113 lines
13 KiB
Plaintext
113 lines
13 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>angle</key>
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<real>90</real>
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<key>angleVariance</key>
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<real>37</real>
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<key>blendFuncDestination</key>
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<integer>1</integer>
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<key>blendFuncSource</key>
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<integer>770</integer>
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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>0</real>
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<key>finishColorBlue</key>
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<real>0.1</real>
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<key>finishColorGreen</key>
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<real>0.25</real>
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<key>finishColorRed</key>
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<real>0.75</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>0</real>
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<key>finishColorVarianceGreen</key>
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<real>0</real>
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<key>finishColorVarianceRed</key>
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<real>0</real>
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<key>finishParticleSize</key>
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<real>151</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>20</real>
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<key>maxParticles</key>
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<real>11</real>
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<key>maxRadius</key>
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<real>0</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>particleLifespan</key>
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<real>1.7</real>
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<key>particleLifespanVariance</key>
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<real>0.4</real>
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<key>radialAccelVariance</key>
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<real>10</real>
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<key>radialAcceleration</key>
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<real>30</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>0.0</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>0</real>
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<key>sourcePositionVariancey</key>
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<real>0</real>
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<key>sourcePositionx</key>
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<real>375</real>
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<key>sourcePositiony</key>
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<real>667</real>
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<key>speed</key>
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<real>20</real>
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<key>speedVariance</key>
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<real>10</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>1</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>0</real>
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<key>startColorVarianceGreen</key>
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<real>0</real>
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<key>startColorVarianceRed</key>
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<real>0</real>
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<key>startParticleSize</key>
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<real>198</real>
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<key>startParticleSizeVariance</key>
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<real>28</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>7</real>
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<key>textureFileName</key>
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<string>bg_quest_14027_effect_g_flame_01.png</string>
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<key>textureImageData</key>
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<string>
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H4sICB4CdVwC/2JnX3F1ZXN0XzE0MDI3X2VmZmVjdF9nX2ZsYW1lXzAxLnBuZwCdegVQXEu3LgeS4JDgrgkOg8sgE4J7cA0wDDP4DDC4Bk+AQII7CUGCu2twGSDBneDBLbhdcv5zzrv3vnr/e+92Ve/uXv0t7dWr9q7ab1+qK+DjUOGgoaHhKynKat2Pqr871qP7Z0+iJuf9gO2oaIhEQ8Ml/t3/QEtJo0BDe0hjo2PgYqCmCoQgHHjAlggLKI+HgyPa7yYB8nAEQ+ygLgwWUCsbuCTTfmMrE4ONpSSTvpAar5qjDNTaRtHLGartpa4D8bKDiFkygaQYJDyA9wIcoC5gBg8HezgS6CHJ9Kdc4P38NxnAxPAnxMVOkkn69waDgdpLBhmEM5RBiEeYG8InyM8gIsbDJ8wrxi/IxcDPyycC4BUB8Alw8/IBeYWBAmIMfzWme23OljCglqz8X7ruV5JM1i4ujkAAwN3dncddgAfhbAXgExMTA/DyA/j5ue8R3EhPuAvYgxuOZP5bgiwUCXG2cXSxQcAZfq/BFghXF0kmpr9dcHD8Rywc+VeY7gMG8AA7Avh4eAF/Ay0h/+AcXZ3t/1RuCQFA7aEOULgL8h7L9w/W0RrhgkBaI/4Pov/Z/i8K7i1RU/v3tjg4/INGusi5ufx7NFLH0xEK0IIiEa7OEKic272ZzL/ZHYEyzlCwC8JZB4Gw//ugXv5tE4OMzO+DEWVg07eBWyLckez/iQcqe98lme73xbh5+bn5hXX4RID8/EA+Xk5eMSAv77+gaghLG5jn/w4VBfIKAgUF/gv0PmsswS7g/yvYEgKEIZwdwPc+2ziAraAAR7gVE8M/kQTKIOwRzveK76UI/Ge6kozMS2cEzMb+fgOppfCCQUlORphPTFiYm5+H708b1NSASnCkCxgOgSrJSjLdU3hsbCyBFgJ8MEsLmAW3gIgQmFtERJCXW5TfQoBbkE8IKiIgYCksIPYPvywC4vo7C/7mt/z/5Ndwtrm/hWD7/7Gc33fzT0mKNsj7g/X8K/e1oU5/zextGP7MGCAY8vsmSDJB/jxOS6a/yDb/4wj8i9/dGgr/t3nxLxgSAXNxBztDpa3uvfx/ST3Avf2A/+UK4L97CfhvV/xv0n3d+BP+d8G6X/xT8qDw+zrnfF/QqMOKmNDQaDyUZKV1PNLGm6ajLZUSFs7Ee/ZOtvfKFVZb9GBQfd0zl0muYrIwgbHnAk9P2v5QfPz4XFEa/YHkZoD/H3dYkpuv0LGwqVoOpJmxaZQEHliJNo+NGOtaOSTHxyd/oPxQXn/1CjWUhzlsAdCep52ONxy9RCd/g9XqVzpt1ROVPoh6ejhwcJD56jznzIeMi/LkAUurCGuU/Fiq5Mn06wVznHrC9cWUmEUV1Ts42KcYQ0QRhvXmQZghKs+xuu0W/6dGZGyqY25gZTT4mLhMvoimTTo0HddxjeL2yv8PKeArmbueu70x3wK/ZyymJDTP5UWfSnP2wl6jMYeXN1vpUH+TCG7mrrvxXkaVnG99JR/pNBNotyR5/gj5I6j82BGndNzCf7nJW/t678NXSPldqrk2BWG3yO1IX99UP6/YtxgHv4uxC9KD7RdJNo4k789sVWHjGQwOT00Hh5a9DnYLk8eZzwtL2y9bDPIj7041aGfpNdHJ6HTouGoe3Y4j0H04kodJ/WeDKdEHsnx7NCm1x6WxdBXEhwZJIQ4ZZSJpuPukJTTAUcW4B/qtut8BRLWkRVSqcx6tT0RObW8PwpJF/FmTMr338G9nn6JMQg3lyj9KYI/OasdF2s4sLf7UicZcOZrarH2325wC2I1OCou1fIrWSRooFBQtVFaZ4OnN7+hJBSj4fptFd41rHmN459e1PMtZ5S6tvK76ZieXDPK5pKC0ataksVK9VlMg851iBCm8JwmUnx6mtyLYS22hU67QtZtf7ia6fhYVme5bd/EjRPA2IoEXAzLlTtBSr54ygCMJD/Wc6gb5e45rTLzpwMifo5s2FDP2r29//DYW3V3NR0nIfytkUXfQDn79U7lnobkzlPrmgnK/ic6etoP+ztHzhomG0HEMoxUGC2mgom0cXDRkfPXkAuv6qbEmOjUlxWCi8LZXQzktrtHi1MSyBoBm7Yyg/zw+deF6cr+ps74DexJ1fmasgFcZ7t5etyCUJp5xHEQdNgUbqLdZyjl77dwQOp8q7X6k6nvBhFXpbNJh8nMq2R9EXf/VDsWhGESpJKg/pLqixI2iWqtRmfWY5s7xvRJNERE2MrWdNNB/SV8qQPeoJEYx/nBiqK2/Pw1Ofi3x7QCXvCf2IQ0goZWecHgumVwlqUxU+OhV3kx/drpFLN0Ms8CWxV6SVxuvGeWksMWzfVq6U/pduuhcpErK1/F47MpxbIRQz1xTrboQe5NfWbfO8qID7VFPo9X5QkhGj0h0HUgErrPcEZRDe5YsmfH1cJRQg/0N6ORkdM5lr9VTuNzBf6zMw3t8eYqNWeEq6fSdNFO9cUqwoZVl7FJgYI7xboLaNE2L+3WZ94ZTFLDIdI7qXUt/ztKVVdToRM11NUisQ4Gc0PPEPD35zMSk6BAxSThlNrvqfzsscHdkjFviw7QA4j31i0pqTsvMB4AiyJnA4+qfFlC/FIRg/MlsjMzonhW5mwfyegQKvXw4E8NnoeVmmRUNZfGgphaou3zBntl8TTxoUbmUALLQVDZs5r8rlXi3BdXL99Ah/GWMMdpjl+aQDrrEPWTVjz5s9WvfEkbBQD2ON+hYAt7C258XeMj0gQ2Y8fXPsnkLqBr6tbb4+pga2efiKjG7d/y9jz5e9IgANPzPjva3b3/xit62mTa3au6l+aYRXr9Z2d84RPiecdqfv1kZOzrrlzs9i5oy40qqJp31N/1ypzTQWPpsx42R9mYwNF1leCx6uH3zKWrXMMMG9dz1ZTFUxwqJSTtwSSxitn/oVN6ltJtDoLL0tGPZ2vzwtsc9b7QwcWeNVbfBpNRJkNbH106rdYX4avescx9ltja07jvEPSGaYul37o1Jk05TVpF6PhKGP35XP5RaaqVHkFGmyf1uknWW92rYfPsusBLX2v9h10msTtpWyZDfhWvv0dbrGQoz7prbM/Kim2Yys+GJzMjIcjbYhJRpOX/SswAIDBvD/na9Q9KBvr26ObHO5RxaQr9Q5mUd2nNGd7negbzeTkU4NcIPmuR09Xo/u1q09Mt0FvVH6gcibjt+FN+N1DfYmEy9jm49rMe6NJQA0Qqj51KwPlJBPzg0vzCFfABfVj9cazH0n6IAs/ASUgqxoQQpaKCDt5M3IOOboER/s2ZwYnTxzTHhYlHNRupaYy2M76zjMhpuZsFNdHbctiXdc3uh2jB+5CgnIbp4pGUn4ZUDu5Zf2uV03Ee3p5WohUtp5LSm1W7zw2p8nN1GYMMzUaqszOL1IhWCHAlh/ewVX+yseut0cwuS4nLsrc3j7THXjCvphfVXwjMlz7Q8j49k7nYRZhsn0TU/DXl3u0Ja57Lyjenu1Jf2FjP5pMhsNCTqks71/Q2QOvgqHzD9mtB8Sti6N7Gu1kYXHD92JAyW5wW0lgm2f7GUwaaeF+xfseiH53Q1dzDpRmHq0RCxkGUVZkzFnyGyqaPhh39EW290tSaUOO2a5tQQNA4T12CKZqaXq5XX6l2II0RxZYU2KbijNqPSEb6Q4IokqcDSyiotDBlAStnoFyBEyX5Ea0SLwpAF7FlbEbuvXiCq/M7I7qkrzDIglZQZr4/hU9PsWtKCpHJpk2csfSRmy5bxF3p7N/9cu+P2clo7WYfGwp4kWBFPJKwZlpuy7cBY0LnWqkwjaXv++Y71I2G3gBNU5+f284H3IxpVVBnSy+oKU6uJxTGP0iOZIBwUKIoE/9paajKQrZbYqRqqhEE+aR7jdFAlkNdRLJdC9cbnidtmLHVkWOg2yVCCWiAZOZntOGtetfLnmtrVrIKgzSxHF/YvIJwSCcEjzcFUW02yxklcagxVslBm51dSGgaHx2pKVmLCREnmD12WO4m/g6hio1GhYfGJxI2Rs/iBtmJQCC8X2BmNk6koqU9JV3aOcs/LsPFRPRhR9SNHajQuQEFNY/trTsy5B8ae19Jah7kR/0ZDwGrIle5wvbRPs+iZMriFk+WPeo5zK/4T1V/pMWWZx6oY4ZRy7/FIfp11T7SIV1QABj7MK204NRMY8e1wJ8PMMQyKc1oEdFmyglmP10Fvi29BJue8N0j/QT06U1gBaoq/sgD6jKxIPsJm6ORCsSe/0omLwsd81++gji7JKze8PVaJ96lHjmsN8jFpsIHRZWvDH1cX6G/ay9BlKDgeGfiWVG8mbiRMhIvrPjuEyuLv9Bs+JoPpMYt