magia-en-apk-assets/web/web_ef_magia_lvup/ef_magia_lvup_sphere_00.plist

111 lines
26 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>-177</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>1</real>
<key>finishColorAlpha</key>
<real>0.43</real>
<key>finishColorBlue</key>
<real>0</real>
<key>finishColorGreen</key>
<real>0</real>
<key>finishColorRed</key>
<real>0</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>16</real>
<key>finishParticleSizeVariance</key>
<real>0</real>
<key>gravityx</key>
<real>0</real>
<key>gravityy</key>
<real>0</real>
<key>maxParticles</key>
<real>58</real>
<key>maxRadius</key>
<real>0</real>
<key>maxRadiusVariance</key>
<real>0</real>
<key>minRadius</key>
<real>0</real>
<key>particleLifespan</key>
<real>0.81</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>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>-10</real>
<key>sourcePositionVariancey</key>
<real>15</real>
<key>sourcePositionx</key>
<real>761.1253196930945</real>
<key>sourcePositiony</key>
<real>572.5626598465473</real>
<key>speed</key>
<real>0</real>
<key>speedVariance</key>
<real>0</real>
<key>startColorAlpha</key>
<real>0.55</real>
<key>startColorBlue</key>
<real>0.75</real>
<key>startColorGreen</key>
<real>0.1</real>
<key>startColorRed</key>
<real>0.4</real>
<key>startColorVarianceAlpha</key>
<real>0.1</real>
<key>startColorVarianceBlue</key>
<real>0.2</real>
<key>startColorVarianceGreen</key>
<real>0</real>
<key>startColorVarianceRed</key>
<real>0</real>
<key>startParticleSize</key>
<real>200</real>
<key>startParticleSizeVariance</key>
<real>26</real>
<key>tangentialAccelVariance</key>
<real>0</real>
<key>tangentialAcceleration</key>
<real>0</real>
<key>textureFileName</key>
<string>ef_magia_lvup_sphere_00.png</string>
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</string>
</dict>
</plist>