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For example, if isflight( ) is called with New York and Chicago, the first if would succeed and isflight( ) would terminate because there is a direct flight from New York to Chicago The situation is more complex when isflight( ) is called with New York and Calgary In this case, the first if would fail because there is no direct flight connecting these two cities Next, the second if is tried by attempting to find a connection between New York and any other city In this case, find( ) first finds the New York to Chicago connection, this connection is pushed onto the backtrack stack, and isflight( ) is called recursively with Chicago as the starting point Unfortunately, there is no path from Chicago to Calgary and several false paths are followed.

Figure 7-2. This is the back of a flashcard in Flash of Genius. If the user taps either the X or the check, the front of the next flashcard is revealed.

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Eventually, after several recursive calls to isflight( ) and substantial backtracking, the connection from New York to Toronto is found, and Toronto connects to Calgary This causes isflight( ) to return, unraveling all recursive calls in the process Finally, the original call to isflight( ) returns You might want to try adding println( ) statements in isflight( ) to see precisely how it works with various departure and destination cities It is important to understand that isflight( ) does not actually return the solution it generates it Upon exit from isflight( ), the backtrack stack contains the route between New York and Calgary That is, the solution is contained in btStack Furthermore, the success or failure of isflight( ) is determined by the state of the stack An empty stack indicates failure; otherwise, the stack holds a solution In general, backtracking is a crucial ingredient in AI-based search techniques.

To make the key, first forge a blank of proper size, leaving a round section at one end to receive the bit and a flat part at the other end for the bow. Split the flat end, bend the parts, and weld into a ring. Bend the rough bow aside and lathe-turn the stem and shaft to proper size. The bit should be made and fitted to the lock before spending time filing the bow, since if the bit fails, all filing time would be wasted. Because of the shoulder at the base of the stem, it would be difficult to file the sides of the bit after they are fitted, without damaging the collar. So the bit is filed to shape before being attached to the stem. Two identical pieces must be made, with equally spaced clefts to pass the intended wards of the lock. They can take almost any form, provided they do not weaken the bit or allow passage of a bent wire pick strong enough to move the bolt and raise the tumbler. In this case, the key is cut so as to pass a main center ward and collar, two minor wards, and one continuous ward. Ideally, all clefts should be cut as arcs

Backtracking is accomplished through the use of recursion and a backtrack stack Almost all backtracking situations are stack-like in operation that is, they are first in, last out As a path is explored, nodes are pushed onto the stack as they are encountered At each dead end, the last node is popped off the stack and a new path, from that point, is tried This process continues until either the goal is reached or all paths have been exhausted You need one more method, called route( ), to complete the entire program It displays the path and the total distance The route( ) method is shown here:.

Literally hundreds of flashcard applications are available from the App Store, and many of them are quite slick. When I started, though, there were only a few, and most of them had clearly been developed in haste without much thought to UI. This gave me hope

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