magia-en-apk-assets/quest/ef_mini_m_cutin/ef_action_in01.plist

111 lines
13 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>26</real>
<key>angleVariance</key>
<real>5</real>
<key>blendFuncDestination</key>
<integer>1</integer>
<key>blendFuncSource</key>
<integer>1</integer>
<key>duration</key>
<real>-1</real>
<key>emitterType</key>
<real>0</real>
<key>finishColorAlpha</key>
<real>1</real>
<key>finishColorBlue</key>
<real>0.6</real>
<key>finishColorGreen</key>
<real>0.8</real>
<key>finishColorRed</key>
<real>1</real>
<key>finishColorVarianceAlpha</key>
<real>0.18</real>
<key>finishColorVarianceBlue</key>
<real>0</real>
<key>finishColorVarianceGreen</key>
<real>0.14</real>
<key>finishColorVarianceRed</key>
<real>0</real>
<key>finishParticleSize</key>
<real>213.8314666748047</real>
<key>finishParticleSizeVariance</key>
<real>181.7528076171875</real>
<key>gravityx</key>
<real>1200</real>
<key>gravityy</key>
<real>0</real>
<key>maxParticles</key>
<real>92</real>
<key>maxRadius</key>
<real>0</real>
<key>maxRadiusVariance</key>
<real>0</real>
<key>minRadius</key>
<real>0</real>
<key>particleLifespan</key>
<real>0.30000001192092896</real>
<key>particleLifespanVariance</key>
<real>0</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>360</real>
<key>rotationEndVariance</key>
<real>0.0</real>
<key>rotationStart</key>
<real>0</real>
<key>rotationStartVariance</key>
<real>0</real>
<key>sourcePositionVariancex</key>
<real>0</real>
<key>sourcePositionVariancey</key>
<real>0</real>
<key>sourcePositionx</key>
<real>316.1212121212121</real>
<key>sourcePositiony</key>
<real>141.57575757575756</real>
<key>speed</key>
<real>988</real>
<key>speedVariance</key>
<real>1879.564697265625</real>
<key>startColorAlpha</key>
<real>1</real>
<key>startColorBlue</key>
<real>0.2</real>
<key>startColorGreen</key>
<real>0.8</real>
<key>startColorRed</key>
<real>1</real>
<key>startColorVarianceAlpha</key>
<real>0.1</real>
<key>startColorVarianceBlue</key>
<real>0</real>
<key>startColorVarianceGreen</key>
<real>0.1</real>
<key>startColorVarianceRed</key>
<real>0</real>
<key>startParticleSize</key>
<real>36.39325714111328</real>
<key>startParticleSizeVariance</key>
<real>27.662921905517578</real>
<key>tangentialAccelVariance</key>
<real>0</real>
<key>tangentialAcceleration</key>
<real>0</real>
<key>textureFileName</key>
<string>ef_action_in01.png</string>
<key>textureImageData</key>
<string>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</string>
</dict>
</plist>