Forked from: psyark's BumpMap diff:2 forked from: BumpMap hacker_lu4lw.. forked:0favorite:0lines:108license : All rights reserved modified : 2009-06-23 16:14:13 Embed Tweet // forked from psyark's BumpMap package { import flash.display.BitmapData; import flash.display.Sprite; import flash.events.Event; import flash.filters.ColorMatrixFilter; import flash.filters.ShaderFilter; import flash.geom.ColorTransform; import flash.geom.Matrix3D; import flash.geom.PerspectiveProjection; import flash.geom.Utils3D; import flash.geom.Vector3D; [SWF(width=465,height=465,frameRate=60,backgroundColor=0x111111)] public class BumpMap extends Sprite { private var vertices:Vector.<Number> = new Vector.<Number>(0, false); private var projected:Vector.<Number> = new Vector.<Number>(0, false); private var indices:Vector.<int> = new Vector.<int>(0, false); private var uvtData:Vector.<Number> = new Vector.<Number>(0, false); private var projection:PerspectiveProjection = new PerspectiveProjection(); private var count:uint = 0; private var heightMap:BitmapData = new HeightMap(); private var normalMap:BitmapData; private var texture:BitmapData = new BitmapData(256, 256, false, 0); public function BumpMap() { x = y = 465 / 2; vertices.push(-300, +300, 0, +300, +300, 0, +300, -300, 0, -300, -300, 0); uvtData.push(0, 1, 0, 1, 1, 0, 1, 0, 0, 0, 0, 0); indices.push(0, 1, 2, 2, 3, 0); projection.fieldOfView = 60; var h2nShader:HeightToNormalShader = new HeightToNormalShader(); h2nShader.data.multiplier.value = [10]; normalMap = new BitmapData(256, 256, false, 0); normalMap.applyFilter(heightMap, heightMap.rect, heightMap.rect.topLeft, new ShaderFilter(h2nShader)); addEventListener(Event.ENTER_FRAME, enterFrame); } private function enterFrame(event:Event):void { var view:Matrix3D = new Matrix3D(); view.appendRotation(Math.cos(count * 0.017) * 60, Vector3D.X_AXIS); view.appendRotation(Math.cos(count * 0.031) * 60, Vector3D.Y_AXIS); var light:Vector3D = view.transformVector(Vector3D.Z_AXIS); view.appendTranslation(0, 0, 50); view.append(projection.toMatrix3D()); Utils3D.projectVectors(view, vertices, projected, uvtData); var lighting:ColorMatrixFilter = new ColorMatrixFilter([ 2 * light.x, 2 * light.y, 2 * light.z, 0, (light.x + light.y + light.z) * -0xFF, 2 * light.x, 2 * light.y, 2 * light.z, 0, (light.x + light.y + light.z) * -0xFF, 2 * light.x, 2 * light.y, 2 * light.z, 0, (light.x + light.y + light.z) * -0xFF, 0, 0, 0, 1, 0 ]); texture.applyFilter(normalMap, normalMap.rect, normalMap.rect.topLeft, lighting); graphics.clear(); graphics.beginBitmapFill(texture, null, false, true); graphics.drawTriangles(projected, indices, uvtData); count++; } } } import flash.display.BitmapData; import flash.display.Shader; import flash.display.Sprite; import flash.text.TextField; import flash.geom.ColorTransform; import flash.geom.Rectangle; import flash.geom.Matrix; import flash.filters.GlowFilter; import flash.utils.ByteArray; import mx.utils.Base64Decoder; class HeightToNormalShader extends Shader { protected var base64:String = 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"; public function HeightToNormalShader() { var decoder:Base64Decoder = new Base64Decoder(); decoder.decode(base64); super(decoder.drain()); } } class HeightMap extends BitmapData { public function HeightMap() { super(256, 256, true, 0); perlinNoise(64, 64, 4, Math.random() * 100, false, true, 0, true); colorTransform(rect, new ColorTransform(1.5, 1.5, 1.5, 1, -0x40, -0x40, -0x40)); fillRect(new Rectangle(0, 52, 256, 152), 0xFF808080); draw(new Pattern()); } } class Pattern extends Sprite { public function Pattern() { var label:TextField = new TextField(); label.autoSize = "left"; label.htmlText = '<p align="center"><font face="_sans" size="58" color="#ffffff" letterspacing="-4"><b>BUMP\nMAPPING</b></font></p>'; label.x = 256 - label.width >> 1; label.y = 256 - label.height >> 1; label.filters = [new GlowFilter(0x000000, 1, 4, 4, 2, 3, true)]; addChild(label); var mtx:Matrix = new Matrix(); var colors:Array = [0xFFFFFF, 0x000000]; var alphas:Array = [1, 1]; var ratios:Array = [0x00, 0xFF]; for (var i:uint=1; i<8; i++) { mtx.createGradientBox(20, 20, 0, i * 32 - 10, 26 - 10); graphics.beginGradientFill("radial", colors, alphas, ratios, mtx); graphics.drawCircle(i * 32, 26, 10); graphics.endFill(); mtx.createGradientBox(20, 20, 0, i * 32 - 10, 230 - 10); graphics.beginGradientFill("radial", colors, alphas, ratios, mtx); graphics.drawCircle(i * 32, 230, 10); graphics.endFill(); } } } Code Fullscreen Preview Fullscreen clear addEventListener Math.cos Vector push Event.ENTER_FRAME String Event uint Sprite int Number