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iterator Therefore, after the call to search, either i denotes (one past) the end of the input string, or it denotes a : that is followed by // If we found a separator, the next task is to get the letters (if any) that make up the protocol-name We first check whether the separator is at the beginning or end of the input If the separator is in either of those places, we know that we don't have a URL, because a URL has at least one character on each side of its separator Otherwise, we need to try to position the iterator beg The inner while loop moves beg backward through the input until it hits either a nonalphabetic character or the beginning of the string It uses two new ideas: The first is the notion that if a container supports indexing, so do its iterators In other words, beg[-1] is the character at the position immediately before the one that beg denotes We can think of beg[-l] as an abbreviation for *(beg - 1) We'll learn more about such iterators in 826/148 The second new idea is the isalpha function, defined in <cctype>, which tests whether its argument is a letter If we were able to advance the iterator over as much as a single character, we assume that we've found a protocol-name Before returning beg, we still have to check that there's at least one valid character following the separator This test is more complicated We know that there is at least one more character in the input, because we're inside the body of an if that compares the value of i + sepsize() with e We can access the first such character as i[sepsize()], which is an abbreviation for *(i + sepsize()) We test whether that character can appear in a URL by passing the character to not_url_char This function returns true if the character is not valid, so we negate the return to check whether the character is valid f the separator is not part of a URL, then the function advances i past the separator and keeps looking This code uses the decrement operator, which we mentioned in the operator table in 27/32, but which we have not previously used It works like the increment operator, but it decrements its operand instead As with the increment operator, it comes in prefix and postfix versions The prefix version, which we use here, decrements its operand and returns the new value.

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The API of this class provides two of the methods that are part of the Observable class and delegates their implementation to a hidden instance of Observable In reality, to make this useful you must add the whole Observable API to your classThis technique works for small delegate classes that have a stable API (such as Observable), but it is not ideal, because changes in the API of the delegate class are not available through the wrapper class unless you add new delegating methods to its implementation Mixins avoid this problem because their API becomes part of the API of the class of which they are a part, in the same way as the API of a ase class is part of that of a subclass. USS Code 128 In .NET Framework Using Barcode generation for . Encode ECC200 In VB.NET Using Barcode drawer for Visual .Related: Code 128 Generating VB.NET , Print Codabar Excel , Excel Code 39 Generation

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Each generic algorithm is implemented independently of the individual container types Because the type dependence of the algorithm has been removed, a single template instance can work across all the container types as well as the built-in array type Consider the find() algorithm Because it is independent of the container it is being applied to, the following general steps are required, presuming that the collection is unsorted: 1 Examine each element in turn 2 If the element is equal to the value we are searching for, then return the element's position within the collection 3 Otherwise, examine the next element, repeating step 2 until either the value is found or all the elements have been examined 4 If we have reached the end of the collection and we have not found the value, return some value indicating that the value is not contained within the collection The algorithm, as we've stated it, is independent of the type of container it is applied to or the type of the value for which the search is being conducted The requirements of the algorithm are the following: 1 We need some way of traversing the collection This includes the notions of advancing to a next element and recognizing when the next element represents the end of the collection Typically, with the built-in array type (except for the C-style character string), we solve this problem by passing in two arguments: a pointer to the first element and a count of the number of elements to traverse With a C-style character string, the element count is unnecessary; the end of string is indicated by a terminating null character 2 We eed to be able to compare each container element to the value for which we are searching Typically, this is solved either by using the equality operator associated with the value's underlying type or by passing in a pointer to a function to carry out the operation 3 We need a common type to represent both an element's position within the container and no position if the element is not found Typically, we return the element's index, 1, or a pointer to the element, or 0 The generic algorithms solve the first problem, container traversal, through the iterator abstraction Iterators provide a generalization of a pointer They minimally support an increment operator to access a next element, a dereference operator to access the actual element, and the equality and inequality operators to determine whether two iterators are equal The range of elements over which the algorithm is to traverse is marked by a pair of iterators: a first iterator that addresses the first element to operate upon and a last iterator that marks 1 past the last element to operate upon The element addressed by last is not itself operated upon; it serves as a sentinel to terminate the traversal It also serves as the return value indicating no position If the value is found, the iterator marking that position is returned The generic algorithms solve requirement 2, value comparison, by providing two versions of each algorithm: one that uses the equality operator of the underlying type of the element, and one that uses a function object or pointer to a function to implement the comparison (function objects are explained in Section 123) For example, here is the general implementation of find() in which the equality operator of the underlying type is used:.

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