diff --git a/magica/resource/download/asset/master/resource/image_native/scene/top/to_bg_ef_01.plist b/magica/resource/download/asset/master/resource/image_native/scene/top/to_bg_ef_01.plist
new file mode 100644
index 00000000..f55ed983
--- /dev/null
+++ b/magica/resource/download/asset/master/resource/image_native/scene/top/to_bg_ef_01.plist
@@ -0,0 +1,110 @@
+<?xml version="1.0" encoding="UTF-8"?>
+<!DOCTYPE plist PUBLIC "-//Apple//DTD PLIST 1.0//EN" "http://www.apple.com/DTDs/PropertyList-1.0.dtd">
+<plist version="1.0">
+<dict>
+	<key>angle</key>
+	<real>0</real>
+	<key>angleVariance</key>
+	<real>0</real>
+	<key>blendFuncDestination</key>
+	<integer>1</integer>
+	<key>blendFuncSource</key>
+	<integer>770</integer>
+	<key>duration</key>
+	<real>0.3</real>
+	<key>emitterType</key>
+	<real>0</real>
+	<key>finishColorAlpha</key>
+	<real>1</real>
+	<key>finishColorBlue</key>
+	<real>1</real>
+	<key>finishColorGreen</key>
+	<real>0.8</real>
+	<key>finishColorRed</key>
+	<real>1</real>
+	<key>finishColorVarianceAlpha</key>
+	<real>0</real>
+	<key>finishColorVarianceBlue</key>
+	<real>0</real>
+	<key>finishColorVarianceGreen</key>
+	<real>0</real>
+	<key>finishColorVarianceRed</key>
+	<real>0</real>
+	<key>finishParticleSize</key>
+	<real>66</real>
+	<key>finishParticleSizeVariance</key>
+	<real>0</real>
+	<key>gravityx</key>
+	<real>1100</real>
+	<key>gravityy</key>
+	<real>0</real>
+	<key>maxParticles</key>
+	<real>81</real>
+	<key>maxRadius</key>
+	<real>0</real>
+	<key>maxRadiusVariance</key>
+	<real>0</real>
+	<key>minRadius</key>
+	<real>0</real>
+	<key>particleLifespan</key>
+	<real>0.3</real>
+	<key>particleLifespanVariance</key>
+	<real>0</real>
+	<key>radialAccelVariance</key>
+	<real>0</real>
+	<key>radialAcceleration</key>
+	<real>0</real>
+	<key>rotatePerSecond</key>
+	<real>0</real>
+	<key>rotatePerSecondVariance</key>
+	<real>0</real>
+	<key>rotationEnd</key>
+	<real>0</real>
+	<key>rotationEndVariance</key>
+	<real>0.0</real>
+	<key>rotationStart</key>
+	<real>0</real>
+	<key>rotationStartVariance</key>
+	<real>107</real>
+	<key>sourcePositionVariancex</key>
+	<real>465</real>
+	<key>sourcePositionVariancey</key>
+	<real>150</real>
+	<key>sourcePositionx</key>
+	<real>475.64954682779455</real>
+	<key>sourcePositiony</key>
+	<real>315.16616314199393</real>
+	<key>speed</key>
+	<real>560</real>
+	<key>speedVariance</key>
+	<real>155</real>
+	<key>startColorAlpha</key>
+	<real>1</real>
+	<key>startColorBlue</key>
+	<real>1</real>
+	<key>startColorGreen</key>
+	<real>0.8</real>
+	<key>startColorRed</key>
+	<real>1</real>
+	<key>startColorVarianceAlpha</key>
+	<real>0.5</real>
+	<key>startColorVarianceBlue</key>
+	<real>0.2</real>
+	<key>startColorVarianceGreen</key>
+	<real>0.2</real>
+	<key>startColorVarianceRed</key>
+	<real>0.2</real>
+	<key>startParticleSize</key>
+	<real>22</real>
+	<key>startParticleSizeVariance</key>
+	<real>12</real>
+	<key>tangentialAccelVariance</key>
+	<real>0</real>
+	<key>tangentialAcceleration</key>
+	<real>0</real>
+	<key>textureFileName</key>
+	<string>to_bg_ef_01.png</string>
+	<key>textureImageData</key>
+	<string>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</string>
+</dict>
+</plist>
diff --git a/magica/resource/download/asset/master/resource/image_native/scene/top/to_bg_ef_02.plist b/magica/resource/download/asset/master/resource/image_native/scene/top/to_bg_ef_02.plist
new file mode 100644
index 00000000..de19a50e
--- /dev/null
+++ b/magica/resource/download/asset/master/resource/image_native/scene/top/to_bg_ef_02.plist
@@ -0,0 +1,116 @@
+<?xml version="1.0" encoding="UTF-8"?>
+<!DOCTYPE plist PUBLIC "-//Apple//DTD PLIST 1.0//EN" "http://www.apple.com/DTDs/PropertyList-1.0.dtd">
+<plist version="1.0">
+<dict>
+	<key>absolutePosition</key>
+	<false/>
+	<key>angle</key>
+	<real>-130</real>
+	<key>angleVariance</key>
+	<real>27</real>
+	<key>blendFuncDestination</key>
+	<integer>771</integer>
+	<key>blendFuncSource</key>
+	<integer>1</integer>
+	<key>configName</key>
+	<string>ef_top_pl_08</string>
+	<key>duration</key>
+	<real>-1</real>
+	<key>emitterType</key>
+	<real>0.0</real>
+	<key>finishColorAlpha</key>
+	<real>1</real>
+	<key>finishColorBlue</key>
+	<real>0.98999999999999999</real>
+	<key>finishColorGreen</key>
+	<real>0.98999999999999999</real>
+	<key>finishColorRed</key>
+	<real>0.98999999999999999</real>
+	<key>finishColorVarianceAlpha</key>
+	<real>0.0</real>
+	<key>finishColorVarianceBlue</key>
+	<real>0.0</real>
+	<key>finishColorVarianceGreen</key>
+	<real>0.0</real>
+	<key>finishColorVarianceRed</key>
+	<real>0.0</real>
+	<key>finishParticleSize</key>
+	<real>22</real>
+	<key>finishParticleSizeVariance</key>
+	<real>16</real>
+	<key>gravityx</key>
