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With a working prototype, I could play the game and analyze what would and wouldn t work with the TanZen interface. For the new game, I needed pieces to interlock. Since pentomino pieces are based on squares, the puzzles are always grid based. Given these facts, a computer-assisted snapping feature would be a requirement. After playing with the prototype, I decided that the large TanZen selection ring obviously wasn t the right interface for small, interlocking pieces. The pieces were all very close together, so too many pieces would be inside the ring, which would cause a lot of selection problems. So goodbye ring! Instead, I went back to the old standby of tapping to rotate. Pentominoes rotate at 90-degree angles, which meant users needed only four

6 1/2"

Writing a program to find a route from New York to Los Angeles requires a database that contains the information about XYZ s flights. Each entry in the database must contain the departure and destination cities, the distance between them, and a flag that aids in backtracking. This information is held in a class called FlightInfo, shown here:

// Flight information. class FlightInfo { String from; String to; int distance; boolean skip; // used in backtracking FlightInfo(String f, String t, int d) { from = f; to = t; distance = d; skip = false; } }

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taps to make a complete rotation. Tapping actually worked well as an interface for this game, even though it failed for TanZen. After a few days of trial and error, Lindi and I came up with piece sizes that were big enough to allow users to position them without fingers completely covering up the pieces. These larger sizes, along with the snapping feature, allowed them to accurately place pieces 100 percent of the time. We had a complete piece manipulation interface in no time at all!

5 1/4" 3" 1 1/2"

The depth-first search explores each possible path to its conclusion before another path is tried. To understand exactly how this works, consider the tree that follows. F is the goal.

5" 1"

A depth-first search traverses the graph in the following order: ABDBEBACF. If you are familiar with trees, you recognize this type of search as an inorder tree traversal. That is, the path goes left until a terminal node is reached or the goal is found. If a terminal node is reached, the path backs up one level, goes right, and then left until either the goal or a terminal node is encountered. This procedure is repeated until the goal is found or the last node in the search space has been examined. As you can see, a depth-first search is certain to find the goal because in the worst case it degenerates into an exhaustive search. In this example, an exhaustive search would result if G were the goal. The depth-first approach is encapsulated within the Depth class, which begins like this:

Yet again, the limited screen size of the device would determine the UI. Given that a large portion of the screen would be taken up by the puzzle area, there wasn t a lot of space left to store the unused pieces. Simply tucking them away off screen was not an option. This type of game requires that you can see all the shapes at once, so you can form solutions in your mind. To fit all 12 pentomino pieces on the screen without encroaching on the puzzle area, I decided to put trays along both sides of the screen to hold miniature versions of the pieces (see Figure 5-31). This way, the player could grab one piece at any time and move it into the grid area, causing the piece to grow to full size. Even better, when a user didn t need a piece anymore, the piece could be moved off the grid, and it d shrink back to the tray.

class Depth { final int MAX = 100; // maximum number of connections // This array holds the flight information. FlightInfo flights[] = new FlightInfo[MAX]; int numFlights = 0; // number of entries in flight array Stack btStack = new Stack(); // backtrack stack public static void main(String args[]) { String to, from; Depth ob = new Depth(); BufferedReader br = new BufferedReader(new InputStreamReader(System.in)); ob.setup(); try { System.out.print("From "); from = br.readLine(); System.out.print("To "); to = br.readLine(); ob.isflight(from, to); if(ob.btStack.size() != 0) ob.route(to); } catch (IOException exc) { System.out.println("Error on input."); } }

1 3/4"

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