.

Large numbers are easier to understand when thousands separators are inserted. Can I do that in a script

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