+	<real>-150</real>
+	<key>gravityy</key>
+	<real>0.0</real>
+	<key>maxParticles</key>
+	<real>30</real>
+	<key>maxRadius</key>
+	<real>0.0</real>
+	<key>maxRadiusVariance</key>
+	<real>0.0</real>
+	<key>minRadius</key>
+	<real>0.0</real>
+	<key>minRadiusVariance</key>
+	<real>0.0</real>
+	<key>particleLifespan</key>
+	<real>2</real>
+	<key>particleLifespanVariance</key>
+	<real>1.0979567766189575</real>
+	<key>positionType</key>
+	<integer>0</integer>
+	<key>radialAccelVariance</key>
+	<real>0.0</real>
+	<key>radialAcceleration</key>
+	<real>0.0</real>
+	<key>rotatePerSecond</key>
+	<real>0.0</real>
+	<key>rotatePerSecondVariance</key>
+	<real>0.0</real>
+	<key>rotationEnd</key>
+	<real>85</real>
+	<key>rotationEndVariance</key>
+	<real>0.0</real>
+	<key>rotationStart</key>
+	<real>0.0</real>
+	<key>rotationStartVariance</key>
+	<real>0.0</real>
+	<key>sourcePositionVariancex</key>
+	<real>495</real>
+	<key>sourcePositionVariancey</key>
+	<real>40</real>
+	<key>speed</key>
+	<real>100</real>
+	<key>speedVariance</key>
+	<real>200</real>
+	<key>startColorAlpha</key>
+	<real>1</real>
+	<key>startColorBlue</key>
+	<real>0.98999999999999999</real>
+	<key>startColorGreen</key>
+	<real>0.98999999999999999</real>
+	<key>startColorRed</key>
+	<real>0.98999999999999999</real>
+	<key>startColorVarianceAlpha</key>
+	<real>0.0</real>
+	<key>startColorVarianceBlue</key>
+	<real>0.0</real>
+	<key>startColorVarianceGreen</key>
+	<real>0.0</real>
+	<key>startColorVarianceRed</key>
+	<real>0.0</real>
+	<key>startParticleSize</key>
+	<real>35</real>
+	<key>startParticleSizeVariance</key>
+	<real>49.446155548095703</real>
+	<key>tangentialAccelVariance</key>
+	<real>0.0</real>
+	<key>tangentialAcceleration</key>
+	<real>0.0</real>
+	<key>textureFileName</key>
+	<string>to_bg_ef_02.png</string>
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1/kFgFN1Vh7SQM1qidNGpUgvcNyVuchMqic0POmhGmdI+BxFQyz/MWOHoK9rTvpT/iSw8LGLNcWXutzbm8es/N3BKdknOpqUWtPWe9xDXtbxIeLmvPhvQgXsud+no6N/aMJe15eti0Fl3iqhk9z5V8OrToJLoMXYKfCf9PdCrZ8E+gVSdRGPnGdRgBRxFoURzXWF1zgNSoMHzDaF3ivwFiKrIleQqeVTH/x/PfOPXqrvIUYZ3IXdmRMMjdXrdcWXutzL1UbTmxHXwm23LeIzlsMnVFmZC6iElznnt1HDfNan7C9O2qZuXl/OkkYGqJpE4pf9rTq19TFJ4k10COYtCiRAOaVUF8heeSYCTVxHPwAaP4WaLkCZZoQ8OMJVrC2CC2KnnAIf0/nlGFu5K3dKI7vhPalZ5K8QGZs2B8lXhaTWKsZ/zB3J01y5W118LcDyxfdsLr3lDmMS/qXJUJ0xN/OS01s4yHNAeeNnMnzuIomU/BXJ6cBReVG54jsW5C6mA1LtP6iZKp74PfZnRqkKA+gY8Y/Lnkij5OG3bi+JmiDeFnCJ6GSVoTBs7idfUJA5rLYJ2S1tJvmhm5+5IDdNm/kvmw+oBjk8cf9I+LhwuWK2uvtjk/sfQ9Trg/GAaZD6hK/Td7dE/jqKtmvjl1Rub4mRlJ10yMdMXUm0uPYUbPcyf0fOp0TrPkBjWvPq6PfYCYSriKLYvPNwArJ0lwlMJ9alU4GyTb6u+BKfp5w0hT/MFBAlyRuUBZfmYaf37JqYd7iKm2ZDcC6yo4h1rOq6Kcs3FDdYs+ocwIeBpc7VqurH1xNlF77tWY85PLf9cJ9v58FFiV/ng5851ZNDqlM8FOc35PZsyMCZ0vS99O5o6xD0T8vDmdSyY+oen1ONUznllF8L60nlPBNxxEltUHZO4BPt8gA4bIVcYwFR3nLFaUqzjiJslTgKNIXV8PMsaC/xfu+MNAW/YgjPeMsFfZZc4ifAi9ugV/kPUiHzQ+4D08d1f8wvv5XtJyZe3VMvd9y+8YzfR+h32Iw2BLc9dkirWsk3M6V2w8a0z2CeS0L/fJlDm3Sp8yJufAV3OmFsL09I5rlSYKJq7S3hCpnYDO8HyXXIk2UaMSjKla6v+JD9iWnMUg1lR/MMFrF1wtaw6QsRX5moFORdbw38AdpvABQ2AqhPhqpu27oU3NWYQP9Jp+xndTxgfMfET8wfuzOy8+38xyZe1lmnOpes+JbspnkvMndPZDSfw08dckTiqYeeja0yGsXTKzZaWmIqfPiy+Y07Mo5iqm587yG+P5mNLXge8fMjzFaprjy4IZiang56VXNXeeNDkKYWrMFZiCH8gYi1wNoy1zXs28+prGVZIDhB8Y6Pkurm7sSJiS+nWylbwteQzNtX8MbH3Uv18+uGy5svay7QV8QPdHCuHRZMMfcS5moG723JztAqAmHU+VNVfxZNr4dDonia8JL3zP9Jz07kpthanZkxhMzq1Up6S3l8xKrVFJz6uYGxf/j/kJ+n4NxFZ4nO7gHhZpiE84xOMh+UqCqRiveBxvap1SGI9DvO+a/XLQKJ4Ds2YptOE7UZ5bXde9jqxhjylTrtQxmXwgrg9Wjt5rubL2su15MdXovcW/7wQ6gxF3Vct+3ZLOZhnvt+EMF2jPgPoCf+7++Lx3PDfsinJ1YvRHZrIwtwftkT5DzsOUXsWs9odIr6HmKAZi0KtABQyBo1xbrylqFTiCH8h8hFxTbb1njiLdNfdttXhHYyrm/0Jtia1G1CzWVsx0oU19MLUPnm7IubCTIFc3NMY6zbE/LXr1oHHvPZYra1+0gS/nR+e/wpls/57DMyruFHh/UmZfPuC888eC/ufePyNzzjnzXPZIXTasmeuDJ1gvG5d834n07RbNuVZW6mJPwmXVJvaNBFlvXlTmyBHrY5mrCJaEL+YghjmwkIPe8D5FH2/FH6VWDVddsRH4EkuAo4jx/0LqAw4Dq+CqA+tpHjC8JfW1Tsjk2SOHeo1Ds6BTLntDWHORNjn3zMf8z9aO/pHlytpLsoc16iE/0Hm8clP2iIIr9lBQr7gr6v7jQfClXMkeAbJm5qCzVknmI41zgE9Etbde5k+UpBfxwdUY/Lw8mKlIXkLy3zHW7pWlX5FzKoaMnyLL0k81JDsZsJ1r+aM82CmAiyIZasKMRjH/Fwc3UVgc78P9EPHWKIbXA8ypt6Svin7fKNQXtmSPNzkiV4G+zLEhU3xdzrES97TmgvOjmHdPPOWf9O98q+XK2ue15/l88tjY6MfyPwKmPP5+l92H8KGOr86rD/hEXPYIyM4AcPS5JyKn/fQyx5nXJ6LmvMrs5uUZr+m3Ys88616HzN8xXxdagZ4siU7J+RXuh3GwQFaiK3KmOzR5CicPzWLuIkINq+I9YCXZkPeOhCtck+SqKTn1EXMXzAGGdL/wKLYruYpRmLNrdiWuYt3IKLql/cGJA/UF44yvnlKmqFWJD0me/U/qzf/acmXtJdmYJ/N49MOpvzGaanx6xJgE8T7rvTUHWDLz96BDj0fF13v2sYBqluy8ycrZsNQycf4y3wufUeafT2jv1QlrZ+n3hargYkV9OePPDaLw+1gLwZ4onv+Cr1EGupRlzQQYQnw1yq7DqFm8ropeiT7BNxwxpmLPB7UqQqZWRaccnv8GmjIPgPo7ClKvtmQm1CgCC23gfkN0irOiJM7iDAHuK44/I/6f+ILZj/uf2Th64Z1Xlitrvv+ivp/4f5cW/8VoijOTa5L/44wWmV35pJ7dqs+nOiT5PrOfTXLmV5Qb1jaxV4S7P2SPqNTdJvyTybToFbkZQZOG1Jv0qt5Hasb3q4DlJWFOdCvTVMuvK0/QLNYmjTJ9fB