xuanwo.plist 21 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>90</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>200</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>1</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>360</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>332.5498575498575</real>
  75. <key>sourcePositiony</key>
  76. <real>885.5327635327634</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>0.8</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>200</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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XB6ZJNqwv9mWXTxVrsNsu9Klz12opNxuUeGmdKqrs9acC2f84DcyCslMl50DTklzwDp7YUjUdVY3yeiMaBFOrHKAmQT3lxipny4eUHZ1MCprqnPmNJHAcEawxqkn8qFcpLT4qpCKhYvfndPcpxM5mHiWhejoLf70G+SQ4OOfrP5hdPJWMZcTS/rPcvMY0m2H++H4iuWkphBN6AalMA8mDryFyj4WhzUmEWwe+xzuXI4m2uTECRNPl8C4EezW7f2zTCSMTxo5u2s2SvD0OorM1nSm1ABTDX2I3Wwvm3COOCETQVreIH5vYHpoun/wRy7Fx0tu6/5PTL6dEaMeyO79uKvoDmRR7OwOc+UljcLh2Bcx8F8zqro8hXTHJlOu1P7TePGlatrWTJBBRey9lhJa/gm8d0QxWC1/wYFMmKW0BPitIRaXSbk1peHaQ2Eefw1aFB5hls2cFXJfVE/uUHttRGnqC2AU/3jblQXdIYbRISCRHD3CEB2Rw64pZJPxsnD6skr3GfkxcFHCKiDf2F1AzwYTQkJkIcYP5ZCia0FxP0EFs8OB3QNwHCSwvUa6lQbhtsW50NRgt/AIxwVeB6c+gsS1gsXwVgFuy+Fh0nvfbdwto2Wwt7kxIfU21jjOhg9JiStZsZfpdUS86lWl9kxu5Z8r9xlY9+ma6pV8qOgRIF2uG0QMq2c13g+JY+JN56OHlkl440quuS3rZk8sQj9lMkNLnwOhN66J9WPwoGj2NymCdgq/N8juymMpMfRe4o7axhIoqrMFA+6K8IBf2gbOv+ClNcI/Q9NloqBJ7vxJGES9hlagd/3XIWhdb5nyw8wIJIgZqxRVZz0p1l3V+sRQBC3NOdBMa9UPHwd7Z8Wh/DuuwzB3h1dWEaohsz40XoZRyF/i2fS10myMhDoBY1FcuNGAmKGJXwXhzu3vj2rbidpn7ui7fyxR+c2Lz6jkm/5KeIs+byZ1b9DiIE8u3re0iZyj2ZuXC+O7+asP/QRmGA9W3YTHFwxFPuAEbOEx2Y/z14y/FUpkGXvttHef0/E4hSPE0IKV6E9fx0KHfg6YGb5JvQXvj7yboEZwN85smDCXfNCdEl+2dfc9ZncYwThSAKxwDARDIqA/qkjWMfSV57kLn/QszFHdponFcbp8yLBvtiU7arWDDhfobXL+URuQi6efQy718RKmINMtgJYq2Jko/Kp0tWyYbsVA25gV8KNIHTuHK4P5IcKXAzgkPoazgWWf6qMzEdQ98jVznuf920zFLl/SBWNEozeP+8tTbP5nFY9H7BNoqOgLECB0GwnCIfh2qPPEfWjFuft+SuJBT5S3os+iTzEUqyUjTEn1g+TDRnu3LIXQoTvC/mr3c+j+WLIdJ0D1o+RJ6UIotsulEoBMAIRCibzrFJDkSItIG1KOzEu6F1LEZj8nZQU0TWN93JmNqtOKJ0oBUhPNWTn9JGScOu2ctD/k0AvCEPHVybEY997irB4eG4CqRl3a84eWYROA8OamLlz4/Pvd8EVy9t3550QP2JqK5nUP/nShLkaOkI2A83Oq4u2BnZfTl6bsTd/qDhTSNCkK6+AJV/lcreO/UgE7TUWSN45Ynp8kBSLhJ1+NGQjtE+tZJvnxmZuHba72B3ioF93su00qL9SCBSbdRAAheirFfbgwMRJ/uF+BOh6qNEiDhkqwhPCDTE9RzXhv9DBa8IwY+9pM27WYHOYjIlwpt44OEiQoEwdftkvICcp5juCEFa02cu0bCRueTpzVOGYZxHPCvslGFcPdcaFLsU1FoD6WUs1WqNYA6PiGUnoJi0CAozTKCc0W5aq5DYUKYgG7M0a69RbjA7ue5q8EUOI6GfL8htISIwdnGSUQxiUvCK84lNmf1D17ScjMJtxpYQpoUGCc8Z9RguP2WR82vdrDVhodgv3FlDRJ0EZU4gf+dDMIMudFOMaGEFMZM5pMtE4C/rA6DscHZ75jcwO6gZLMmkvR6iO7/KJ17ZYvqJdgrW3V9l7tVCOaThLC2NBpvwmKOSFRXe/p9MMk1vc9abGxE8Yx52zy6wKygZL7WoacN61dQvvZ38bNkGConj5sDjxO00cVO+ZTafKqs+H2y+oU597jfHs/WU54bL/f/xmoCT9uhXfm+LWSH739686XGOjAZd5vS3IZpxIkRFujoDAWyikSiJQh+bMsF4orS/PHqYr+Vw6QyrfNhiUqOUBEoYAOOUWqNQpunuJYGXr4WTUxZNlHhRQCJQC3xDcvpqag2ACJhGCHQsgJfxtHbH4lInxpE78qOEW8makvMfkXPAJpY+L2ZsfMaJAUmB/7ixIS2X2ILNdxbXDruLNu0FFbynD2Myx9azIkzypnjCzUviAmSIAfVyp5VDCUYY5Rr4GZdseb1wcv2ZKE6IZayBXKvDAeTN8w9aWbXMhjDavWlh8sxg4q60qYMR9FNjHs0yiwFQchF8aktii1Yq1da8klk4lDWvbJR+XgFVm59ZqqHCdUFiaA0o97KEDaYCWUWhx3N+HtVHgzfAbj5UBrzwR2WhOxjS3c3T6GF1so/9phTtQsik6d5xYA51U90ivrAgWewKsL8YUY1BDRI4Ua8/fwH8z3xUjQe8XQ2QmIxCdXc9H+8+TW+qefPzLI5KGflz/rnrn9hQvapW0n0m0leNb1rWeMp60zPpjGMJUlIIPbFGOxtGPOzVtDnnbzv4a5FyNbeWqX+x4k6C3EYJiN487yICSCdeXklV1Sd1PQdeVUC5SyBjjHJARjh1Hwlc2uAwcM8p72KLwB/AswM/D8YjJPyE5hC3DTwdUHoilB1AxBHD0d1qUMdX+x3tByzz09ERjs3GFvoLUueJr+AV07Dq73XrkvSNYGYgKbv1PBTCv9byoiOKjn2H9G4kA7YXZ5TWsGMB27qjbNc8r5zMnC107Z9PUfrXBd1+3d0GyP7McJXGMWfuLSLmRFD10yNEB+SPc8eFkOILx1+ITAOOriaUTdVE7rfc35ovrBEePNR7u295HiIiNHFn067bDTqkrRmWNRjhqkDZjpRQSPNhEXmU3jbL0xM/Ok8BFehNE5Q0UKCTAN5Ulqcl6C9LucAYON2i1eIXCe4OMOq5gYDVYxDqZFRkEly2xyYDlA0B6mJNXNaP6VvcYEjsNBmDHCGlGY8NV8wOOl4xRe4AM/Y/1bYwKyWTw5T2l6SeNCJTkE1VbCwapDsfFWaYLn5YavNm8vVQXzZxOO8eNXxNd2tOfXvQPUkoNfn6KUpCb8/Mg5+yZGMIFPHeHfrhOnRp673kh3iXaLwDEtPF7Gy/UUW+tYUwiw+Uk6ekVR5yktD0lwM39HBSTtWvz2C7j4TzY1erpDOQ5YT3iuCElHOAxFRaAndvYYeH1/ICHV7rOZ8OLEkN6AbFgi/FrxGIKIM9BdtylGG624ixXJt+CSzlc4a5plymI+xSnroW2E7TLdC8qn+3QuMQ4WTi7ty7RhreL+0WPMWbMaWKBZzTHxjnrn0f0im9yf1Vn64MkqM27rOGaEHhRIOA2Thn+FNBeQ0ChrXfrYSjgQgu7dJZRVoned+c/pff/iEOMuup+nkw0BqNDUGXaWdQTTvax/a9W3N3Kxjo0QMx9zvmouOMWHaMXKSXS9/0Pxl9KYDLdwTuksacg2rpYBRquHxoJ3Tg6EEwFecH7TzReapAGh1NQPo7407eRZx/VY+wYPmJV6gXq1J38IFlfJKp/Pd0PR3k617RZNBA/SdNXLeSGeksGO+Y6sJx8xq5iqKWx2JVOj65lHiqDKL/01U66lcwIL89ASOjXPv2pOBsGToId2aeA83oFi/C7H5tSxDwNUN3tT//fqFPqN5IxNZ+WsbcLweGF5ECm7Lo0EW9X1GL1IMgZ91tHNzRTrJkms3/ZtRTgTzqLg+9MrSUlMXFpDT4Ii4aVvcPjfXcuLj0ILjmraZYSgGSyR7j8+lwuKEo5XDm77hDfrNuyX/9JnKs5C78tqEF7mftUwV0Atq7lyISPwxuobVkqp92sViRo01TNbWDgtSCJQAqGcEFfBRTPG6PVdZpvUgSGA+z1RCttknQyH3b58303/Orwjmmp/+3leec8W1uVufMU8iFQN15OGeUAPxQu2cPOjnwtp9WBj8+Ntd1dACrV19hKXwxJo6/pifd71o8K8uI9UvOS3gU2TGYb+hJyVU3UnsxRrcaqI8JakWEtWvz8rfNOlBHcFMp+Nq4MhDNZIzSbjsogxco6YF4/HPmfZD5A2syoPve0+tfskqZDbU/uBMAeZ3ib2RVYGFhwe+KyRpNlQCHXAdEk1tgLqSi7CMU17EExJ7nk74a6TD6x0TNOrAMEA1hf0/QQUUAsmoZR8KArupxvWR4CKxE0rKGHJwrV9BskMWg+1bDDodDLSWhCTafV2dX61nlYWJdDxX0Mo6hYMzhkynQ83DhXX4Q+RIsub7+nW9B2Fuu/LioTJlTDvLL2Gd2TRZax1VZ7n705mI+YV21PX0XAHNiJvZ3yIH+pMouzS1khP+2heSa5evLiyUv2i7fki9rprmVwlgaTPhT8g1a3pLZnhX0Zl2P8WiNRvkJg0pOdxGXrQUcd58O3JVpq3u0BU1rp4HRPqQlP4EwSNqSRrTxUrszXc+yjGWDgg9PpoM8lze/t8FcZovxrw4R2PW6dNazBsrATshIuR3ngkSayx2+KY6+di6T0cu+kadTU5KV4io/1muHuI8GjeeNkN6zwvWQrcngBle3x//4nrECaGo7oSJuL97HP+ZT5OXTk2DPPTA9yQmw2KxjozRe43FupaVSi2hu/bC8ItnqMUs5zumM6CiolpfhaszuYz7/E/JjBuvcQTKcs4MtHOxbT8dWjsdvKt0xKjNC4YCVK3INsXv4gLLSMxafnyF2/JRNgSwzRDJsMDDPhPh6u0BsH5dgexlGx4t+qWbTkf/V7J3xWUXJVT9yOHIodymbjA7oVKddjcT37cTfUMOhBdkt815hk6RsaywkQR0vxXhlHeRq8mFSf4D+JXy3vHaKxAN0lyyAM8fhGB11eVxZTHu0bhy2KZPZhumAAsQuLLS3txNJFmtGqI2X7j7fexbZ0tPgnExRW4e8XMVMOhGsWWcanOuDEyM9dXTI0wtE4G2ZpZDPcQZOwmptyvrleg35oZYoP/NpL/z9Y49wmXunxt5rPPPrG1pdjRSnO+jCng/tB9ff59kqd4PbQhuU2zhZKhbrz+Y4XWPN1aMIiHI9KxCePuHf41qVLbx79nHtlo6dK9cBHUM00UGXDand9pjoynSu4bJIpvcGPUKkKbYlOy3yCJ/mjSO4PduzRM7rIn1OsMPbfmQrgQgg7FTO3tJu1JkL6utdPReJ4fYZvBc2/BBUO7ygsl30XzEUe9yjzxyp4CewUdgrith+Eo1VzSzPWj+pe97tIZIbXvR9PLQEugY49NmuiKswjc04T0fkMQatB35pKMqW/pszV/wNeHnZ8zNzFOsl/T3Tg+bSa7TxWLp2YVY2bP7Gt89cbAI7i/lzarkz7iXvW7/TdbJmMLpydOJw7QsOxnJDInXgXkg/z0L9hkIjBzYILsRN2/Bfdxk1l1FUrSSXt7+R0vQk5KHtK8WU5IY73pFwfSTbfBQypWpISAUCgw18liQS0Bp6sNqZLipT4OZYo89wa68rv81BwYjU0PmHF3qov3NlnN1MKFWCYuyxKdfDfJyb221n8G6WwOIQy8EoxQ/S7O/iD8oWV3/JYn5+TAl80GEb/PSBpLBTamsl+90+a+shiXqtbMFIHAzAnsy9XUhbvELqnaLFe7LWDbVolRR8h5Y1T9c/l1Wj6aHh9bfjBHqSuWcVxHDjpA352tZsALU7IrgDdH4d5ii3uk6FNIPmASg8k//1CDHm4SUeqpt/+jvmDKgjM57uSjZQQKwgGnb07RLtmHbDjd+JRSdBfp3YrMFuIeSSFVi7BTPwkDz97BNZ/q6v3AiK28BNNePysE6W/Wb+Vfm9QaMEuZCOjtrBXZif5vHTjb8sOl8+3VXB+sGukwCbnWJNI+qX9OoviWsHFIa/o73y8mL+G96rjzHDWiO8sHtn2LlI/gwXrooOUqGScL7E5afADJ+iaprmln9WJyBzBo2W6L50Pls3H26vod7G68Ttk5620EvCCrPwRS/T6A3V1RxBXIlnw++LVKBrWO4BtzQ0SwdfopLaapU/Ar7XtonuHGuaK5W/uLMUV0LDXq2d9JRepVOUNzR/nq9gg8WbGnJk8w73/T1yXdbaaaPBqBmbx/vJMbnSon0vbv/dhz9CfO623UIdBFX2CE0xFeeenIlrM2W/cTvFcbkiu5WegWyv3VWWuTFe09aRKuB2h6FMTyOhfMFKuxHjosUhssOfRPNB9/kgVbHBVA/AgFC1xxeYTS/JGmzabki8qEsZk9ZOf/e91cdHiWSV+s96b4UpVRVBVCU4sZvo51EsZ+velJJUIslYGXHex9M+MyocZe1zi/Dwoh67yZzGjzIGVRTSf7O44454vnkTIvHep6zqhSJMyV5VaOrU6u2kzAW9hfRbR1vNA+umKh032RImrd0DxTa4ZYFHjVPH5hqoqdfbWl9XJl0REVSz8FTKwV4W/5GIF9VRCiWT4dnuafaTqT0l3heLMXKDSsaW6t4vKCtCCkMniYTC49fibZ6Dj3zVXjcifoZXF9sNXo/BcyOG6CoUvKeUnXszsDjegAp7gOxvyxwXnTt8GJ1s1ligGCJ5BoopdazpZxKWYinLmnxxhvri9OFs9pNYN91lnWIyUdftywGGfLUcqdtXZeYq6XTC1vtocQMYbpVZczwI2urbDLMpdsXqgury8ErRUid3gJQTDnO+4dsRdoeyjY+nQm1jCE+2yyOMIrVqM9VVTfr9kZNtlbNAwUeBtm2jXDg/fMPxwSE0VhG7pJ8eGgOUGP0Wd2bchhziQGsn15YIcX1eI8C6lzx6bIUsqg53bhGv4Q22EBeluqvoaqnibbtA0qOVWr/wzkTQcTGSPS31jNwKMRSsTGyxbxY6HzMrghT0c99cygRedqJAkI1cwI8le/aNAPqvdRHOfGgcKWnj+gduQjHu5zLg8/hy5witVdWmA8vqyn36nHkUTGsfeiIAZQLokeSFV2wpJCwgwQVxaeY/5FciwJnjl9PGKzQei42TdfBbVJhTragb5XiDA7ptR1RJ5rx8ddFVObnv5g+0jrtbyE0wDazVrIGJ0hhUBy/PZvUzL1nryyYMVQjX8zpxqGGhrmqcK7CUuMewm2G28GP5WSMSTmqCnYQsyXhlJKqGhewCb80p1J947tTXVLaUwNICN4GCDoOuxogqea9LXzSVGJhVv1eJ4bdVyz0BCOZWNBZO/lHCOyc8IJGjhSYLWuRJrc6rotpIM7Iw3m2gNHnPZFsW79ubASo48RISnNYsAyRD5UmPwpqFimH4IQqKZnuAJQ+iual5RthU0GnnB+jZv83gJadxol7/p2yXWNDWoCmoODU/W2Pjrs0BG9pumgQAL5UwaugkAUjXvIMdeKdINLqjxKsEYelrsSRnWhjNhjjfsrUzqICTfM4V0rEfwfQiS9EyezEN49U+XZ/Y3N4f+8zxEi6YA4nEf6aqx7aee9KzSuG5CIrRdjjAU+aaZLNsV08qn1VEw/NCXJW/VEgmRojV0lNluhtYjm3PlwJpk3y1RPkz5lVBYaXgsZ66vYQ27bjsA5Ztj+CQQRoKmGGVCKp0bDbserUbIRtUcHjCI5Dv4O2OV94Jj4GfG6+yelY9Zjb+yyZ5th8aRTYqep6Okt7lAcqO7bnwFXMIQxITy73Ujs3JKT9MIWbimMbQgZ6Vs0WCal/2dEThRvHuum/9on97rkM/Rha/rtWWudEHbz9O6n2bDSCcFRrx6Y0h8fvi+AL13BISsOI54qVqq5fVY7eluf+ypfDn+/SwyJvutgeCX6Gqiowj1/t3ZqzimxiwKRt9WjGiJxV1KnP07CvbKQcUxyVsP8siP3xk/vSAD5xrh3V21VHT94O6OfdqjpiPXZ7eK5COM7t33/vqJytx7fx8xghsfi0uQWinidieOz6/W2Q2p52erVFlbloTaa4U3h/cLcNWXRGQDcBI1VzJnnqq+S2346pUJyi3ef0cfDORKszLT983UdM+4yFrafFM6AGFYklYjTuaWcGxuZauWRhILcxG5mR4LFsHPiQmsgXKahOIOqu6zDO5bHxNm6j5TyJ1iG4mxDlcH9jW6RY2vD9QxDUdn+rgJ9PiKjt2KBVhVeGF6nFaBXBI6CFQQLTibF5DTy29Obb/qodNH0zX+oYMpvky2PbbwBJDvYNYom+VDA6a1ZfrXkRVv6wGLRVqe7QyxpAieS0usZ25kHkyvddeunAavOGZu0FInPm4spk+DD9scb9ZG871ViuR2gAtJZubuwdddh/qFukUIinBB578pmes7Yl9ma8LOPrj8srwVBxUyNrU6DXlFmSuk0OytgR8JfDQzo/IfAIhuCvGoVMZ7MpcCFfsckdVZc2wENUnNdg9F0ml6doXPOuoM6ltgvuLBzDJ/ZFnDF3elM/UuHMuBgEsf9M+Wr+eFUj+W0cjnuh1Zbw7XVrfsltTC+whY+8N8tusrdLrHCTxrm9d2UTJ624CgPPY4WrPAlS18dbv1gQEJtHAaG630CYjalTBWPUOXIBUpyl9j3q+Ybnd/j7YXuLTj9abHvQd8vnNeMdLmVYH7g4d0GY6fyy2gBEfPUAWZAl5PEbniUgoAcmBzAHJMwfelielO9KSrigcCIObWS+49gEC8T/jbEiA3+sgceNk5Zl/4h3258HaL3vJm6wKTXrSALgKjVx1VxGzx2ub3Yf3Q02l3OXMJR2O2PcErCIVIFdw2sM3GML0FpsxMDtLa4vp2KGHX11RiIMsyuSjd1ToZd3Woz7qHe2XwsCnqJ3/UpG0N4nsr1tv4/wcXR06ntfdzXO8vyQDowlNFSexTSF/xaXVJfMhktKxHxgBkQ2BVLHJenKyNYXqcrH28bOyumB977JALVVc5LYvW2U3NJIOekZyz0F6XCu6+vkVDerBcavdUWnebsMe9AwzPjDZKrB/nbJiV3FUFHzG5S02s1p451Wji2by88NgPL3eUdQS8J4t3MPW3uR7sl0D34hFXHH3KTfKH0utaMk1yafNi94tM7lVfHicmxlvftJM/YOItVnrjIRi6be4gGGMzt0GlPjXUx1ny+b0pX1/HflB9mATbD9nSZX8KxZ1Stjouc7gVrY7868c/unsXYBOyn9FfmvnrPeeTWi4XP15pjRs0MKisOq7RULB7NWfyVBg16gNRfvaFW7gqS5mNLZaQKoejXSLvN5qnL87dmcB+lDG8lwsXb9HFuOfNFj2K0hlm2nA9FUfrzWGwL+pEWDi/oXyHv+u4D5xm4cdsBW+4N42KmCD5zUgvAyiP7CTo1dvXy49e/E9gDxZDZzuDLMSY8OorR4ll6vk4p6Wa8TttmUkq538xge7GfjgGaIq8/aMB9NHDuTVbVXX/hN9dXla62Vh7eba6QjOx2LqMUtdtlssNUWerah9PfFzbFmfI+n3jGOBawULtfKuDLSoWWMa41T/RlKAUaKrDkYlGhLmcTM5RCaGBbvNZBEypXxrUpXSIp3Aps0t8zR58fesZAeQRDLhOrMBiItk5r+AZ1JxfvVaU8E7mtaCF/+Jpr41VfxDTcRznHt01JQCZeZ9Hlo3RHWfrn69eByq+iPz7suieIAxeFkU1FaNO0xTpfo8hxKvu07aPZARMK1RzVMYwscVebq9M47sIM3iwUO9hfV6xq2y/COpb5Y9XdLxbwm+4CJIIQNkcW9lA3mxUlneAqBgCzAITLnKxq7n+axbaBtdxKVwLsi+sjZxn6gj5Y2SKfU2yCiFJxwYmdmv40UaEfMs+ODVfKNZdmaUx/6FJEnnpt5z2ujQId70z4ixVLKrG1w1PXGJCOQ4H3MaUNCP92kpW+D9IHElf9DB4xiCSFRCgPByWbtfDj55Pdj2nyBAM+7Bt5pP21Ii4+7Mohtx0VhkHY8eDFIHhkZyZdJzr7sT99rbkzP2raEWqdpifh2fLOcWrItTS53LYVp79I/Wu+VxROHF3TLTwbp+uLCpIMjsNiDwKWyIi8t2eKuCN7dbf4I741zGfM+jiEWDZg5hcUcxcrlsZ4g1Zkm2RDosFdF9eCOK1ZCUdcQ/4hTOXm5C56r/6yL0oDiOflbgjsKdwQdmhUz4Kyev+LBcZdL7ChM+gSbGXbL5NmRsuYTAwqI/n6X+jD+K2BKotDjLYxPtodLzvwnmwFDc2Qn7vkQmI21bnh+nDpdOgIfuQg2oAPsebyL+W68xZIaM/muE9jNX/wWPe+AgaOgu8KH1QnWbBDTOmt63F89nz/ayu3FYjfXMVzTJ6Dk+uFs02Ln8aBrMTxpZ2a8JSatLUsWrZE/HMZEzRy65fJN60XOhfxPqFdoaEBgTNywIZTdFb9BXuNVISqJI9ZDXvroEt3A7NDcpYKSeFpeTYea8JXgzH9RqEq9BFsehwshT53it3+vZuQqo5RLS61Q6QnwlJDj0iGiWY54PLS9a4HDmld6m4DSWiCYzSAR37B7HPoZbtbK6d1KXkjaSAY+gZPYdo4bfOKFA3kcXyMk7Yu8TggEZhxnLoPT62zdBzLlM+h7FwKyrJJU2Jo1SQ9aZ6yXUTsp81VoI4ZW8rUhXCuwrdLmwtI8XFAhXRGNRAUEWH5Vb1WoixZolOOVPuMiAmaTdMZ7zhnT9+3ZqsGjse4GBgCtlOje2TjhfelxEFnmWZhfjdRG0UCrCr+I6EZoFOUGSds9hY3/nyk4DmNP5kguvfXHeFX+7jBTWFpH38hHgAJLCh7pfv3p1uNgHbs5/p88xgxJ0M0BAn+y00bvlxhQcypH50/GemGVPAUN6kwG+QyIVKV9d/gJnvzDuUFbh8wmN7J6XkDkTWBk0seVJsAlTSA1hrCX6sz2WdoiJrcAXLlAQFnRpzfYjMVf/tZLdL3p/TmJtO/uhmOZU44Mmqm3AYNV34FlmtGht0xJw0dlnC7djG8GzjcdEVybbst3WAJkaPwDh1Rp6BeRxthlJ4qIxtvaWWtbtyu2nJBNsB0ZZStPOnDveIDJaiqDR7reNr3lsrR6fVw1G4y8E+AHNruukjIUqN+HnV2wSk4MWu0tr/UMavLCSSZHSucLu0Cmme4/oGOLjUq1kvOaOL2EaYTo6c7azNP9aSUsP6wVclblDyAj1c2sg0KldC0F9Og7mm+vJd7z8I98G0dkkwstanwwH1/zdadkfB7dNlyXdGiZDpNy8CAY4IBtBftdc/cmfB8/woQb557nOGcL5FEtWLkUSbU7yRT9cOKG41Bassdpo++dDK2ov9OmaJTK2SlJqacZd2MUYDICZ8ManJspTVGDlPX1MamdF6YiK7gqq7b1I5z8BwMWpxbKuR06kevii3hjGg6LozEIw5W4PcU17e2ktgAOlu8BgD1ZQDL7qP6Ry8KwUWeyP0BtGTr1SNT5E3gveY/KCI9eZdSVtGg9uA+Gwyo2Ni9OHvGxYBOpczyx7mtx5qxddb4bSXjKOBmHcieBw3mGthUzirHLZlqI5nP3ZNmQriPyQNFHTAB2VL2Koup/DCG9EgwSneSBpdExE+t4JgahP2qqp4wkVbBkmDbho3g4gs7C3gtyfmEv33gArM8FSZYCDLGkc1yVjUvsygveUnOFMDiPbc+j/1z8vwmRx2Ccefy2hF8HCL0o1BHsFmmxY6idKqgLkU9q5hSTYWwTGRe4m5iTTuKyF68nRb3Cg+cykKfrZxTQyywZybiHJ2Tapcuc2Zzdofs+I/j0J3QmlV1Jo8aXHjxKRVx334xZUU8o2lufNdoRWqNhulTJ73D0wuPQPeDqDQDAKiyoKedoMm7pnvqduLMxtmfap1ivSK/sQMpxXPhrlyH6NwkpnuZ2txFRjxoGr0d9o0290IxxIXar1l2yzYnlknrh2njdF1D9s5t4JAeC8Iv2w8WVR3QU/mdhvlrcBZjzFUCbksDn3ZWV0/ByUM1j4e5AGar9beplqFeuNNp0whW1KLAmB4sLVYuL4GB6s79/kp2XdDBWTsXRt4TNM8s0YqCPgd34bLS75wVols/39j8QDfxZrdJbUwo6jiUMZ2Mk5qWCnKNkKOew5weeXPw+658xyAPy7fO3Ob6NGy7fwKVx6JGeqkEHl2l/i/eyCWNGxZwgDG1avdf5SxTU9goV4HdIrrZx1RWSb1cvRsW5cMK+kcK+BtRsc0lf2Vsl3QLvQyzQwS0Z0MPzIUeD6WdLME+7mSzGmLLDineoefttoKaAznFA0K5OSa19KCRQOkpcg6fKW87i1ibAxc5p+qvE5DfNvpLcUl/qSbKjfkhOpnbkBsvffoPSi50MEKZ3ePDnXESuxpEzkSYArPA+CTklOp4mYOgFNfrAn5h5stJ8N8J7YRbPqDYw28TeKxeFzL824eBYIVTm9yplPNzS2XZKP3TszxODngj7tbslhPrWcZos/b09PWWJPS83471b8uTuQJ37GiWEaprWaqKuHImUerJp0EaiS+KS3InSjxFRDCR2G/1zjYCu21TG/l8P91m+sqTkbaMvg1qSITmvCmNRs6h8DmRcmMsfWjd3Op8Omuq7FKstGABSnrHXxDI1weQJF91WpI5wvyA3PxYSHncjkj6NOy3TJiBkuf+OTT1ImjGcRqW3jpDvt+n5GJCQaGIlmcTz5nAAQypC6y2D30Nj1Eufby/O36w7Avr7gsTUZVfzFWDXN7xFNwsKqczYjt6UIr2ZyFB+lWl5KKrsLNyhxbw8U6vIcTGgJSr9XYV0cSTQ3qfjHqnwPegPl1DEzr/XCra8T3sCwZWhfyo1VvjOtjB8lMf6LV4e1aPEF+hmM/BGBadKyGKny2IxeAqMHDdo8bVNRP5cO4k9j1TVWhbab0bCNzkG0UytCythUWbaC0UGpnTt7rqN8id/ddvoELrLfniUqp8qaSSHGVw7e2s5nmbM7pDblCY5xmMvtQOjnEl8RuLh/MvSwhUY7Y/Bw+E9lwgGzLn5qXfFyRptCf/b4d1eEe7g5lD4k9PA/ERBynDZraqofxKtGUTqhvHpQVaCgdzPbeFi/7BTY9jBwwzHEdDMNCI416bo7PFUrzmP13hp+HMHvXlSW/LKQ5N25kljA0tvr9txoYVdEngOmPqicgTLFmqS5yKuBeJCKRPjR2xaERRYJDZqme3wSumb117Q70ER5pgcZa61iqe+/caBZrrwUzYNz3pBFoUt8JzMdfsYrf+I1nc45fRwY4KM3JO96qoAOHO1a5DCKHpE90GcAmg9+aVF9t7Cq9/byJ9ifi3lWbp3wCwG25oQxNDYbRKetlAfYRLB3v5fect9RwQd3WsI7pns0BhsIiMwpewdhXRsjw3dm/ljgxsdcWJ3NDfI8llmmfHh8oBEW8VvVw0bS3hn2zgm3jzPTVw+Exic2vIRMc5BFoZO3LdvnjZq4JMXvdsdcv7UTkbL10uyyhkO9euyo2tq9vEBrefxKuVk8eHtgyvCV8bHA+itcuG7lh+2jj+ahtO+krxgeriJQxed+qT2w42YINceHlIYt1s4E1NL1c11ZtqDVTZlSAOx/T9Z5sSEW4yQ/eTxafrJ5u+y4PcvUxJ52T9kKzlf+6WxA377VmwlzBMS+8r4R/NaA3jcB5WnssF+kGXmRwcJ9THNNEMjbcVV2FpW/ejFSQcN2/CD+f22GWtw+ha7e08SwpXxu86rrGVtSQ+cwF24t1w7D0yVBH+MdOtY7EzBEE7MMtbedEJ21KVUJcOb2/+Iq73njKOOJE9WHconawTGsoWAtL3JXvtk1cC67x9AX8M30opD1qiQmOI/DTsyHbOP85K8i+VjE0C4PddXDM6pc4HkUTX/sdjWWjct2EQGMAACnPQrwsGC/DfyEgq/gCJG4X8H05uUPNLNwAA</string>
  109. </dict>
  110. </plist>