archived-en-assets/resource/image_native/bg/quest/bg_quest_19182_all_f_ef_01.plist
2020-12-21 22:47:05 +00:00

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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>-10</real>
<key>angleVariance</key>
<real>0</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>1</real>
<key>finishColorBlue</key>
<real>0.2</real>
<key>finishColorGreen</key>
<real>0.2</real>
<key>finishColorRed</key>
<real>0.6</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>364</real>
<key>finishParticleSizeVariance</key>
<real>153</real>
<key>gravityx</key>
<real>-90</real>
<key>gravityy</key>
<real>0</real>
<key>maxParticles</key>
<real>6</real>
<key>maxRadius</key>
<real>0</real>
<key>maxRadiusVariance</key>
<real>0</real>
<key>minRadius</key>
<real>0</real>
<key>particleLifespan</key>
<real>2</real>
<key>particleLifespanVariance</key>
<real>5</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>0</real>
<key>rotationEndVariance</key>
<real>0.0</real>
<key>rotationStart</key>
<real>0</real>
<key>rotationStartVariance</key>
<real>0</real>
<key>sourcePositionVariancex</key>
<real>300</real>
<key>sourcePositionVariancey</key>
<real>100</real>
<key>sourcePositionx</key>
<real>1651.8874680306903</real>
<key>sourcePositiony</key>
<real>720.8593350383632</real>
<key>speed</key>
<real>0</real>
<key>speedVariance</key>
<real>0</real>
<key>startColorAlpha</key>
<real>1</real>
<key>startColorBlue</key>
<real>1</real>
<key>startColorGreen</key>
<real>1</real>
<key>startColorRed</key>
<real>1</real>
<key>startColorVarianceAlpha</key>
<real>0.2</real>
<key>startColorVarianceBlue</key>
<real>0.05</real>
<key>startColorVarianceGreen</key>
<real>0.05</real>
<key>startColorVarianceRed</key>
<real>0.05</real>
<key>startParticleSize</key>
<real>392</real>
<key>startParticleSizeVariance</key>
<real>231</real>
<key>tangentialAccelVariance</key>
<real>0</real>
<key>tangentialAcceleration</key>
<real>0</real>
<key>textureFileName</key>
<string>bg_quest_19182_all_f_ef_01.png</string>
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</string>
</dict>
</plist>