/qE2OusS/YkLhqhLhqFMN7o+tghb2/HemvciI90SSpX+fZlXB0KPMMnQTnWB/h/oaeDSee9t0U2EppDZOX+Yj3Hz724YuWK2svhyeae7n+vlEQn1PZo8t8XN2c23L/YdrsvDa1ScxDTJpeDva5T5cQKy0oQ1fzRrsypg8rq34g55YFSpKPGEaXNQ5K1jT/IBw1/EG8qrylGvKavJ7D62nWUPC+K76ek4fu8HFyTR4PY9QtsJIAO3FwFIXFeU6F90bWRLtEv2Q21Kaw5SToB8InjJMv+IDJW4app8DTR5Qrqb99hjVOf/4FmbJcnQ97fgz18PPPM/d981/tRjf/zBF/aRnxiPpkcj57Oie9qOdK1KKrBdEkme83PSd97axnlfvxzLGrWcNUQWoIWbfOPN+QmiT8NDQ+gv4MYlXJQUguAkyNMh3RJuYpJL6CjRJ8vq0cMcYKz2scNsM5SgvQGuYqYNSsWBt8gasA4rIY6yo4u2JZ+4Kj23gP+0KoU3uqV+y955lw/Ahc3T6rtUhBq+L3+Pj/tVxZe6k8nfp/T6w87aT28Xlc09oE9v8xV8e5R5ypFFows2bz0s97Qn54bkudCutMFsmTzyyaWZcFyWscy8yYOZlXMaBOsSc+NC8aNcq01BhDxahbYIlnU2BslMbnP8fHpiZd8hh4nu9jrp05jUDFdxiDRRtgRHMXDuMtMCU5jFgXj1n/11auAitabxvfVmNucIb+4YboluTYE7ekr5F5Czf9QRjZ+in8Ofd+3nJl7Qty9dDj0Y9k3u0G2p6b3PKd1Ba4qmnPBmdjgifdWzNr9IkzNdPq080s6GykwJw5y13Q+XysceIMQL42rbP6yITMlIAfyFnP9PNG2Q60CVoEzeI5FHMSDs+pyFTC5Pr4PHN8ZI56NuYnAxYyiJ3SuNIXTHSNH8h4inUVNegQeIrAgnj/NLRqakFnWAR4roXvxx0hrLlgnBW/KXtNnPgNZSrJ+OqjcmUu0C0+c89yZe1F7fk69UOptzqXl/8/B/6Sm9iQHLWcq0IPGAuxJlxmOsv+gTllasLsvmE/I3WM+jVTMlyVzRyyssRcJ1OMu8BVBH4ez3jpB5oYSvIT5Ic+X3ZNzJFcn96P0mt6zss8YEa1izmOURh80O/L4P25TeUuqT+3sBVD7BSl79eB9vT0Mf2/abCW2MH3wNfE8DskviP1gMwTik8YOdDz4tAOeILvx1oL6lXsjj8o3mpYrqw9h6MXYUriqp8s5Zwp/D6fwWdO/CieF3XNrOV5nWnJObWcPcY468m4znWReqNlmRUmc5CEqZL0DVOPBqzrk5hLe+fFb4vVNceXHJ87QUPgAzrM9eXw2R/zhMcOWZL6iRY0FJoCbpwUYyaNsxxol5Pp4f2bxu/D+xId5Sm2gd8Rm8KTG8M1vqV5wTBej/Wlfpg1gswJclecw7Or+CFsT86LXc6OYb1F9DZ8wI9I3e1w6U7IcmXtBdl6PlPvzf11d6L5LM94HJ6jhpdFU2QuLHvfoU0n5CLCuZUlia9OJnOm3q+sXLEvimyx7pz1RzP4Hnw/9Yl5c35PnkVF8f1jdfXlqD309+ALOlnew2/Lg6tCX+IlB/ej5OoZS3i/k+YVBh/RibclnnKYF0y0hadRvC3nwGSGbLnQJTfBs17OrWUPCLlirNUVrWLeQmsv1rUPP36E76fnwW7mp9QPZO8w8+yw+0v732+5svYcpl7E3Mfr99xJalVD4noHOiV9tpxfFKlJzmIwnmluZp2LJtHX41xz1vIxj8eaCOb0hCXmPCqSh6BGjaLKGK+n9RHCSFdyF8KKxFXrwg5jLmVpTRmjpflcU99LSxkjV2l8HWsDg01zRqW16o7UrK+DrS3oz7bqVrQnOYoRfT7JBe5rjUWC51amNyTBeb0flF3HkrPgPKbUx/xnWwffbrmy9oX4ct5b+BZ3etNxuTMtys9tX+rphCnqjrDFGSs6e+85cdOMyU8wX84zJqkf53lTS3vhWYtEfYoqW4ytpK5C6pNwBYuO+H0d4YSxER+PxvqU7qo+UZtyHfNew1e6pa+BJfqHbmpdf376f8Gunv1G6fdtqE4JT9QrxljmLAtMya5I9uDL2ZXWsTvswSJbPMNKga2UzoshV/cP736t5crai/l+p1r1ZOtn3CR7InYkDhmxn0L61GuiUdQq+oS8MvegWqW7PLi7g7m9YWxFznclB06uWPdAnsgP9Ulyeqtq1KqHYivGUsJIjny01AdMP6RH+NpTfcpr7OXQN6SuJRknteX8V/J/Abw30AY7fTXRpw3x+VhrQZYkLxhpiYbRN2SeXTQrpDvjxA/k+RVjK9Gtp7QXn3Oksz99X//eLFfWnsfYc+Kq/P/oxm66bupI43jyFOTcf+iMzFdekBhpyDo+zrGQsyplins8BnJmvKC+XnxZrgOpn2hofi+uWiW1sMyLs94otqL3cg68qrk9csJcOZmiZeG3ZYzPN46rYPJcZqxhuMYYY/EKk3qKjp79hsHWae2SYYr5DOqZ1LU3jJ5tKlNx4wPSODt6fG4ltYF3hC3xA4sf/w3LlbUX4+nUB3xf6efp/7nSh876HvAxw3NWPdMdRpZkR85gZpwvL+t1int9S8IV/UPJ7fEMl7kIqSOv6blUvKbntNG6yVXUNQch/ltT/TtqVGIVzDC3Dp9NchbjuGlVfD4XGuXiORdf42ZauOI50SjD1KkGkaeu8QdxRawlGsYzrEgDfFDDDGvMr0e3zTnwkbHrYPLA9Al/UE16GT/ue7mf873yR+9arqx9Ph/Q+dHsd7oTNc+F38R5KQ7nU3L2V2hZWQlpTlDqIsgV/UDZw4bH07ovexhY0NqH6JIacxDwz8TvSyB2SpqcBc+URKvqRmvG+fKmyUW0hB3m2YWrVPssR0HuhCUwBX/RJWfkCv4fTfzAMV808mQ0S3gL1fVcWJ7vmDMt1lVsSp+w1FiEd2R+tMueEfqAMz2dI81cYBr+X+qjYOvn/NHSM/OWK2uf78zKeWz2Z12eVwXwWZsAG9NgacawRF7YD0U9kpz7gsRSjKsGYiW8VtY8BLlhXbr0Fza1dm9cwxfTnLpqlMk3FHrKVnJV/DpX8n/NU6Zcvj7miRxRp9LqAwpP0EM3Cu2BD+jKWRXZYP4P349cJfhe1l4wXusZP5FfR63qaP6C/YycF0OugsxnHEquwgng6yZW1ab7qlsyn/Onfa/wCd/pffRHLFfW/hJj43ql7w98ozOx4rg8A56irZhzq1WwBV6gSdK7FKIOgauA5tgZSw1mFjTuAn/6Orla0px5ktYwOYlVk7NbNfV6TWWI/EiM1NTcXh6f9Vn4f8VN32VeYpzry/D9bX2evNEXTBm2yE4cfNG3A1P0CUW/Un3hi/kMN7UpdU1yxhVsqJ/IK8+Eqc/cwyM1FVtaXxGCVs1Qrw7B66HZz33X98LXxfzUh/1nd+99s+XK2oty9d7I9mhi2Xd4ZsV5DxMV2Dw4Wdaa8MAc/CLWxpa15pw9HQHN/0leI0SdMsYaPnCk+kKdqcuVNbFkhBomMRa0S/UHfJAn+nbUoCIe5/vKFB/n1yS+Ep0iV3Nb4G4bmtVV3Uq0laO4YQua5cbxPWLmDCtuNAz6JFpFLWNePdjSWhKZEbguPffjHOAotO2Pgluym0dmMQX2TmdwsnbJR4zlZz42+oOjw7dZrqy9EFfOD4bfOXpy/ln6fs412PSqMjVV0bwF50oE8Jj9F6GSMDZgzzzr/qhTwlVNdExyEWOdyrDOCHqQWZX8hfh+pi5iZPrpeS+8ULPAj5vrit8nMZWcS+F7ZI3/l+3o+4pgqrilsVXKsESmksYnFA1jXUVLNJEsufF18Qnd8JgnPM+awAD0TVjq6Vwzydf0TX/InmgV58a4Yjd9z8RWfvrj+POf/s2z302WK2v+c7Xqx2K50VX4cBOL0KslrUGdAV/BFeVK9kEtSn5vyJ2iM9oHIjUX1CvmH0LLeq4bWVaN4jkULaM5BuGDXCXUF3Qll7Fq9Iz5B8MWz6yyHVOftKoaNtvT13NgpdhTHzG/oXolDLWVp6TJYaTxPsZS1Cj6msl1qRt2qVVB5jq78rvDmaz6Lrlibn1ad5w6wb7xBcFYoCtXl3l28OWlP6R9V1HoVfpj/ih/49ByZe05TD3EFrTqt0eT0I8rJX90uQCuVlSvJisaV9HHC3EXFGdD6NkT9UtqkpgnpO8X0VoJ+oGSC6cPSD6y64YtU4Nk6pQ0x9fUGtmU0SKyw1pb0ai2ciU1FW3VMb4n21Kucj3fy5mvGTNJnnjORUsy9gKDPBuO81y4K/Ms3Ch0jntCgsz1Me/Xk9paN8Q5nF2dwcTeEOpXcFvr1yM38H0+pLn19M/4XuLDvp/8qH+8dDNgubL2MEtn/VXxb4Mv5DnTDdGr0bWyzK9wZnA/XZZe29MZYUkzb4K5iulZzf9JPp1cVU0d+oqphWhJX4fUQJAR+INuVs9w3Tx1hj6i4U9ye23jB65pnUWuc8qVW1g3fmJXrh7jK17HTJG5nOY+3Pym8kUdY2wFzWIuQ/qsWHcRXld9YjwFdtyI4Yy+IGdIT9U1b8GcIEzyFeEbGluxbikNpuKIrSK3/Wc37v59y5W1U64e4mv0RLk/mjFMce7XDHSHucBwQ3xA0anYqvReMb8ude0RrUOXq+TPV+Wsyolr/azWy7aUKYmVaGtGj1qiSeSC+uVm6PttiLa5hQ3JDZInV7hqqkaNv546VdpTX5DvyXZFt8Q/JJfUqQI4yfbxuK/+H2MqObNqa40gNYlaFVyXuMqlnxc1eXa+Jv2MG8qVzGM/1N774JaZx474KiI9Iu6f3rn3FZYra89hC3bynisXR1crfzKaAi+T4OoqcxVLasyxmxom6VsHQ1J/JDvil9RiWp/Efl3O75PYiWe/Wfh2s/jMzsO/Ku0IL2I5kxvnuZXET2O/TXVKWCOTkbJyRq2SXAVzhHjf7KbJBfY1L5jVsy75Hvk+/MK+alW6b/LuPakFdKOqRWLB7qkP6Ipe4b3BvviHDnsYZ8ZzOTnb4rrmLHgeHNiUnnuZv5T+CP68D/76c7XfcmVN2Rr9eOp7RpPw+64VEVshrro6B77mtSd9elG1iiyFDFNxrT8fhlnPRP9w0fR3mLhJfL6O+n3FvnJQ2tUrjbkGMlDc1Pw38w5Sj9RR7RG/kbVIy+oT5jvPvVKvYF5pS3MZ9A0l1lpTvsT/W9fzXqlP6mo/COuTAi3hymU8Ra4YZ/E+sCY5drIlsRWNbEXNvqvIkZ4Fc68cz4PTH8X1rj+av9G2XFl7PlNSY3tpaWs0Aa4mSmrX5jVfEViUmkD22jIvMWLegrrEHkSyxRlIUktblZpZyT/kTSyV0zMnzqJQnnbONGZuR9kqbBr/ryc5QvHxckafijwHbuh9vq2vFbrq+9EfpG7NbWjMNUtG+4arvuQAVat6ylWkZ7SKffdrwpdy1ZY8u2gW9Mvl/jj2xEzWNS8oexrN7CXZJfdB2W3gZX5GuUp80B90nvoBy5W15zBlrqNry5+UmGq64otuyV4NE1MFmJ+om/mwxshVrCG5DJlHyxoKyVOsKVPwxThTQvIHRT2DUrY2lKn5nbMzXbJFY3xELSqY/DmYcXItzVHwfLi0of5kGV9X2jS2IVdPNKvne4invCzz7j3VKp5VkSf2g1CvwJUwFtdeK3e64TNP40Z3jGaZc+GZDfX/6PtxJw+5Yh07+xnjiK2yP6s17MkPen9xdONrLFfWnsMVmfqhyN92gh1P6iomS/iczavvN6P5CznrZXwVMvkLM0NslFxRH5Bnuqw9Yn5iXB8rftqW1kqQK2iJR4aKG8rTHO7nd/VMt7B5WvunPl5Pdalg8oW5pnJFm6P19D3zG3qlZvH7Mu/HHAV1SuotzFlVYlPYEpbo/wXwGnuupJ4YujTTkj08zFNwhoecDfNMWOayH8IXVd/PjZs+4bT0WvlennWBH/r15+dVLVfn3MZc/Xg2x/Nf0ajJOX94OQWu5pUr6Q2BJo1r2alnrI9IcP4eXg9XTB/vuvp7+HxL3o85isqBsjWOhXjP5yWXt61sPcyU+HY9za0XyGdXuZmlhnXU1+N9iWwxxw5WSzByRZazeG+mp1oVqYMFngmPmcKfndqTulrpZWSMJT2OJn9BpoIdyQ1KzoJc8Ww4vK97Q2TX1dO6Qy5+Azp1W/zBYfnmsuXK2gux5VxZ/oTkAMkV4ilhi7UTU6z9Y3/Isu6Gj9S1nyOqNeij01w6Ppdzuxo/kRfDjVe+7nvz+CzPbUosxLMmj1xJrmHzzA8sbpi6CeP/FddNbr5jtKirOlUCO6We6JU3v6lczRoe6UMypy62pWfByZ5qldiWXun7iS+4ZnLqa1rHxDgrgOvEAq7rylRgS2vZaaE97Q+OHSGmAluZZ6BZH/WP1+58p+XK2vOZEr2aqn1K8ulyXrUgvb/DqXnpX2RdBTVKapfipvY81TF9Tx3N+VGnClvKF7mgf1fZ871FfAahWd48edpWrsgZXvfm9412baumUed4psuvL5i8H/WJPh+Zmu0aroxOzVH/Ns7yFFmTA8wYrlKbemaVVj/Qkxz7htRSSD2FxFF9U8u0pufCZIx1kdNdza/LTLPxztMjc371lM5ilz3dHzv5izu33m65svZ8rkY/nPpbspuGWmXOgoUrGnOBQfZZLUvPlZxbJc1sJM53Tup8dOndyJuc37yJnRb2xTwyVFJdErbE/zN8zSlPonElzWmI71c0uT6yVDQ8FdrKWKmvzzP2AlNeVrXKS6+bc2F8vwy+V2pD84AJc42oRjEfKHrFvab09SQXyNfwPvYGs1aQehXa1p4rzolJjPMWN80siw/q+dXs3Y+/cK+15epcG33AH89fYe+szP8Kw7gfZGJOeWIfo+wGXdR+quCS9iFm9bMv9UnSbwh/inESc3yS8wMvZejVwp5ytQCOwI9X3lU/kDwxrze3p0yRraLJRYz1aqxVcoVGlUycxXjK5DP4PSU2o/+YNfEVucptiU55wlZPYig3hK8JdDWfHjUxV1jnxziTNcllaH69pvn1GfqC0N0I5wsyD3hXzoQ9+IOynxEx16B64zHLlbUXMud9hRvMi2lsBYbED1xQloQnkwskUzy/4tkVz2vzY40iS7vKB7miDwimXDK0dAg/kHxBtyqwRfiEC4cabzFXPs6nn1rfXNfODEy55b76f+UNyQFKroK6VdYzZg9MeqzhYGzFM7HMxunZlRfVPLvEVZFN1SXOhAl39QyYNUtT9bNzK84dMDW3Lv3A4IbkKiQXGL0pdbaiV4mbzp/22l9tubL2Qja6XPk19h5xdgVnbg4n5/0B8xYzS/5Aam0XJQ8oew0jNe1hou+Hz7PDzzB9vhJ8Pvp1hi9v4QA+4IFytbivtozH5X2Nt8o7GlvNmfMs+oklkzMnL8WO4aqnTIEnb3FbdYtcLYClxV35PhJjSX5+Q7VqfHaVWFemIuAn2lOeyFeopTlBng0H17SumDUXrGNnHvBaBZw1xA+UOlvEV6dnwibXTr1ysjf/1YvN27FcnXOjHzhVe9aR2KqqvSDTCzIXcBjQ2RWcmT6YVg0bhVdkZ5TUoRe3dD4S9YlW2nlIr8xnnjwt7CoDy4eiVapfB8KX8FTeVr+Pfp6c+7KWsHdm5Ip+5BJtW7/XEr53Wc+FxRfMm3ygxFl97Q+OdmWWmXAlswHXtdcq0JS5gXputaSPWcMu/SI8N97SXivWL4V0x4HoFefcRphzV9ZOKkcTlitrL2SjH01/vcykNFwNr0CnuNeDmjUzJ31V0h8s82HAXdjsvmFdLfvic2pytkuDrydxFTWJ/Czhunzd2A31B8kUuePrkuPoG13a0HzEPHip0E/smcc94cpdBlMr1L095auyZXLtY70CUxkYdEr7gdd1DozJV7COXRjj/jjm1IOmR5g5dqmvaKsfyP0GwtW6zrUQlo50DmeMTOFnT9x1/6Jz8HWWK2svyNWPJd8jsylnTL0S/cBg43Tupuyi4sza0LhHWHukZHdHGmwV8XufOQjqDnudygdGi7Y1lqJeVcHTkvEFF/f0+cruaf5PeJJ6pIf0ic8xrqr0JOfhLmwYXxAsLe+oH2hqmDxaDvFW2uQEWWfBPquk1tq6UbIF3y/Y1PwFc4LkiVxxJg71KrR2djZMH5A5DOkV6WtukLMtGGdRs1h/kdn9ly/KFP9uLVfn2pz3FWLc/SQ7P0094ID7cyaKOreW2sX5msxjhEzeIlLXPQL4LJMr6XGaMz0g5UPlhnFV7QhX6FTthvqAS3vKG5/D1a1saR0SfT/WUpizKWGIerW0o3kJclXBc2SJ/l9V84vCGXj2pCfE+IGs3011tY5dZsWsmRy75gO9cd1toKE6xXwNexfJE42aRa6mm3KGNboKjZ7QWTISbyGucjP3/JOlvfe+uFZZvTrv5ry/0JU5thH2761Kfe3JRFliqQFnrU8WcZ0z86K1P0TyFnIW3DnNsWvNH+sndsWPE11aOVI/sAqm6kaz6L9VqWk839rVq8RJfWWMvh/fQ02qgJfFTXmPt4Qr/UDGWIvbyid1ao7x1VnNrc65WDc999SqNd+LGb7C6hOKj8dadZkV05Sc+miyof7fFHs6GWfiv3NyRXY2snZQ/UbqIPQqfe8zn+5uvcBZsOXKmuHqysIHXTNnWXxA8jTB2UqLunNxqiB7ThljSa1tZMXsvOno2RX7nIrgxfAkOfdiV7WpehM8Hal2Mb4iT6I3eFxFrLK0azRsU7VocUuuwtX4Sr+P7C0ZW+grZ5Jr74kvqPWBPNPq6fkVtYr5dnJl+q5kxhnnmXHGLbWKv0smF6R3U+qYyJrMHliQq7we4E4frb91mXPnWVdszx/mdjc/P1OWq/NuzuTS/ykzlDlXGXEJe4JPwBX3b8tOkJnx7NoF9QFZYyEza/H7PNOAvuzo+W5hXWspyrvi00lOgb5fA2wt7ytLNXK1q1q2Cv1qgLWVA+WJ2rS8bXy/vuiW6NLCpnke1yofb6hu8fn5ddE6ZWvz9GxY8oOptu9lTc0FmQo3dVaM1No2tG+E8RZrmEJaL8iaE8nf0A+c0dwG98npjPZd2SlHvfpMofY/fF6m+HdruTrXhs/YbzmpNZ1hzh2hIe7hLvvHV/LC1fG1os4FnOFMzpLOreD8TNnbsaZnweIHgovyttYB8hyLmkW2qmM/kHHWoebzyNcqHtfJ1I55blfjpqr6fIynxOdjHFXdNr7htvEj8f4V5j/6yhnZkrrensZarOtIgqukyQvKTu6usCO7kXl+JTnQhplz0dIcRlBn0J/OveB7OKc9sSc7RdwkrqnN3/rCTFm9Ou/mhJp/oHPK17TvI7yiu+yvFXTnNu85z1ZygE1Tc2tmlkmtxdnMCvHNKrtaV0FfjXmFyqZywHipQf0yXK0YNugXNnBtUrvw2a