111 lines
15 KiB
Plaintext
111 lines
15 KiB
Plaintext
<?xml version="1.0" encoding="UTF-8"?>
|
|
<!DOCTYPE plist PUBLIC "-//Apple//DTD PLIST 1.0//EN" "http://www.apple.com/DTDs/PropertyList-1.0.dtd">
|
|
<plist version="1.0">
|
|
<dict>
|
|
<key>angle</key>
|
|
<real>30</real>
|
|
<key>angleVariance</key>
|
|
<real>10</real>
|
|
<key>blendFuncDestination</key>
|
|
<integer>1</integer>
|
|
<key>blendFuncSource</key>
|
|
<integer>770</integer>
|
|
<key>duration</key>
|
|
<real>-1</real>
|
|
<key>emitterType</key>
|
|
<real>0</real>
|
|
<key>finishColorAlpha</key>
|
|
<real>0</real>
|
|
<key>finishColorBlue</key>
|
|
<real>0.98</real>
|
|
<key>finishColorGreen</key>
|
|
<real>0.98</real>
|
|
<key>finishColorRed</key>
|
|
<real>0.99</real>
|
|
<key>finishColorVarianceAlpha</key>
|
|
<real>0</real>
|
|
<key>finishColorVarianceBlue</key>
|
|
<real>0</real>
|
|
<key>finishColorVarianceGreen</key>
|
|
<real>0</real>
|
|
<key>finishColorVarianceRed</key>
|
|
<real>0</real>
|
|
<key>finishParticleSize</key>
|
|
<real>512</real>
|
|
<key>finishParticleSizeVariance</key>
|
|
<real>124.63636779785156</real>
|
|
<key>gravityx</key>
|
|
<real>-50</real>
|
|
<key>gravityy</key>
|
|
<real>0</real>
|
|
<key>maxParticles</key>
|
|
<real>20</real>
|
|
<key>maxRadius</key>
|
|
<real>0</real>
|
|
<key>maxRadiusVariance</key>
|
|
<real>0</real>
|
|
<key>minRadius</key>
|
|
<real>0</real>
|
|
<key>particleLifespan</key>
|
|
<real>5</real>
|
|
<key>particleLifespanVariance</key>
|
|
<real>1</real>
|
|
<key>radialAccelVariance</key>
|
|
<real>0</real>
|
|
<key>radialAcceleration</key>
|
|
<real>0</real>
|
|
<key>rotatePerSecond</key>
|
|
<real>0</real>
|
|
<key>rotatePerSecondVariance</key>
|
|
<real>0</real>
|
|
<key>rotationEnd</key>
|
|
<real>30</real>
|
|
<key>rotationEndVariance</key>
|
|
<real>0.0</real>
|
|
<key>rotationStart</key>
|
|
<real>0</real>
|
|
<key>rotationStartVariance</key>
|
|
<real>15</real>
|
|
<key>sourcePositionVariancex</key>
|
|
<real>800</real>
|
|
<key>sourcePositionVariancey</key>
|
|
<real>450</real>
|
|
<key>sourcePositionx</key>
|
|
<real>NaN</real>
|
|
<key>sourcePositiony</key>
|
|
<real>NaN</real>
|
|
<key>speed</key>
|
|
<real>60</real>
|
|
<key>speedVariance</key>
|
|
<real>15</real>
|
|
<key>startColorAlpha</key>
|
|
<real>1</real>
|
|
<key>startColorBlue</key>
|
|
<real>0</real>
|
|
<key>startColorGreen</key>
|
|
<real>0</real>
|
|
<key>startColorRed</key>
|
|
<real>0</real>
|
|
<key>startColorVarianceAlpha</key>
|
|
<real>0</real>
|
|
<key>startColorVarianceBlue</key>
|
|
<real>0</real>
|
|
<key>startColorVarianceGreen</key>
|
|
<real>0</real>
|
|
<key>startColorVarianceRed</key>
|
|
<real>0</real>
|
|
<key>startParticleSize</key>
|
|
<real>339.227294921875</real>
|
|
<key>startParticleSizeVariance</key>
|
|
<real>66.1212158203125</real>
|
|
<key>tangentialAccelVariance</key>
|
|
<real>0</real>
|
|
<key>tangentialAcceleration</key>
|
|
<real>0</real>
|
|
<key>textureFileName</key>
|
|
<string>51089_login_img01_ef02.png</string>
|
|
<key>textureImageData</key>
|
|
<string>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</string>
|
|
</dict>
|
|
</plist>
|