1UaW9Rdeve+ef19h0RAi7q/JyQHCv3/jW+H5LCiBCFoC/zhFQbj6YpLmk3K4Fys9yc9ZDmvfq6ynqqnqL4tq9SHKfKdpZ1HBMdB71g+aDrDo3n+6ssrYzkGf6rWExY8TwdbEdOVsnuFPHQvtN5N9AH4dxtlH9xNpo5hVREQ14Ekr5wwNoRjVTZXx3yHr38KRTVz4MdSXt6msxeBmYPp/Mvk7Bao7r0foZj3bBxXoBwsH28HHacIiGWyBLxGKKTMP5ipSE7dL3ZcN6r0fttyyROFhsxcknS1wx+JhCu9Tv1uRCwqj78F1UebsMClmgVEEKcUefHPGKwXV9wEVwXE1V1zg8bAv2wkp8KmP0+iIyyzSEci5JWlJkMV16XkvYe/PWXHdRWrdMx5woO9lA+yCTp3PLI9lt9DDauBVd4nIceLsTLPkk0mE6lNH+cD08PvnN525SME4tWkRwo41Wac/4TweZ5E9is/4yQfO2Z/J3LF6nfOKfrElKdIq/KFsNDGyNvLi5wXMH7qiGxYvloPoUkPLRZEPZ8c4RQy7Bj9r5ZVk8GfUD0p9oyo6Hj5vSNCZFyiqDJG8m8KNMfdC+f3nYzJjo6m67T/9sP7NOVzcpRMIhYdwrlfRh4tihUKYzO7+7RdnuqfRxiYiTORjA6JA8S80/EJriE+ZWN9uUmtshvLJw+LPMUEWH1WOSqgq1nfDBNXt3wcXvY1P8VxwZ7CL2YNkG1l6LpHDeJLoIF9Kp880ME/jSz70Ixp2Du1ctRSlvLlUkP6vQ3rBWD7Y02+bga9DB+Klbtza6RY5AVflmXNEDE8th8WvMjdrq15/qb/crFGU2CwiU+f54kpUt+3CTf3uEzUKEfvPWA54IhEB7t7Q/0VXbLCML9cVDKeKEFPUrvS1DZz/Zg7ef9bY8LSxggD6pVrQK4P42XIQoLBxWncjH5oyAZmejPq4+6TCtaNr/ho1r92Vua0DKtiWl5cPELtlsofZ0nzWR7+i8Wk76NndfhsEzBYNgkNqS11E6hZBZhEMDaQMoVarm8PG4HSYkVc+i1eUiyMlAu6Kku70750xJ/wsb9HRfebxIPtyJFw+nYu4Z7J0oiGz9/SNuyPUwYR4TFz2g0JyL1KL2Y3TeyzBjrSwL4AzPZF5pgoDu/PzI3MY8603jGiOnLsSMnbUJsCOjyqNDGZOMnYzBjFvwsxDlRDBEg860qIT0Dq5aknR1Gxw7a34Y1mFutV1W87Y3x9EJNNLPNKarQn2+rKjK2k6sYnc57TqGZMSjf56UI2ttkRBuqPuy29eSejzKNLQill4gIoF13ntXRG3mW6c+pAwzNBv1ZtU1OLyeFGX7MYve02+WvIW9Mj3WCCkwpGfx7aOvdlr214ms2g4KwZKyMKLGFS0zUY4vWmLJBTRo2ON28T4DX3NydF/d7T6GVQc8x0lb0FkimYspllvK4tf1H95fUzid4thdlVTtWhTZ+BBOqoRdy74sJCCO5hscN/KIubCCXb9TokyC48iRIEDqWYqjCvuLiVnFr5rMnoUeZW2TadlZF+4xR+kpffuEZcx12uaHxC1z9VQZkLddm1jIoBnz9/l1hsGjZd9NvnG/2IbpxROL55nqb9uIpdplxn1dxNNkHvzaTbHxmJrCn/zQ/7WvfWr98pRlvoZt9nOD/RD4ZprtUrNzcHt6QQFJ/0Lee6UOQo4jSUM/nVgOnVP7ZARe0Fbyi63hzLJeeG4bJ8Sw3Fqv2Jq/JcN9RN5eYX/0tqSwcSO8hK5ogvMjqzl9hUur2/tHnT29pj1Tbb/KfOK8VMiE8bvmglWpJEhSXk+g6kt/UMRRjCS9l33GxlFP4QuVCjeX0Qp1njMwuHZh7P9ON7dwhfLzNFWftjok1GAFx39aJnlUJKJDDN0LY0XoExYKFQvpy6xsQ2dAv4J8dhT0RIOQxRmWA8cFsWOv57/WhXbxnGMyxHp+/mbeM9GPJxufUqdZmrjtCa89nsM/hqo+dcRLBIfjSAw8q8XOyLWoexVC8KLmiGtvaQTb7CpoQ93gK8kXEaRxw5vv3vSS3hfvkVLjMz8DCzYL11Tx7kOrd9XoVmI4bKaych7h13q75BxVjn/6QUkhcPvxw0p93iu0TYil3Fe/6nz9LQffzVUFP7NPD8ssHEkM6l60Owro6PSDK5ytK57LoK2Qa3mc2wfncPQ2f8ay4Phpu8qIO8gHojststtn0d02Kp0ckG0u9thVa9kf9PA+xzTtWnMrvfjAD+LdkR2Ie5vw+eOACqTvFDWWI6TH7COb96iS1jxKMEYhiUulFxu9A4WyNGdClYWAbzaGJf3g7bmfE1YucJRJV5+Po70yUtfNX5XcXy8e7J60MCEcu2E1zegmbVyqm4lcuH3uiHuIsPQJrnpXHm6PNojaxUDyNWSViogs2205SHgz+5qNPPq2jPpK9COpUV8zRqmeosJg/ckL8wFp3w+ipOCIi7jVj2xxeueyTCHZq0kTIe/GBM5CB513FvYvmIw+T1NOKPG5VzZQ9Xcx5oHkr6dH4/oKFYnntGbetGoj2ERqf+Eke3r3SHEhr9Bc3jgFo55wrlMFEWwDa8EfW2IgB4JaiC7Sw2W9Xm1isqTnMOZETgZqioAxxgzzGa2AUwz/tAnZZtL4AJbJqk87VY3jQU3bG3ziuCbSboRjFm6UNs00hlpW7A5xDUYbH3eOpbJeV8OMFPkFbPts31engxlUHipivXXEAeg1/IgLzifSo3T6eUQawADkPgbAWNs+4CSGyahnCWxxpxfyNFxUVVHp260UDq75pO3/akx5sv6RD2b3Rsb8ZfknVP4MoY+vD2d791OYUZf1M+/IQnJhEf0NJYchgqADJeuq7/L+JuxkoQ97/fDj/FCJFns8TMyxzLGoIszBx5gU2kjxRDctgYZv0fKJn1clG0d93xPszliO57Eyu+/Kf6ecs+2EqjiXugK8pOLse3tqJP0bvRQMtcteBSrwrz/itnbUL1EQ440dV7J5+M4NuBarLBeQQ78xaEqivqEyMaCJDLSN6WPVlnhawNaLx160HBBdtf5MvUH8tHz2gPpmpUqEJiEEJOYxtpvLV0FrQpyNpNhjTk+e2xpex2jtlSA4zloAHP8KQIVnJ9e7w0gCLVie4a6FfHL00ZaFVDUSr5KOTz93OLHoirDCZVCupvR9x8k5x4UuMgrszjaKOPHK+3JT54fG4p9EtwGZPbOxj0IQmH2Qp/8VPSJctsIsPxjfJCXhLJji0WA52yG+q1wQQYpkJEBh61jqUcYXKUtvzofHGJJq+kLbUr4tA6iKyBZeC2WWnm4LeuQ2ZT+v51JZNTe0sYHVS4mQlOrqWymvNNrkpZ3Da1MXCocuCq09pu2GBPWPLyhUbYhivRpVU7Y9G74oEIq6rysZvYvtqj1qxEHKUuS+DzFU5IvTDOq2Q1aHETuH+eD4wdvsrK5zUAdgtQVfMM0NiXrer7Cc2pP8psZUcFJbsR7dYpYw05oMoD/Bp0Brd8rtmGODfPHQ6/Tmu2aztp6e2T7LuLygnl0w8Yq+4YaFaiNiuCWvTIbUK8byNX5AdDCzWq7DE3n2gQexMNiFN7O8GW3RrVeCGU43YKr9jiSPCeXP4s8wPZqWDYbIuUJ0ZrOqbwPSPT5LNKSZ5fPoJm4Xu221MsYpXfAmC8Hcaty2LGncPjRRJ0bTV0FFHMAnaKeSSgpYiqbsJEFMZKzEa1+ZLFVWBCE33tXxyXaXYZLjiRi+LcB67RUXolMBleq+DHhlHIWl10hilanFpZFqmEI+Y071Fh5cM/TSRPS9PHmlAe3bY7uHSL5eSiaaI+s8nxHQF7/sj9UHlkqM7y3hHuO1Kq5t/BW0prhEOuT8wk+Ep/jbLh/+cBk602B9nLCkSpjDkr+A5ZIWBl8kl9ILn7AuIeCk8/XcypOoVmJL8jqFvb0SO5Y+e4+0w7MaSkctzF8V/hxDo6bAkO6mwCONnXyBW/aieMSEPquB4hNQxwznuawoHDDz0WDZxW1q+NLq/p11pLNoJmrMT2fwqEXb4ZkdnNFsUCCbbw//0x/5L0jIoOaaaT1Bx2D/zHrdk4FEHh3xE+VkfGQwHiklXDEhrrD4MNehyMPfqrV4iIDv0hZQ814/8A/NVCxW02+3vZldm8wlIFylHPoKDRVyQgUx+quXQMQWIFrPmoSNvKTIjeaENJocgzFPFj3QQWRIf1IUgU/tu2I1wt04u4i5ToQUmLEtAjeNrDkfF0wuetwYnSyk28wt+o75Hn/VPD5JuFV/V4wzi8flm0FUb9Vx/2WLd+WZz1/kcrbVsfQ2mjfWS2+ATrxJR4y14/lRuJ1xyLe2lZDKIj9XPc4V19QKvsMm8ab51snWz+2SeJ5aZtEqpW9Ghu0493fdN9cU2GG7ax4jQ64/FG5q5fHOiAfkzKfbh4P6QOI3zXnal5fU6sW82oYGUZ5CsYKvqSJVZ2sj7dEt6dJIctV6sgteB/aaq2sn6yVulh3t7WCuffGhr30YwFyokvloLZvhUxfT8O1JLUKBnJNlUP5z1tG37OUB7iZn0yaZXxCflqwfvNiSarfTbyf5PuvlHXqUFWtN2WGqzzzx3XyS32q2VkUFrzQho/dUX/nDVXB9sMF5ByIV9UL3hUcMiQH/w3qUJJ/MEzEa+YxeflxcH8qi8yxH5XYpgfD8PFLb9qLHHL1s0VmTmnAHpOByXelUOv4vzZ65q9ObmYLqg3UjedasqnWcCYnNeCIWWUJRsAIWdXN2g0/WSyUdThk9PZ4CyleHBXeij8jaRyPcw/yI8ph3NiI/JiudugTwbzMj0858i28Ib/rPa32/OW1xha5Wb4FrK26doBdsynhS0QuhSeW6xZ1QegXyrtbcdvGPFnDi2PVRYz/4npvBXmcsRZEOsdw8Hl6jrsZGgMqI1SS4he1aOXQ7rwwacOEcwP8IdxYgMDDvAHCiOAaXUhXgt46ZUHNgnxlxIK0OP4CSFmhSvsvb59gUac+ejFxAAnFxCFD56PQn0eyfqTfb+67WylMpik8FqT/tsckl2oXGPgEfvlAnPPc8lwCqMuDGSnjyxTIpRzGmf5mKvYULsWPMfp95MEV1mmYw1Y63lc6vblcu1mLY2Ru2FxvXBC4mkXq6Ux7Yn9YJX+Ds8fvJIpMrSCYoX2nI+9ZPT5K2AkCQ6c76RrHsIpXbKYCIEHrRhmrXuGSVqg0SVIhLmgZzjbhKHwEFb5T9K1vSutOM3725/FJ1Y3HtZWTmkxcXMy0vmquw9nZmiy2xwKm9ao55Atck+zIfcbqtOFV/t5XINgGUfmBfH9iWxSu1N9DXmvnrhwI0w+3ZvNwpdS+PAmKEzdVtryk1nXYkZDa6x+xdLg2/aZMmMC2YIp5XIzW/fGdMxr2X7SXZTR+WZaTIIzLMPAmzDbElMYf08jzjB7SJb4EH+YqFeDZEEafw/oHz5hZqjMrp1EHRmSYxz7fZm5cvX9mGX3rmAy5nlmcvCGDbgTTZmkBtxMxHt7oNhWNM/JxC0vSknV+PL5dVr/M8pFIrcdpvRplDzA3UiV07HZd7vseiMQJgVFk5TL+My4AJehs1epKnpOKJZ/3Y6u+0Vav6UwYX6b1Idb97LnuQJKDmZXKQ8YySxxOJwxHkvgWvddhquHgAAxWOpESgsk45n5ui8cJXUkkSPw7MexsPO9PEyHD71lku+SOWWH0qn35iS5iNxcHf3GTYxDVmb01CcvaPVqBxBUPkWC+sf/m93ZR95W3yanpa9Jpe6tKtesnVtVt45bVhMP4nqBaBvc0gazLlmJpegVymtDOJ2dwfAEBaGQVDuEfDJk8CttGbNLqC7ZLuw5UgFyffZWZ63Y2pIuFmuLhkOIQUE9vbaLD2GhuQ4KSMW5FHPxWh8cMvnFx+6nurAwUdl8ItiOc6SvYBmAxXfOl7UDIddyj40833h8XxGOLlsvm5WwMfMoy6NJiJNOiZcJew1wAvnW4emGKBj/d1fhFKddzhBacyYc/Q7CxsFxsmTxRGbiHGjI8RBLVX0QOfwvsmiQfffbgwyrl2/Ng677ckv2W1VE8sfKXetbM7zCPGn9D44GuZEyP/cRf18Suz4rlalrHWekMh6tj4LrN9wBb1O/3Env59+hh6t8ySVuWcZYRCTYJHSfDgovP6oivXzTUB+2Oe6bpT57jTsKsb4jWtgsqC3LufcylqCvktTlrxPQ57re405SC2Iy1MHgfvoOSlcVzx6n3y5XqiiX2W864+rGltlTZW5t58Vi9mnaOVBY3bRMIMBm7ebaEvXxJJ2jmkipnvovHkTDmEr+5ylnBobveZQ8PyvvHF+ETmqOjG7+Ony2LqvWciyxHiC+6Fs8RAyF4G5wD4Vc+PnTja3e7yNupuOrM1IaZ7Lr5+vC5kLs7BijDh1+GsjPWa4as1EjnF1xLxCLOfYt55qoESIPEeEy1Ezl0ZKDIrUvLdfNtjmLPA07ePdVTIdS+7XAvNVuuD8zhxSq42TqQCOAE/nxqrl0Onmy2jQpLZy4wiWwR7JV5u2IIoQKVn/vA0/uMbk7MdtvfZGmcPbjr9nfLbUwZCNhG/ViVjsw62ZafuMJeiKFWMRrWMf/+RoSSnLlvywjzwPwBoqadD7iEAAA==
|
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</string>
|
|
</dict>
|
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</plist>
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