mirror of https://github.com/axmolengine/axmol.git
121 lines
19 KiB
Plaintext
121 lines
19 KiB
Plaintext
<?xml version="1.0" encoding="UTF-8"?>
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<!DOCTYPE plist PUBLIC "-//Apple//DTD PLIST 1.0//EN" "http://www.apple.com/DTDs/PropertyList-1.0.dtd">
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<plist version="1.0">
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<dict>
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<key>absolutePosition</key>
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<false/>
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<key>angle</key>
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<real>0</real>
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<key>angleVariance</key>
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<real>-360</real>
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<key>blendFuncDestination</key>
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<real>771</real>
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<key>blendFuncSource</key>
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<real>770</real>
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<key>configName</key>
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<string>ButterFlyYFlipped</string>
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<key>duration</key>
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<real>-1</real>
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<key>emitterType</key>
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<real>0</real>
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<key>finishColorAlpha</key>
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<real>1</real>
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<key>finishColorBlue</key>
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<real>1</real>
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<key>finishColorGreen</key>
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<real>1</real>
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<key>finishColorRed</key>
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<real>0.9999960064888</real>
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<key>finishColorVarianceAlpha</key>
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<real>0</real>
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<key>finishColorVarianceBlue</key>
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<real>1</real>
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<key>finishColorVarianceGreen</key>
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<real>1</real>
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<key>finishColorVarianceRed</key>
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<real>1</real>
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<key>finishParticleSize</key>
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<real>64</real>
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<key>finishParticleSizeVariance</key>
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<real>0</real>
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<key>gravityx</key>
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<real>0</real>
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<key>gravityy</key>
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<real>-434.2099914550781</real>
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<key>maxParticles</key>
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<real>197</real>
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<key>maxRadius</key>
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<real>100</real>
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<key>maxRadiusVariance</key>
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<real>0</real>
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<key>minRadius</key>
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<real>0</real>
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<key>minRadiusVariance</key>
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<real>0</real>
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<key>particleLifespan</key>
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<real>10</real>
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<key>particleLifespanVariance</key>
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<real>0</real>
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<key>positionType</key>
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<integer>0</integer>
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<key>radialAccelVariance</key>
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<real>13.16</real>
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<key>radialAcceleration</key>
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<real>144.74</real>
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<key>rotatePerSecond</key>
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<real>0</real>
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<key>rotatePerSecondVariance</key>
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<real>0</real>
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<key>rotationEnd</key>
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<real>0</real>
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<key>rotationEndVariance</key>
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<real>0</real>
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<key>rotationStart</key>
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<real>0</real>
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<key>rotationStartVariance</key>
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<real>0</real>
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<key>sourcePositionVariancex</key>
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<real>167</real>
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<key>sourcePositionVariancey</key>
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<real>7</real>
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<key>sourcePositionx</key>
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<real>160</real>
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<key>sourcePositiony</key>
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<real>240</real>
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<key>speed</key>
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<real>46.05</real>
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<key>speedVariance</key>
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<real>0</real>
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<key>startColorAlpha</key>
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<real>1</real>
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<key>startColorBlue</key>
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<real>1</real>
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<key>startColorGreen</key>
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<real>1</real>
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<key>startColorRed</key>
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<real>0.9999960064888</real>
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<key>startColorVarianceAlpha</key>
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<real>0</real>
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<key>startColorVarianceBlue</key>
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<real>1</real>
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<key>startColorVarianceGreen</key>
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<real>1</real>
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<key>startColorVarianceRed</key>
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<real>1</real>
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<key>startParticleSize</key>
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<real>64</real>
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<key>startParticleSizeVariance</key>
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<real>11.37</real>
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<key>tangentialAccelVariance</key>
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<real>0</real>
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<key>tangentialAcceleration</key>
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<real>92.11000061035156</real>
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<key>textureFileName</key>
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<string>Untitled 1.png</string>
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<key>textureImageData</key>
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</string>
|
|
<key>yCoordFlipped</key>
|
|
<integer>-1</integer>
|
|
</dict>
|
|
</plist>
|