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We can think of our output as a rectangular array of characters, which we must write one row at a time Although we don't know how many rows it has, we do know how to compute the number of rows The greeting takes up one row, as do the top and bottom rows of the frame We've accounted for three rows so far If we know how many blank rows we intend to leave between the greeting and the frame, we can double that number and add three to obtain the total number of rows in the output:

public static void disposeTypes() { if (cachedTypes == null) return; for (int i = 0; i < cachedTypeslength; i++) cachedTypes[i]dispose(); imageCachedispose(); cachedTypes = null; } public void dispose() { if (factory == null) return; factorydispose(); factory = null; }

Though the clone has its own bucket array, this array references the same linked lists as the original, which can easily cause nondeterministic behavior in both the clone and the original To fix this problem, you'll have to copy the linked list that comprises each bucket individually Here is one common approach:

// the number of blanks surrounding the greeting const int pad = 1; // total number of rows to write const int rows = pad * 2 + 3;

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Now that the extension point and related schema (see Section 172, Defining an Extension Point, on page 639) have been declared, the PDE will include them in any list of known plug-in extension points In addition, the documentation snippets added as part of the schema (see Section 1722, Creating an extension point schema, on page 641 and Section 1723, Extension point elements and attributes, on page 643) are dynamically built by the PDE into extension point help pages as requested Navigate to the plug-in manifest editor s Extensions page and click on the Add button The New Extensions wizard now includes the new favorites extension point (see Figure 17 7)

To see the dynamically generated help pages, add the favorites extension point to the plug-in manifest (see next section), select the favorites extension in the plug-in manifest, and then click on Show extension point description This opens a browser to display the HTML help page for the favorites extension point (see Figure 17 8)

We want to make it easy to find the part of our program that defines the number of blanks, so we give that number a name The variable called pad represents the amount of padding around the frame Having defined pad, we use it in computing rows, which will control how many rows we write The built-in type int is the most natural type to use for integers, so we've chosen that type for pad and rows We also said that both variables are const, which we know from 12/13 is a promise that we will not change the value of either pad or rows Looking ahead, we intend to use the same number of blanks on the left and right sides as on the top and bottom, so one variable will serve for all four sides If we are careful to use this variable every time we want to refer to the number of blanks, changing the size of the frame will require only changing the program to give the variable a different value We have computed how many rows we need to write; our next problem is to do so:

The FavoriteItemType has been refactored to use information from the favorites extension point So now, the constants in that class must be recast as extensions and associated factory classes This modification will help you test your new extension point

On the plug-in manifest editor s Extensions page, click the Add button to open the New Extensions wizard When the wizard appears, select the new favorites extension point (see Figure 17 7) and then click Finish

// separate the output from the input std::cout << std::endl; // write rows rows of output int r = 0; // invariant: we have written r rows so far while (r != rows) { // write a row of output (as we will describe in 24/22) std::cout << std::endl; ++r; }

public class HashTable implements Cloneable { private Entry[] buckets = ; private static class Entry { Object key; Object value; Entry next; Entry(Object key, Object value, Entry next) { thiskey = key; thisvalue = value; thisnext = next; } // Recursively copy the linked list headed by this Entry Entry deepCopy() { return new Entry(key, value, next == null null : nextdeepCopy()); } } public Object clone() throws CloneNotSupportedException { HashTable result = (HashTable) superclone(); resultbuckets = new Entry[bucketslength]; for (int i = 0; i < bucketslength; i++) if (buckets[i] != null) resultbuckets[i] = (Entry) buckets[i]deepCopy(); return result; } // Remainder omitted }

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