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protected function onCpuMove(event:TimerEvent):void { GamePiece(piecesById[cpuMoves[moveIndex]]).flash(); if (++moveIndex >= cpuMoves.length) { isCpuTurn = false; moveIndex = 0; movePlaybackTimer.stop(); return; } } protected function onPlayerMove(event:KeyboardEvent):void { var selectedPiece:GamePiece = piecesByKeyCode[event.keyCode] as GamePiece; if (selectedPiece == null || isCpuTurn) return; selectedPiece.flash(); var correct:Boolean = (selectedPiece == piecesById[cpuMoves[moveIndex]]); if (correct) { trace("RIGHT!"); if (++moveIndex >= cpuMoves.length) { isCpuTurn = true; setTimeout(nextRound, movePlaybackTimer.delay); } } else { trace("WRONG!"); isCpuTurn = true; setTimeout(startGame, 1000); } } } class GamePiece extends Sprite { protected const INNER_RADIUS:Number = 100; protected const OUTER_RADIUS:Number = 160; protected const ARC_PADDING:Number = 0.06; protected var glow:GlowFilter; protected var pitchHz:Number; public function GamePiece(color:uint, glowColor:uint, arcStartAngle:Number, arcEndAngle:Number, pitchHz:Number) { this.pitchHz = pitchHz; arcStartAngle += ARC_PADDING; arcEndAngle -= ARC_PADDING; graphics.beginFill(color); var step:Number = (arcEndAngle - arcStartAngle) / 200; var theta:Number; for (theta = arcStartAngle; theta <= arcEndAngle; theta += step) { var X:Number = Math.cos(theta) * INNER_RADIUS; var Y:Number = Math.sin(theta) * INNER_RADIUS; if (theta == arcStartAngle) { graphics.moveTo(X, Y); } else { graphics.lineTo(X, Y); }

Conclusions: Since z0 1.789 is not greater than z0.025 1.96, we cannot reject the null hypothesis. Thus, our conclusions are identical to those in Example 15-1.

/ / Make two attempts t o contact the GUI p o r t ; / / sleep for 500ms between the attempts. This is configurable for (attempt = 0; attempt < 2; attempt++) C try C

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} for (theta = arcEndAngle; theta >= arcStartAngle; theta -= step) { graphics.lineTo(Math.cos(theta) * OUTER_RADIUS, Math.sin(theta) * OUTER_RADIUS); } graphics.endFill(); glow = new GlowFilter(glowColor, 0, 32, 32, 2, 2, false); addEventListener(Event.ENTER_FRAME, onEnterFrame); } public function flash():void { glow.alpha = 1; var s:Sound = new Sound(); s.addEventListener(SampleDataEvent.SAMPLE_DATA, onBufferSound); s.play(); } protected function onBufferSound(event:SampleDataEvent):void { var tEnd:int = 44100 * 0.5; //duration = 0.5sec var tMax:int = Math.min(tEnd, event.position + 8192); for (var t:int = event.position; t < tMax; t++) { var n:Number = Math.sin(t / 44100 * 2 * Math.PI * pitchHz); n *= ((tEnd-t) / tEnd) * 0.5; //fade out event.data.writeFloat(n); event.data.writeFloat(n); } } protected function onEnterFrame(event:Event):void { if (glow.alpha > 0) { glow.alpha -= 0.05; filters = [glow]; } else { filters = null; } } }

15-2.2

Play this game with the arrow keys on your keyboard. Try forking the code to include more possible buttons or to add more effects to the buttons.

The sign test can also be applied to paired observations drawn from continuous populations. Let (X1j, X2j), j 1, 2, . . . , n be a collection of paired observations from two continuous populations, and let Dj X1j X2j j 1, 2, . . . , n

be the paired differences. We wish to test the hypothesis that the two populations have a common median, that is, that 1 2. This is equivalent to testing that the median of the differences D 0. This can be done by applying the sign test to the n observed differences dj, as illustrated in the following example.

Gradient glows are applied using the GradientGlowFilter class. This renders the glow as a custom gradient instead of the default single-color alpha ramp of a normal glow. The properties of the GradientGlowFilter class are identical to those of GradientBevelFilter. Similarly, the GradientGlowFilter constructor accepts the parameters in the same order that the GradientBevelFilter constructor does.

EXAMPLE 15-3

You can achieve some simple color effects without the use of lters by altering the ColorTransform of a display object, as described in 34, Geometric and Color Transformations. One adaptable lter, however, gives you much richer control over the colors in a display object. Using a ColorMatrixFilter, you can adjust the saturation, hue, or contrast of a display object or apply other special color effects. The ColorMatrixFilter changes every pixel s color by performing matrix multiplication on the pixel s color and a matrix of your design. When using a color matrix, the color of each pixel is decomposed into its red, green, blue, and alpha components and packed into a 5 1 column matrix:

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