lizi_fs.plist 20 KB

123456789101112131415161718192021222324252627282930313233343536373839404142434445464748495051525354555657585960616263646566676869707172737475767778798081828384858687888990919293949596979899100101102103104105106107108109110
  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>360</real>
  9. <key>blendFuncDestination</key>
  10. <integer>1</integer>
  11. <key>blendFuncSource</key>
  12. <integer>770</integer>
  13. <key>duration</key>
  14. <real>0.1</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>30</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>50</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>0.4</real>
  51. <key>particleLifespanVariance</key>
  52. <real>0.2</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>0</real>
  63. <key>rotationEndVariance</key>
  64. <real>0.0</real>
  65. <key>rotationStart</key>
  66. <real>720</real>
  67. <key>rotationStartVariance</key>
  68. <real>0</real>
  69. <key>sourcePositionVariancex</key>
  70. <real>20</real>
  71. <key>sourcePositionVariancey</key>
  72. <real>20</real>
  73. <key>sourcePositionx</key>
  74. <real>336.3504273504273</real>
  75. <key>sourcePositiony</key>
  76. <real>811.4216524216523</real>
  77. <key>speed</key>
  78. <real>536</real>
  79. <key>speedVariance</key>
  80. <real>234</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>50</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. <string>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</string>
  109. </dict>
  110. </plist>