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FIGURE 14.12 We ve swapped the gradient layer (Opacity 80%) and the pattern layer (Opacity 50%), and we ll holler when we switch em back. The gradient layer is set to Multiply, and then Lighten was applied to the Hibiscus layer.

Even with cmp, it is still the case that the word Four is put first because its first letter is in uppercase. But this is easy to fix by applying the function l c to $ a and $b, so that all strings are changed into lowercase when compared. One can also use uc, which transforms text into uppercase, because the key is to have all text in the same case. Changing code sample 3.14 this way produces code sample 3.15. Output 3.9 now shows the desired results. Note that @sorted-wordscontains the sorted words, but that the entries of Qwords are unchanged. Unlike pop or s h i f t , s o r t does not modify its argument. Switching $ a and $b sorts in reverse order, so $ a and $b are not interchangeable. The function r e v e r s e reverses the order of an array, so if reverse alphabetical order is desired, then either of the two methods in code sample 3.16 works.

There are no artificial limits on string length within the bounds of available memory, you ought to be able to make arbitrarily long strings.

Variable Numbers of Arguments Default arguments Arrays as multiple-argument substitutes Multiple arguments in PHP4 and above Call-by-Value Call-by-Reference Variable Function Names An Extended Example Summary 489 489 490 491 493 493 495 495 499.

In a time-bused simulation (also often called synchronous simulation) the main control loop of the simulation controls the time progress in constant steps. At the beginning of this control loop the time t is increased by a step At to t + at, with At small. Then it is checked whether any events have happened in the time interval [t, t + At]. If so, these events will be executed, that is, the state will be changed according to these events, before the next cycle of the loop starts. It is assumed that the ordering of the events within the interval [t, t + At] is not of importance and that these events are independent. The number of events that happened in the interval [t, t + At] may change from time to time. When t rises above some maximum, the simulation stops. In Figure 18.2 a diagram of the actions to be performed in a time-based simulation is given, Time-based simulation is easy to implement. The implementation closely resembles the implementation of numerical methods for solving differential equations. However, there are some drawbacks associated with this method as well. Both the assumption that the ordering of events within an interval [t, t + At] is not important and the assumption that these events are independent require that At be sufficiently small, in order to minimize the probability of occurrence of mutually dependent events. For this reason, we normally have to take At so small that the resulting simulation becomes very inefficient. Many very short time-steps will have to be performed without any event occurring at all. For these reasons time-based simulations are not often employed.

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