ta.plist 27 KB

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  1. <?xml version="1.0" encoding="UTF-8"?>
  2. <!DOCTYPE plist PUBLIC "-//Apple//DTD PLIST 1.0//EN" "http://www.apple.com/DTDs/PropertyList-1.0.dtd">
  3. <plist>
  4. <dict>
  5. <key>angle</key>
  6. <real>0</real>
  7. <key>angleVariance</key>
  8. <real>0</real>
  9. <key>blendFuncDestination</key>
  10. <integer>1</integer>
  11. <key>blendFuncSource</key>
  12. <integer>770</integer>
  13. <key>duration</key>
  14. <real>-1</real>
  15. <key>emitterType</key>
  16. <real>0</real>
  17. <key>finishColorAlpha</key>
  18. <real>1</real>
  19. <key>finishColorBlue</key>
  20. <real>0</real>
  21. <key>finishColorGreen</key>
  22. <real>0</real>
  23. <key>finishColorRed</key>
  24. <real>0</real>
  25. <key>finishColorVarianceAlpha</key>
  26. <real>0</real>
  27. <key>finishColorVarianceBlue</key>
  28. <real>0</real>
  29. <key>finishColorVarianceGreen</key>
  30. <real>0</real>
  31. <key>finishColorVarianceRed</key>
  32. <real>0</real>
  33. <key>finishParticleSize</key>
  34. <real>400</real>
  35. <key>finishParticleSizeVariance</key>
  36. <real>0</real>
  37. <key>gravityx</key>
  38. <real>0</real>
  39. <key>gravityy</key>
  40. <real>0</real>
  41. <key>maxParticles</key>
  42. <real>5</real>
  43. <key>maxRadius</key>
  44. <real>0</real>
  45. <key>maxRadiusVariance</key>
  46. <real>0</real>
  47. <key>minRadius</key>
  48. <real>0</real>
  49. <key>particleLifespan</key>
  50. <real>1</real>
  51. <key>particleLifespanVariance</key>
  52. <real>0</real>
  53. <key>radialAccelVariance</key>
  54. <real>0</real>
  55. <key>radialAcceleration</key>
  56. <real>0</real>
  57. <key>rotatePerSecond</key>
  58. <real>0</real>
  59. <key>rotatePerSecondVariance</key>
  60. <real>0</real>
  61. <key>rotationEnd</key>
  62. <real>30</real>
  63. <key>rotationEndVariance</key>
  64. <real>0.0</real>
  65. <key>rotationStart</key>
  66. <real>0</real>
  67. <key>rotationStartVariance</key>
  68. <real>0</real>
  69. <key>sourcePositionVariancex</key>
  70. <real>0</real>
  71. <key>sourcePositionVariancey</key>
  72. <real>0</real>
  73. <key>sourcePositionx</key>
  74. <real>328.7492877492877</real>
  75. <key>sourcePositiony</key>
  76. <real>701.2051282051282</real>
  77. <key>speed</key>
  78. <real>0</real>
  79. <key>speedVariance</key>
  80. <real>0</real>
  81. <key>startColorAlpha</key>
  82. <real>1</real>
  83. <key>startColorBlue</key>
  84. <real>1</real>
  85. <key>startColorGreen</key>
  86. <real>1</real>
  87. <key>startColorRed</key>
  88. <real>1</real>
  89. <key>startColorVarianceAlpha</key>
  90. <real>0.1</real>
  91. <key>startColorVarianceBlue</key>
  92. <real>0.2</real>
  93. <key>startColorVarianceGreen</key>
  94. <real>0</real>
  95. <key>startColorVarianceRed</key>
  96. <real>0</real>
  97. <key>startParticleSize</key>
  98. <real>20</real>
  99. <key>startParticleSizeVariance</key>
  100. <real>10</real>
  101. <key>tangentialAccelVariance</key>
  102. <real>0</real>
  103. <key>tangentialAcceleration</key>
  104. <real>0</real>
  105. <key>textureFileName</key>
  106. <string>particle_texture.png</string>
  107. <key>textureImageData</key>
  108. 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</string>
  109. </dict>
  110. </plist>