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if (newState==LEFT) { OnRev(HEAD,LEAN_SPEED); while (Sensor(TOUCH)); until (Sensor(TOUCH)); Off(HEAD); } } weightState = newState; } } The new desired position for the head is passed on as the newState argument to the Lean subroutine. If newState is equal to weightState (the state variable that keeps track of the head position), nothing has to be done because the head is already in the desired position. If not equal, different actions are performed according to the new state passed to the subroutine. To get the center from a known side, the motor turns until the Touch Sensor is cleared. To lean aside (say to the left), the program checks if the head is actually right or centered. If it is to the right, the Touch Sensor is pressed and the motor turns until the sensor is cleared, and then is pressed again. You use a similar procedure to get to the right from the left.

This is necessary because I don t want to start the music after a pause unless both the system and the user want the music to be unpaused An example of what can go wrong without this double-checking is that the user might decide to turn off the music, but then later when the game is hidden by a menu and then unhidden, the method showNotify() (called by the application management software) may trigger the music to start up again if you re not keeping track of the user s desire to have the music stay turned off Note that to have the game use this version of the MusicMaker class instead of the one from the previous section, you must make a small change in the Jump class You must change the field myMusicMaker from being declared as a MusicMaker to being declared as a ToneControlMusicMaker.

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Two serious problems arise immediately. In ordinary discourse, and in 2VL, the expression IF p THEN p ( p implies p ) is clearly true for all p; in fact, it s a tautology. For example, if it s raining, then it s raining is clearly a true statement. But with IF as just defined, IF p THEN p is unknown ( the third truth value ) if p in turn has truth value unknown. Note: Since we ve effectively just defined IF p THEN p to be equivalent to (NOT p) OR p, therefore, we have the situation that this latter expression, which is a simple and well-known tautology in 2VL, isn t a tautology in 3VL. It follows that not all tautologies in 2VL are tautologies in 3VL. Likewise, not all contradictions in 2VL are contradictions in 3VL (consider p AND NOT p, for example). It seems to me that these are facts that ought to give us some pause. In ordinary discourse, and in 2VL, the expression p IF AND ONLY IF p ( p is equivalent to p ) is clearly true for all p (indeed, it s another tautology). For example, it s raining if and only if it s raining is clearly a true statement. But with IFF as just defined, p IF AND ONLY IF p is unknown ( the third truth value ) if p in turn has truth value unknown, and remarks similar to those of the previous bulleted paragraph apply again here. In connection with the second of these points, incidentally, I note that according to page 138 of Nicholas Rescher s book Many-Valued Logic (McGraw-Hill, 1969) the standard text on the subject, hereinafter referred to as the Rescher book equivalence is required to be reflexive,

meaning that p IF AND ONLY IF p is indeed required to be true for all p; but this requirement is violated by 3VL as here described, if p has truth value unknown (i.e., a). Now, one way to address the foregoing difficulties might be to define implication and equivalence differently, in order to guarantee that IF p THEN p and p IF AND ONLY IF p do indeed evaluate to true for all p:

Using the weightState variable (and state variables in general) allows you to know the direction of Tip

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