FXG Editor exported XML Rendering Test. BitmapFill

/**
 * Copyright hacker_nekomaru ( http://wonderfl.net/user/hacker_nekomaru )
 * GNU General Public License, v3 ( http://www.gnu.org/licenses/quick-guide-gplv3.html )
 * Downloaded from: http://wonderfl.net/c/1Vgd
 */

<?xml version="1.0" encoding="utf-8"?>
<Application xmlns="library://ns.adobe.com/flex/spark" xmlns:fx="http://ns.adobe.com/mxml/2009" xmlns:s="library://ns.adobe.com/flex/spark" xmlns:mx="library://ns.adobe.com/flex/mx" 
	applicationComplete="init();">
 
 
   <!--
    
    
  FXG EDITOR : http://fxgeditor.7jigen.net/  
  
  Open code panel and press [MXML Tag] Button.
  Flex SDK should be able to compile it as a graphic.
  
  
  -->
	<fx:Script>
		<![CDATA[
		
		import flash.display.BitmapData;
		import flash.display.Loader;
		import flash.net.*;
		import flash.events.*;
		import mx.core.BitmapAsset;
		import mx.utils.Base64Decoder;
		import flash.utils.ByteArray;
		
		//hidden _data
		public var _data:String ="data:image/jpeg;base64,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"
		;
		
		[Bindable]
		public var image:BitmapAsset;
		
		public function init():void {
			_data = _data.replace("data:image/jpeg;base64,", "");
			var l:Loader = base64ImageLoader(_data);
			l.contentLoaderInfo.addEventListener( Event.COMPLETE, function( e:Event ):void {
				var bd:BitmapData = new BitmapData( l.content.width, l.content.height );
				bd.draw( l.content );
				image = new BitmapAsset( bd ) as BitmapAsset;
			});
		}
		
		public function base64ImageLoader(data:String):Loader
		{
			var byteArray:ByteArray;
			var base64Decoder:Base64Decoder;
			var loader:Loader;
			
			base64Decoder = new Base64Decoder();
			base64Decoder.decode(data);
			
			try {
				byteArray = base64Decoder.toByteArray();
				byteArray.position = 0;
			} catch (e:Error) {
				return null;
			}
			
			loader = new Loader();
			loader.loadBytes(byteArray);
			
			return loader;
		}
		
		]]>
	</fx:Script>
	
	<Graphic version="2.0" viewHeight="841.89" viewWidth="595.275" xmlns:d="http://ns.adobe.com/fxg/2008/dt">
    
    <Ellipse width="344.072" height="100" x="139.35" y="291.2">
      
      <fill>
        
        <SolidColor color="#565656" alpha="1"/>
        
      </fill>
      
      <filters>
        
        <BlurFilter blurX="69" blurY="69" quality="3"/>
        
      </filters>
      
    </Ellipse>
    
    <Path data="M514.385,243.586 C514.385,374.802 395.47,297.235 255.083,297.235C114.696,297.235 6,374.802 6,243.586C6,112.371 119.806,6 260.192,6C400.579,6 514.385,112.371 514.385,243.586L514.385,243.586Z" winding="nonZero">
      
      <transform>
        
        <Transform>
          
          <colorTransform>
            
            <ColorTransform redMultiplier="0.6" greenMultiplier="1.2" blueMultiplier="0.3" alphaMultiplier="1" redOffset="26" greenOffset="-3" blueOffset="-54" alphaOffset="-14"/>
            
          </colorTransform>
          
        </Transform>
        
      </transform>
      
      <fill>
        
        <BitmapFill fillMode="repeat" source=" { image } ">
          
          <matrix>
            
            <Matrix a="0.09396926207859084" b="0.03420201433256687" c="-0.03420201433256687" d="0.09396926207859084" tx="20" ty="0"/>
            
          </matrix>
          
        </BitmapFill>
        
      </fill>
      
      <stroke>
        
        <SolidColorStroke color="#5E5E5E" alpha="1" weight="20.5" miterLimit="4" caps="none"/>
        
      </stroke>
      
    </Path>
    
    <Path data="M440.166,166.64 C440.166,258.672 337.208,204.268 215.659,204.268C94.1108,204.268 0,258.672 0,166.64C0,74.6069 98.5347,0 220.083,0C341.632,0 440.166,74.6069 440.166,166.64L440.166,166.64Z" winding="nonZero" x="86.35" y="44.05" blendMode="screen">
      
      <fill>
        
        <LinearGradient x="328.1" y="222.15" scaleX="240.1859956367149" rotation="-123.83893035950028">
          
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