3uqH4tUpe2hDN3Bd9/xXAl7JnvRR+xYvLzrG9nvTzZomZl8Fqqr3FVTPsYyY/scIiYGWbUrpDOENSadvxe4ZmWqcmVPajUNda8pw9kV+oguxr8gkzJ1XJ1ns2dqf+Z7F6DjaId3Q8HP1A0a6LgP5iibs3KLrhRpm/2IbalV1Fq2Jlfl9pa6tS2qQXcUa1aMtwwv04OVhFrVfeMPlG/9pWVGt5T31PNEnbIEHiswVbBYGPHMGa4E+N51qbJ0W8oT7NbWuNOzcpsSb2FzGTnDuHx+TD3c0fMebE835N8hOyQo27J3MCW2Ig79MhdGlyltrlv5P79ucV3fkG9slyde3PjtQcOd8ZzFiD3KAaZrwBX1/L+8dWi7LHi3PUh58FwPmbecCU73talrkJiLDlHMnnAyo6e3VKX6AfSB2zeFD0S/4/WOFC/cMxTY1d1q76rnNWgU7i6zT2596hZ8vy+MOVVWeO7Zs67NpQnUyPo5fFzsE+EM5ikr3FDfEE9x1ozfmFH8xchcwY89gX5eGZF6rlGjMcSfeGK9fGILa9/4XyF1Str4CpUf8AZYTzj1f32iKkm8v6DSzG5Hk/OyV4rmRXIGZxxs5uA9ezUqsqe6Unsa+6bmjX2BZlnZ2zF/IT4gGCpdaQ+H9ni/ViPaPVtNfLVwvclT6u7ylbdaBr9SWpZVeuaJL8hfcPgibkTWn5H+0Skr7GvfViyC6ujO+OCK7IzZDS5pDGWMLUq87I5K1GeZ20/92AloFXZQ/z37vr3E/OfP19h9cqaMS+9I/s7ZBY0awHB0DH06sGVNK4FrQ00O+tlz6Lsmh/vzjHnVnIebHgqa6+VV97SukDqFv0/xke0DnSrRaZuaKxFZpp4X/tADRzJY3DmrsLa+77bos4xv7GlVtWaJlfOtjalnlDqmUrjunb8OameGntFWC94OkOmp/VN3NcYNvM5oVsj5thnxlYV1kSv2G+c3gVbvV97SVpl9coaTP2ktuQiuEf7JDDvnyCuIlvH3GfAHcKcY5vUGbeSr+C8v1znbLYSr4yhWGdbHsdXu+oDMs/OM+HGkdEoWAf3XTzXhoZ1yBPeuzZ+Dq+DJa+9pzy1qGXbGmtVNzR/QbaWNzQXyN6R0hr+3J5qZZ4cdeAHrp3O5ZTappSZe8YawXhfmGL/pp5VQZuC4ClYV82aXpaa3JHsUeUcxF1/kKlPvmStslyde3OTmyfCFfw6ztM8njZ+ILmCXp2Eyv4gVveHiZpqFWc7zx2Y/Pq6ztkkTxXOiME9a81ZH8japdWbZ+dX9AWpW6u4X78Fhq6Lr+e18bVdPLeGx1183Tqsxyt1DK+1wNAqrLGlfMFPdOvgeIVnyWCpzBpC1uauq17J/gOwVOhrrMXaJtknQo1qym485iucEO/Zb1bXWb7TVTPbl+fCSxJfOakNOQN3C1vPHmcX3mH1ytpL52r9gZdjjHQArvrQpoZ/PDXnP5jIgrGifxxGbJWqaz6QM5LKh+BqW/1A9vcyR8G69OUj02Nl6gHrYKdumOLZb9XkHCRmOlB9WidbYGENX792qFzJPd67DkZXN1XLeKW1xkxBe6rgpkbN6kmu3Zvtqi8oufa+nhMXxnNkuPtgU+fdBs3OA+Yo2BstGqU7XqlTegVX3J+a7sv+k1F2de9lMWW5OvfmpTY/42X2pMdjlGojxoIvOF3yH0zDFwyU/GPGVxlwxbMrxFHOErjifBh+bqXWdvusHpAMrd7SPF8L15XDszNg0Sv6fddVq3rgqg/+1vE1vet6v0au+Hhfn1/fFZboC7rtbTXyVQNHVWhSFf7eUk99Qjkr4xlaX8+JORuDe7RSGlc54Zbu8A6sCE+iV4yrOG+ecxKDy1Ib6cheh5budKTWFXa9QbLy9166Tlm9ssY8+8anNC7fAjtdibEGgbJoFrk6CYMr2CgPP3HxwHfg4znkS/oYN7QmvWz6rBq3wc5d+G/k5Z7mAOs04wcy/8eYqgcd65MrPLeF+20+pv8HjjYP1fr0DfFntLdEv1xqGLjy+HgVLDXBTxXatARb7itb5Ir1g+yL5N6e/HiPSE99vxnETWSHsRTnTnF+27WSP5wu64xf7iWndsmuY87G6XOG76+8bK2yXJ178yJbn3QziJcKexJfcXYt65aOxeb9AfuvIiv+sNjxRwvQqpVbvsMaC/YvNp7yXfh/rvRU7Wn+rw2uurDOLY2n5Dz4UH2/cb6C+kQfcBP3WzQ8v4nHGwfK1Pah3q/vGNtW626L3+g2N4xmrat/WANLS6x76qtusX8/Cy1jz4j0YXWlZ4Qa5TJuol7N6EzEkTC1qHMSZ8qmx8zM7oVeDaILV14yV9YPtDbmKrT1qx5rdDI7ylV0xT8JVGSv6XFQa5gGPLdK4Pc446qVO77DMyvyVLsHv+yO7y7syAwYqa1gHQXzFT2wtQb96t5Wxpr7GlMxJ7FBX3BPWdohV2QKj3dxv3mgxsd98NuHZm2A1x6YWgNDnS21Rk95amyoLa7ruVYZzzH2yzTP8oDw6yQPSD8wxLNg7hxiD8iS6hTnDVybxXOL0hPthJZlt4mT6Xz6OJJ528vWKsvVuTdvev0TXhqfeXKV2pRzqgFrLugLwk6gVQPuC4ng9/r8lsZXi9CqpSPJrbsruHIezLLpWRzXKbXBVpt58yPNm6/RN7yhPiBzgPT5qFPkavtIWdrjPbkyTK2DHzJFnsCVuwZmOsxl0OCDtjZUr5rsJ+kpU4yvmKfkLlXuEqbFVsGV5gLJlBMkO3XhajhV1nkek7O4n9X9rdAt6tUwtvgS+kGsXll7Aa6mOne9zK7olZPZ8IeIK8ZcDahVCcRXMXz+UvgdX+iBK2jb8iHsuuTU2csoMwKXTe9i1dQv0QfsjHMVR5pHZ25i67b6f9SqPdzv3VS/b5eMHShXvG6RrR3hy+uBr3X4f21oTxOxUmdD4yvGWQ1TR8g63fK69mJlWnKG5eJ3hHLVVJbg9zmceRNYknvRLJnltiQzPYYBcAX/lztcnWTTHQSLf9dyZe2LMfdasy75wOQW/MANfxRtSs+99F2FYJFFxhjgC5+9LGKTIvwj9iGCH9GqRdN3zzw765ZYC8jeKsZTLebOj4xW0Qc8VB9w55YytYv7/Rt6JUu87j7EVQ+89Dfk6opeQaO64GqNuQzmMMDVClhizp259lJH65h4Zs09WqlVOfMmV268ZXSrjvgKmmX24zFnIXNxqFdXs/ALi7rHK7L0iy+bKcuVtTFXk61JLwN/Lgs/MM48ewP+T8M/nma9bUm5Chuu4gu+UyBXPY2p4P+5PKPiHAvm11t3NP8n51O3DVcmr84c+uaR5inIFf2/nX3laA/P7+G9e2QLz22DmS1o1QauffqA4AlXdx38dKFZ5In+YINMdc/OsebAFfu+8qy36GienTuMeZ4dgXZFlg1TDZ3bi98d4gdSs6R3E/5fCBZfxu+W9IvMsbVcWfvC5l2q/WMvdYQ4fd9nH9YwWodOLfnHU6y3KPon1Czuu4/hd3hm1R9xDyM+v5JfX4AfyPqkGvMSt/T8t3mkNYC09Zu+L/4fdepIc+rCFa67NDy/s6c87VO7qFWIp7bx3PbOqWa564arnvqAbgvXRhtcdeUcy11aA1NgaJ5c4XnudYQvqLuwutI77HI/F2cIcA9KmL2LC/5oag46pXPdmLMYwe+FToGr6qdOppNvtVxZ+6K5enzlv/RS0J0k9WoNmgQ/MFyWPCD7r06C5KokdUxD/B4f5dr+KFvXWS9VxFlyRsXcxJ2za/8Z6BNrlW5qPp1nVZt4vH1bz6p2cb+P6/6h4em6snVo2NqkXm3rlVyJL0gfcB2GaxMs1Zpg2OTaF/H8PNgpgakia+3h76WqsAa4wnMZ+oLQKvbDBBlbgakxV9Qpzu8IVnwnJv4ffMF07xUxZbmyRraiu5/xYtvgqucPkx3EU4syf0nqbmdmNc5i7oJxBz6zI84k4xwKzn4hS9SqDs+tnoIu/RTsw+DptuiVt3lTz383jf+3i+cPaDdVqw7w2sGRcjVmi9dtnhFvGb62lCuYxxirCQ2qgZca+CJXKz1lq9w1u0a4i5jxVV1jLJgyVRbNGoEhcjWcmNVdRJzjy/143OEaWXBPriX+zhfF1XPqLixX59rwOfCudX7VS16XvYajcEdmxAxkdiD0alprb08iuqObdewj7nzjZ5fzXRo3lKvuPWiV0agN8LWNx1vQrm3arTOm9nA9MHrFWOoAmnV4pJp1/aZydWD8QXK3xTMsxFVr68rVpslXNPDn1+EHLnc0xmI9E+ddsA631FG2CmAryxhrVfo2wQz8QPqAizoDh3vzZmCS/4OlEXuFy7/6yniyXFkzXF1u3/ISiK8SW/4wpDt5TmZKUidIvVLNqoheycxAaIJT3vId5tk5J4l9Gy3mKRhXmXNgnlPtPaNMMa7aMUztG6YObpwxJTzxekP1i77g7p4a46xN+IIbYGoDf05/S7hy64YrOR/uaU6QNU2sbS8j3prlrAD4gakauGrKeZaTAFvgyeE87DFb3OEK/89JgbdszR9F56desQ9oubKGz4T7ZDfjxTkXBTFWZO10j4jk2mfK/iCAGAR6NUzic8eadsYwnBVY3ffdOcQ5lTU9p2JPCM+DWWOxdlPzgMyrM6bav6u5dWqVMHWkLJEjXsc6Rab29oUnd3tbTLnaNDlBk2tfhQ/IM6w69GkFf/4C/MIFMFWBfpWpV9SqusZa5IozD2ngif6g1Nty9jziR9mVwvgr23h2GC5++Sv2AS1X1qhX76v9Azd6W3Y9cefacJq1t9SsiszmZP6ZuYxhZFHZKnBHDz7PS+CqdgS+DrRvkT3ArLEY5yxYt8T4ivl1MkWtOryjZ1Zk67q5ClvMYeyZHAa+745hapsxlskFki3mMTrmfJj5wNV1o1f0CVmHu6Y5jGJTY6xMQ7UoiSvr/rhniDqF3xejAGdjm/2ufD2+cO8VMWXjK2sPceX/2NJbveDhA9mXkdwXzRpMLcq8swHYGuDzx1z7MLYsPtMoC83iLE7OQmLNknB1/cwXXL9jdAs8bZj83yH1ij7ekWoVden6kWrUHmKpgz1zT/8P/iVY4r27A93qgyHmL+AHspZJ6i5avOLPhx/o1sg4NLSyCs0yc965jzjbEq4kf8Hd4twzyTMsnl1JTrAiMz24K8VJsw4j/x2vXKcsV9b808+FN7Pz77z4vnAlcVaQ+w/KwpXuGIYfGOVu4aZyJXuEWde+LXrlSo89NcrUs6+Brd5tzV/s4fEBrgdGq8SOlCtq1O6O2j7PicHPHu4PwBa0SnxBxFYufUHmBFnP1IE11vQci7VMtTXJX5Ard76lPiB3EkvOAloVN3rF3g+eYYVXNF8RVK2iDjvJ2idfFZ06/Xu1XJ1rG38mrnQ33Rg+19xjCL3inmHu7ebM23GsxX0iQ+7pTrfAVsfsvd/RekD2MVKjxBe8pTlB1rTvPw2tAlPX8fjGM7iCrRv3VLN2yM+++oHUqW1o1M6mXN0tfG/ciz+4iThqF4ytQ4daa3qGBZ4YX7kNPMd8+2JbYizGV5KvyBudSlXBE3y/RF1zgdEVzbHjv0uu7C2Db+vElmqvmg9oubI2/jw8tvoDXhJMxKATnO0VboGjFYmzZBcCuWJNO33BZN0f5Vq+U1xTX3DZzIchT6uskbhj7JbRqzvKFWOrQzx3BB07uqV+H7m6fqi+II0sdcDDcgn6tHamV4yx1nuas5CzYTBVx30VHC0yjwKOSg2jVy3NsWeacjbM816HuXTOv+ZOFHOOwL1e1KxRuuYOp9Nfb7my9mpz5f344tu9yPaJx93WyU3Zd83edOn1o03N6v7GsNnbnVjRvQeFlszHlLpA+n/Urd499Qf7uO5Ar/Zw3b+ttUv0BY/w2o3bmgO8cdPkAHfMuRX7FpfBTlV1ijzRH+zrubDU3jK2WqVOkSuwt0ydws9RWtWzK9ZZZc3ZFfxWh7k+Gv1YzpeanNXdQ9Qsnh1EKv/+VWHKcmXteVyJzWz934yxvNiGcOXEmhp/yN6DIq74LIbKkruQ2gvmBhG/uHNt3U9V3dD5moytNu6ac+GntDeE82D276lPyBwg9ermLY2xjm6oH0i92kS8tAVeNsHNOvhYg+E5yV0wZzHOsTe01kJsGbbYkZy/O2e0KtvQOiaeCdMPpDFHwXMD2ZOnV/5+GAWKmVeNK5u3sPY8rrzL7UU3Cd1JgI04Z1tug6GO7kRlj1JgWfPSrE+lL5jVHViyGxix1ulOghZ0p2/8wA0wtUV/8IY5w7qj/SDj3Poufb8t4xMeCFduFzz0W8pWp4mv3ZCaC3cdLHXWVK9qRq9KNWVqsQumoFfFhubXc7gHMy5jJ7JD/485TbI09gOnZ/1RpjEYTeX/iuXK2mvG1WONb/aS0I8kPvMZWPoQn8ldmSXD/T2SEyRjEc5W4bz2pu4UmefswAN8tne0pp2+oOQDTd1tbzy/4uiMK55dUafoB14/OtOtnW3JDbrMU0j+oqc5DMZYrGVibSBzF6yzYHzFHCBz64yrirjP19Woo9FF340t+A5/B4TBFGNEahV3UMJG0QriyIVfeNWZslxZe97nwgtu/56Xwuc7DTbyt+BLcZ9aV/odR+FVMFWX/qxhtCG7EMiVM2d2IMzrLmDZY8DdVp0bej7cu6E8UbcOn9Y4a99oFmuYaDfumDz7juYFyRV0zN3A9+2vqz/YpVZ1pIZJmWpqroI6VWqpMQ+YZe0SLLFs9KquPE0U9AqdGgQYW7G2fTZgubL2mnN1ZW3Toy+Yhn7k7+BzCkvtILZvyQxY6a9FvDWMLsk8sFGm49MfHGXbvsPZmOSK+wnGefd1+H4790zvPfMWiLcO8Nx1xlfmylhL/EEwtce6pb7GVvQD+9CnPnPrLekT8RhbreB+hb4fuFrqPOT/gaUcY6oqdApaBT3i1WEN1jQ0CjYMqP/HOfSjyPxwdC35rleVK+sHWnshrh6v/0PhKgE2stfFRLO4r4azVqJgiVoVrvrDNO65iyTPHXPkqq9zmZbNviv2OLL2YmNcz37L9+WM+K7mB3k2fGhqblm/LrmLHY2naIy1aBt9zbkzZ9Fa15rbahtMtU1cRabg92WW8LMuqlYl6QcuS+8vc+vSZ0+tupYHVwXEjay3mHvpswEtV9ZeAVfCVnTvP7HX0cse4ff/bdgR93/q/g3OYo5BnyIN2e/oZNr+iL6gMLWtc6W59547Gpl7554D9gyzX4R6Ba581jVxToz04B9qbEW9Ou1r7KlG9cDMBvOAuHYZV3WVK+YCRa/AFc+Ci+CoyBrbqtGrhuoVmCJbjK1G4UWtWZpibKVcDa9GSpYra68bV1fbLS9JvcJnvoAYK32oZ8WcWR5nrNWSuUactyy1FxmjVaxrkt4Rs/+AOQz24/OMmHnBDmuW7uhcs20zI2bP9AvTBzy8oVxtsc/K5Nm7HZNv72p8RT9wtat17Dy7KsMXnDUxFvMWubrEVKPQHH7mRem5IlOjMPOZJh/IHcmphju6Fvsbrw1TNcvVebcX+mx8oPZNXvKG52XAVY6adeA76W1oE4znWok1zWNw/kqiKTWD1C3mLpz5Ddm5rfMvNnTHVcvMjmHegvMtdk0fFudw7hxqfyN7ra6bM2LmLcgVdWvdxFbttuTYvTa5Ame1ruFq1eQt8HoB10xVc+wp+IGJmtYtSQ9jWfOBgUX1DZP1V14PaPXK2svhipo10/t1L4HPeAZcZXUerpPaktkyTmwVn9em6lVM92Jx55yTQZxV0J5Hl3M6OfeM828bZi5n/+bZjDOeZV03Ofd904vPnpD+upwLS93FxprqleQDwVGnqzMuOuxrXNOZMQtgrtx6Xp69LbUWzANyFuAobOpGmKuILuDnlPjr5mvGldUray/G1ZPtgOQEc/ADyVYCTKWgRwlwFW+rT4j7URxsRetydUS31rQet2xmSq9c1/wFa5o4n5NnWLuGLZnBeV19QfqAO6b2ljUXu+y/6pv8uvEBwZbX48zbvsyO8VbWNNdeNnl2yQnWzbkwfz74g/QDAxXdF8I628A8fkbuDy79pOXK2uvO1WO1d3iJm5/1MjeNL7iDOGtLfEDZYUOuuM8mvS57AkbsbeIMCWpWbl3m4DLOkjmd3MXNfXKsv+B+Rp4Ry86QPZ1ptmPiLM6KIVcSXxnNWu+aOvaW8rUGltprkm+XnDvrbucbvleGRs2u6nkwYyzW20Y1Fyj9i9PzEl9J/W18aeTM5F/6njjLlbVXiSthK7x/3ctDV7L47HPWdHbfd7LbyhZ3H0Z099qI9RjsxU12ZA+bk2Puuy/7G7Xn8VC5Ym8+fUHuZ+R5FnMXmztm3u1DNU0b9AVNbwhzglK/1FWfkPEV/EBhqt7VfsayqbmdI1tdia1kRozULo3nw7AvpCwa5sQWf+c1ZUr+Xi1X59o+H1eXGt/s5Q5dDzx5+RvQAXDFmdPpTckLOpx1mepofMUZ6CbvLrUXcz2tv+Bu7ZrZg8UefdkpZ/Zbyd6Dm6bP0cw3Y59wf001S2Ksda1lp1Z1zNlwF68xxqriMfsZmWuf7+oMpmJHen9HoRJ+piXJA0pvsMm1s6bJiS3ceW21yurVubcv9PmIHPzrcZzFuibRLeYGZfcudCvREaZUr8AW5/Xl8ZnnPlLuQ1jahl5Rs/a0pql7y+zAOtD5TFuHRq/M/CXWByKm8jZYZ9E+8wO7Jm/RWpNZ0jLnrAZb7urZcGVddgy7+RZz6Dpfk3NhWK/EWmH6gPRTWSscWQhbrqy9oVxdWn23lwMP2ZsmN3hduGIfCXcJOGZnKDVLP7c8p92Q+Ziyb7hu9srVt3VXY4v7TQ91zyn3XtEX5LxozgVkzcUu/cA1ja965uyKfiCtbWoEO6xn6socadYxyUwLmRXT0hw7e+6jVdlrMIrU/cFEUfTKMT3OiLte2l5Ty5W114or+oORzd8SrrI3DFf0BaFbKfhp1Kx4W/MWnCmbbul+VNYzVY9Mb/51zQWOZ+C295StPjja2NF9V9tmTjv1anNDe/G3eTbcMmfDa6pZbZO3aI3779lzVdezqyLzkey3qktufRSuaY6de624m4e9+Onag9eeKcvVubeX8hm5vHrJSzJ/QWP9Bc+ztk3vY0vz7zzXoh/I+KXIeKev88+YY6cP2NhSppgTXD/Q82HmA+kHMh/IWdHC1Z7UB57m2XkmzLMr1rGLXq1Lrl16ReAHeoum7paWb4oPyLlLEldxfhn5mqlI/5X2DS/8ruXK2iPBFTUrdvs/eBlwVbir51nZQ/C1obs5WHcR0R0dTqQsXDmciVnZ0t2NVWjQ6rbuVuwe6L5F5i1Epw41v76xaWac7WlOcGtN+4bJ1Xr37AzL1FtQr7yVts62KKlWubkauKqpD0iuONeWO08jdekXc6QGY+VnLVfWHhmupreueLMf9r3i0743+zS4AlupLXxmm3ouTKbGc49SsFzd9+gPLm1pDzH3E3AfcHdXd8JRqzb3tZaJdYLr6+oDctYtr6y5YE07exrHvVem/4q1TB5rb1nLxHwguZpVX9CRHQc13RUcWJSfTXbzkCvOvY1WXv5uU8uVtdeIK/8DRxe99FO/7+Xv+t78B30vB73KMc7agSasys4b0SrOQc/i817syQ465r51nzf44h57ctVnPe6G7jelZnG/3Oamzg7kGRZz7Ns9OceSGKvVOa1n9yQ3aGra62vaf8W50axhmoUfmCZHSyavvqw1txL7cffBij+6kgxZrqw9MlzRZnYe94pPQa/umRqM61KHwfiKe3qdsNkjH1vRvGCuK7u0Xe7+rYKhpbb6gNLv24LmrEK71nTXKf0/mdN+qDUX6x0zP2btrM6ig++3Bt6aXckHci679GDJuTB9z1XxAyW3Hl1UpgIV2XnqJJo603a68D2WK2uPFFf0B5O3f9srgK0Ce4mhWbNgK7OnuQuZK9uV+cxOvAymoD2sweXZ8Mqe5trX9nV/aZfs9LXej7HVuC+ffDEfyBlntB3WCLZN/RLjqo6cXXlNU8O0wD2Nq9rbmK1JrTrn2jiiVdCt0KLEf5Kr5JyLa8n/ynJl7ZHj6sra93q5ex5z7l4eTLE/K8/9xH3ZN+qk1mBt+Xy73JXDvY6c28mdw8093TPc2jQ59t2z3d1bWzr/jH4g69rpE7LeYot6BXZasFXwU1/V3sZxbeCSia+KYCpn9lxxrq3M31zSGouoifuS9cHrw5Tl6tzbF/GZ8cKH/8YrPA2uoFs58qVcyfzzcY0g512wX2OePiB7RcDLMnhqUrN2ZO+i7OTmWTD3c3O/lfiBBzqznTlB5tm3zBlW0zC12tb+K8ZXrLVY6prZgS3N8TNnQj80wjxgTfSKcZbU4Saqn7JcWXtkubq89q1e4cNDL3dX8hdeFpwgzvIy8PmyG7Ce1t4yHzi/qbVMZIq731Y3npsLpGZt7WpdoOxA3TXzb3f1DIv5QMm1t4wfCK4aLZ0dUzW9+OwXLnCXcE3zFuxbjNW09yqk++M4Q9CJvsb1tpYra6+AK5o71TmUPn3OlmHdYJE1hOAqD9+tuIPPOjgpgQvuySqzpok7qnrK1Wpf6yzGdexbO6aGaU/rmMZsce4ZYi3O5nQbNVhDNMur4fEy7ss17b+arUrvlZNgHzD9PrAUWdScIHMYYcRbiSX2Mv4ry5W1R5kr77HFr/IS+38hvfoJ6Ei85XspMJRsy85Rd3ZLZuBKnn0RerWyqX1YzS3D1aHm2Dk/hjVMjK/MLhHd2cMzY+MDMrZi/5XEV02Zb6HxVVfnWyC+cngmzJ083BPM2WbRqvIFniTW43lxaO665crao8yVsDW9FfCyiLFS0KAcOMiDmyy4oC9YBFesFYyXZL+HzJhe7mvugvWBZGrrQGuYGF/RF9w1/iDnXfRYt96Q/ivWt0tNO+uYGoyv8H0XuXOkqfNuZ8FTYUXZIlfMS7JmiXWC3GtArnLcf7WYtlxZe9S5ErbCu78iNblxfP4zm2o5cFaAL1jo4fOse+m9BXOGxfPhNrjps6fx4KyWfXd8v6nnxOwVaTdk3hnr26XuljzJzBjD1WJDuSpDrwrMo4OlREXZGu+6iitn7Hd0wqXX6ezKcnXu7ZV+fi5Vv9lLXT/xom3oFpjJ7kr+wiuCEXJVRIw1ty79Ud4K/UH4eM197W/k3mHmL7ZMTpBnvm1oW4+1FrB1k69g3qLBXGDT+IF8zN6rls62kN2n5lyYs83YL8z8H3UrbeqXci3Pjcy903Jl7UuCK2rWlWrHi0JfEtQr+Ho5MFEAWwVolMwVxPMVcLOI5+Y5axqvd67rTgSyxT4s8tVn7AWu+j1li1rFmlupZ2ecZXzAlYb04DNOcxfGXHWFK+lrTLf0vIpc8co9w7n669QfYrmy9ipx9b7mRW+m+buy34d59xwYyWxonJXjPqoN3ePDniw5z9rRc+KuYYt9Iz0TczU72jMiNe4bolvad9VRrqhXPMeSmtuW5gPneX6FxznWKrGWqak7Gs3+K9k1nG//keXK2pcSV6pZtf8JXA0lP5gHJ2n6gqwf3ARXffUJZ+ELzpGvTfUJZe8I7lu4X2evIx6zF5jnxYy5ej3tEWHeorWq+cBlxErVGjTLzIzh/MDFNdnT6KRl1hLiqormBLn/SuYCCFe/Ybmy9qXGlbA1zfnT4CkOHy69LZrlprmTlHMneKXBz5uFf8e5MuNzrQbe29pVrtrr2gfC2kHW47J/hJoluXajV1XoUHXVzIxhrp2zauqGqwXOBtSzYRr1Kivzb1/dPVeWK2uvE1fuT9YveuH+b3kZaE8KmpNe17OsRFPrMDLrUuPuZlYl7+1xBgb3+lQ3teeRfSRrm8oV9WpsPNviHlTpF+5rzoJsMbaahXaRKdYGsl+Ye0LCZekJcWIVqWF3MzwzXviI5cralyJXolnX2n/HS+zf99KcOYg4KgV2UsxjwB9MdZWzlO4mcHNtM18GLC33tHaQfSQtatWOzhaUs61tyb/LGZb4hGYW04L2CjsF6FTa5AHHdUzhWfiDJfxZ1C32N5bvWa6sfalypWw1pr3kjid59/Sm1GGwJsNNgIM0WEriyt5H+miFDnQL+lTmXtO+9NazTslb3zHnWybWYo5wfDbMeovlVfUFS9Ci2VWZDT2KVzS/nuZ+rjl/NJmCbvE59o2UX8daC8vVubfX6HPlBdc/DraUK9Y5ka1UR/UqiWuaZ8YwzvAs9c5yGVXtsfc29n1ve9/k3Nn72NH9wrWG1rRztsUCGCpCj3Ir5ly4auZbLOiVtYLJBfiBy9SuG5Yra1/yXF1e+XIvuvn7XqKnZ8XMD2Z6EnNJ3JUxvmEB8VKRu7/xeIG6Ba2qNs/6SHp4fwuPuy3pLZacYBNs1sBVBSzloEU5+oHL6gcmmLuo6Bkxd8wVTW9WfNb6gda+5LkStiZb3+olNo+9zLbqVnZLe0pYj5HblPNjibEyDZ3/V2Auo4Z4a1VnRTMX2OVZ8IrO6SRXLVNvYfIWziw4yi3LnBontaQ17bGyPua+YbPT28mUf9pyZe3NwJWyVZvwsoee7E7Iki89L/aYG2R8FVuQnkNhi7vsES95y02dK8NZgR3oVB2sra9p/W3H1Fws18EV2GHNbXZJc+zMWWTrGlNxdzd7sgorOrczt/RvLFfW3ixcCVuh7oHoFWucUmtylTMtzkWbmdUd29mm1kyQq6WW9mlx/lIL913u5GmDr7r6gGO9WmIPFllaFq0a8SyYfEntbUViLsnDs4Ywv/jblitrbyauhK3w6i+f5gYzjLHWZI66G4VexZZ017bUIjVkj4HX2NAdV8vgjL2M3HfQ0TNjmXXLnmH2NzJ3wR4RyVPwanobk2XdM8eex3mwlV/6U8uVtTcbV/61pa/yIu0/8lJt7SOhL8i6wSS0JF6VOgyXs9E4JxeceJxbAR68KmeiwS+stYQt7WnsGF+Q8RU4mmVPY83Mg9IzrFFkFlcwW1xWrkq1oeXK2puOK2rWtYW/Bx/wvnJFzWppXAV/UGIs1jml6xpnSX1SS3IT3gpnDbZ1j9zquvK1siozLpwSc+zLZzolsy0W9T63oJavQAuZJ0x/u+XK2puNK2FrsvJ9XrY3lF6SPHw75gPBkke+2APJPaaFpu4LLiz6Hvw8PQM2ufW6qRGU55rKVR6xVbSk+XXWB5Kp1KLGWFkwVeLMNWhXMpuyXFl7M3IlbIWq016m43qswQVHXqaueQsyll1RvWLOgXm8Ul3ra2Wm2ar2CpMr0S88X6mrXuUMS9x/yt5GnmfxPDhTEV/RLXB2TPYpy5W1NytXwlagUvdyLc8TraqbPHtT6vncVNWwRZ1Zltkw3sq6zmBiT+OysQW8r7yiMRZrBFmvJL6g4YqP6Qdm5qFpsFTxdewVsVyda3uDuBK2YtWnvAJ8wQJ0K6/9Iy7rjqA7Ls+f8pz3UoZuLWv/YoX5B7xWWdY+rCWwU2HeYtHUXVT0bDiu9UtyrpUET+k50Su3uPg5y5W1NztXwlak+H947BmBVnnUqvgsOKvJrHU3D7bgx7nZealZ4jmwu8C+RjK1KFy5C/QB54QdJ2NiqnhJ84ExWCSPx7A07pMFfxSMfIflytqbnSt/5spFL1H5ZY/xFPSFV28W2pQBO0VwNMudBjU1clVZ0ZwF84HL4G4B3JWX1c9Ll+TcakSupE+EbBURV8EyeC01549C8bblytqbnitqVij/Ni9T/Q2vCKbSC74314V1fK9Y1Tok8lWAPi2u6kwL1jCt1E1fPt6zuCz+oVOqaa0ge7Fi4CtcUM2KF8Vc+omZ2V+2XFk7D1zR3FD2bV6q8v942UXfK3PH/brvleqGLcZZy6JLzFO4cwt6T56qeL26rJzNs0YQPCVVt4bBHNiCRXKiVU4SjGXnnrVcWTsvXIluRbPv9FLzv+PNI9aab4GrVd+r4L7S0t0GzA3KXLOGzuSU2ZzLGmeVK5IfdOYX/VGqpDl3alaoqJqVYHxVlDhrFAh/n+XK2nnhStgKpt/plZq/7ZXXlCvW4ZZXpX9EznfnG3JmJfmLsvp/zF1IbrBMX5D1thXxB0fJislflEW/nIzWXozCydfhHMtyda7tEWDpL7EVK74N/uBvgi/D1IoacxaiU6y3BWeLeDy/pLyVyRfuy0tgC3wVFiQ/KFwlypwbI3GXy9qMWO4PLVfWzhtXylYObFV+xWMtU25R+x3LMGgV+7Nk5wFzgmXW1s6Cr4rqFs+zCuxrhC+Y5llwWfKCoxjiq/icnmcl57zhZPC/tVxZO29c0ZzM5EUvmvuEV1zyvSLYYn370qrOlhFbNT5g1XfnyriuaIw1C5byZVPbVJa6wVEMnAlbrCMEZ1OhjuXK2nnk6lS7orlnvNmq582Dqfo62GLMVZX+EXelpnOlWX9RXhJ/0JnlmVZVe4kTekbMnPtI8hfzknMfBeO/a7mydp65ErYShXWw5HpzVfUHEWdJvAW9Yt+jzJaW3vyqxlrzMNY3Me8OnoYzOX8UKmislWbN+5w7mgz9LcuVtfPMlbAVzSS9+ZXROMby5uAbIp7yqnjMfLvEWGf1TcKV1GGArcS81GCMorgyP8jH09Ge5craeedK2Erk/nevUrvvlVegW2BqbgFMregsT55hVcqayyBXcxWtHWQNU9L4g9GS6hb9wkD69yxX1ixXak4o9u1urvQnwtYic4QV36M/WJrHPTgjW7h3c7MwMJRkvcWs5CskNxjM+06kwJpcb3Qt+C2WK2uWKzUvmvhqLzv3m94s6wnL0KoFZQv+oLesjLn5OeHKTWTYe6X1FnFqVV5rB3m9GtqzXFmzXJ2Zk3zfRS+Vf8Yrlj3xB+EHehXEXItVcAXNKuR9twi2ZmHZovaJhKFdIVg4C8v5o5n0H1uurFmu/rJ5gUDUK84PvBKYmpsX3XJnS9CrrPqDvE+DsSz8QvZiRalVGe3NChf94eOT77ZcWbNcvQBbseg/8Arzf+rNVUSrvGLp9OoWoFf5ou9m4BOmwFJqXvPtjLGoWRPRf2G5sma5emFzpya/wksXPuGVlzyvAl9wqe5Tw6Q2twC/MAftkp78Je0rDqThE0K3gpkHwyem3mG5sma5enGDbkW8xdVjOediLj4/53ucb0GuMtAvzj5LlIwfmJP8xfBKMGe5sma5+gJspYvf5OXLn/TmwFWRs2hyYKssPcPCVR4aloB2wR90Uwv+aDrzKtc1Wa7OtT0CDLxW5tYiF7109ro3V3W9+brqFec7ZWBJMIU4i3NqyJYTKnqjx6e/zXJlzXL10syLxf83L1f6lMe5TqkibFbZSpWVqxgYi8z5o8uxD1murFmuXgZb4dg73GDkQ24y73qpksZZvEaLEl/JmdZ05nPDn7z8KuUvLFfn2h6Bz/zrac7UzPdCs/7QTc+b+GpONUv4KvqjS4E5y5U1y9XLt0Hw+y864cSGm5gduBHVKpezBsGVM5X6j5Yra5arL96cieA3uTPxX3ZjBc+N85x4jj6h51wJf5flyprl6hXyNRn6YTdS+CM3XPBd1mBMxn/ecmXNcvXKbRS7dNGdjKy4ocxn3fjcYPSBqa+2XFmzXL065l6Zfqczk9p3Ls+8wh10litr1qxZs2bNmjVr1qxZs2bNmjVr1qxZs2bNmjVr1qxZs3Y+7MJXXbxw4a0XLly4eOE38D8XH7p/i9x/2YW3/NJ3XXyreR5vvvg2c/8W/M9fxesXcPeWX/rBi3/toff8F+Yer178WnO/hv/566fv/2cX/+ZD7/++h77n95/+uT8+H7zw9gsXvvK7cf/EBf7fl5v/v+h3L1z4xRN55qK/Ld9FvtNXfve7L09OveWvXLgwMRkKfN8/+c5v+KEffu83vP3f4ju/48LbLnzbhQvveyw4/Z7v/64f4Lf7X/7x//wNQbzpwnP+78Fv8DtduPDvv/m7//k3fMOFl/d/f/Wx6UAI/xX/HPf//eMfCD6G+1ncX4uGpvn8p3H/Ne+/yvu38O/iawL4AXH/dby/pPf/nbxH7/8h7x+fmHwc9/yZpx+feJz3P4/7ciT8Ady/9d24L0UufyCK+1/D/X9zLTxxGff8+/maiQ+8L4i/zq/8/zut0qimri187r2ZBwJJCDOEeZJRCAFkDPMggwyCKGAIEIYAMYzihIgVqCgiIqAIUhSwYLUMUkdEcaAgKOLcIEVAqcUqoqLSoGu1rr6+97r6/bhrr73PPvfu7/vOWXcxL+Jx4yWxqSQmCYMCOZJ4mYRCUtwX8dovYhEvS7Q4FCclNVvIj4sXMfW4+kwza2s204OXmcQTiYz8o7mJ0cIYJiclOTVakA3A55k/gbrILVNCMsvMmsUyMjc2+4Ko/1n8h1jU9nP0MuCTZhCj78/c361LqQOAPSvhZtefubUSZ3ZsA0D+3p85rUMAUCS6tQ98MQ9j0S/xIlGqjYlJZmamMZ/HNV4k9A/83wX/AF+8z3hxuz/oYbrwYqPTk0TMRd64KUkp6ULmutRoLo9p9FcT/+vGv/+OJYG8WJ6QJ5B0hEhcxhfESeQWxPBF/BQBky/4byL+y7a/4LOvJaDVfwT0SGMgPUAHyC99AEUjAiTioKQC/aGbDz4ELJ68ULWJz77/BOg/d4VLFh/r+HGf+jiBQUxuujDjc23xWAI0IAAKoAMFoAo0gR4wAubACtgCR+AKvIAfCAJhYA3ggniQDIQgE+SCLaAAFIFdYC+oBDWgHjSCFnACdIDT4AK4DK6DG2AY3AdiMA6egRnwGsxDEISFyBANUoDUIG3IEDKH2JA95Ar5QIFQGBQFxUECKB3KhbZCRVApVAnVQo3Qd9Ap6AJ0FRqE7kKj0BT0G/QORmASTIdVYB3YBGbDTrA3HASvhuPgNDgHzod3whVwHXwMbocvwNfhYVgMP4NnJRc6EWEg6ogRwkY4iB8SjsQiQmQjUoiUI3VIC9KF9CI3ETEyjbxFYVA0FBNlhLJFeaCCUVxUGmojqhhViTqKakf1oG6iRlEzqI9oMloZbYi2QXuiV6Lj0JnoAnQ5ugHdhr6EHkaPo19jMBgGRhdjhfHAhGESMOsxxZgDmFbMecwgZgwzi8ViFbCGWDusHzYaK8IWYPdjj2HPYYew49g3OCJODWeOc8OF4wS4PFw5rgl3FjeEm8DN46Xx2ngbvB8+Bp+NL8HX47vwA/hx/DxBhqBLsCMEERIIWwgVhBbCJcIDwksikahBtCYGEPnEzcQK4nHiFeIo8S2JSjIgcUgRpHTSTtIR0nnSXdJLMpmsQ3Ykh5NF5J3kRvJF8iPyGymalLGUp1SM1CapKql2qSGp5xQ8RZviRFlDyaGUU05SBijT0nhpHWmOdLT0Rukq6VPSI9KzMjQZMxk/mWSZYpkmmasyk1QsVYfqSo2h5lMPUy9Sx2gITZPGoXFpW2n1tEu0cTqGrkv3pCfQi+jf0vvpM7JUWQvZENks2SrZM7JiBsLQYXgykhgljBOM24x3cipyTnI8uR1yLXJDcnPySvKO8jz5QvlW+WH5dwpMBVeFRIXdCh0KDxVRigaKAYqZigcVLylOK9GVbJW4SoVKJ5TuKcPKBsqByuuVDyv3Kc+qqKq4q6Sq7Fe5qDKtylB1VE1QLVM9qzqlRlOzV+OrlamdU3vKlGU6MZOYFcwe5oy6srqHerp6rXq/+ryGrkawRp5Gq8ZDTYImWzNWs0yzW3NGS03LVytXq1nrnjZem60dr71Pu1d7TkdXJ1Rnu06HzqSuvK6nbo5us+4DPbKeg16aXp3eLX2MPls/Uf+A/g0D2MDSIN6gymDAEDZkGfINDxgOLkEvsV4iWFK3ZMSIZORklGHUbDRqzDD2Mc4z7jB+bqJlEm6y26TX5KOppWmSab3pfTOqmZdZnlmX2W/mBuZc8yrzW0vJS92WblraufSFhaEFz+KgxR1LmqWv5XbLbssPLCuWkNXCmrLSsoqyqrYaYdPZ/uxi9hVrtLWz9Sbr09ZvbVg2IpsTNr/aGtkm2jbZTi7TXcZbVr9szE7DLtqu1k5sz7SPsj9kL3ZQd4h2qHN47KjpGOPY4DjhpO+U4HTM6bmzqbPQuc15jmPD2cA574K4uLsUuvS7Ul2DXStdH7lpuMW5NbvNuFu6r3c/74H28PbY7THiqeLJ9Wz0nPGy8trg1eNN8l7hXen92MfAR+jT5Qv7evnu8X2wXHu5YHmHH/Dz9Nvj99Bf1z/N/4cATIB/QFXAk0CzwNzA3hW0FZErmla8DnIOKgm6H6wXnB7cHUIJiQhpDJkLdQktDRWvNFm5YeX1MMUwflhnODY8JLwhfHaV66q9q8YjLCMKIm6v1l2dtfrqGsU1SWvORFIioyNPRqGjQqOaot5H+0XXRc+u9VxbvXaGy+Hu4z6LcYwpi5ni2fFKeROxdrGlsZNxdnF74qbiHeLL46f5HH4l/0WCR0JNwlyiX+KRxIWk0KTWZFxyVPIpAVWQKOhJUU3JShlMNUwtSBWn2aTtTZsRegsb1kHrVq/rFNElP1N96Xrp29JHM+wzqjLeZIZknsySyRJk9WUbZO/Inshxy/lmPWo9d313rnrultzRDU4bajdCG9du7N6kuSl/0/hm981HtxC2JG75Mc80rzTv1dbQrV35Kvmb88e2uW9rLpAqEBaMbLfdXvMV6iv+V/07lu7Yv+NjYUzhtSLTovKi98Xc4mtfm31d8fXCztid/SWskoO7MLsEu27vdth9tFSmNKd0bI/vnvYyZllh2au9kXuvlluU1+wj7EvfJ67wqejcr7V/1/73lfGVw1XOVa3VytU7qucOxBwYOuh4sKVGpaao5t0h/qE7te617XU6deWHMYczDj+pD6nv/Yb9TWODYkNRw4cjgiPio4FHexqtGhublJtKmuHm9OapYxHHbnzr8m1ni1FLbSujteg4OJ5+/Ol3Ud/dPuF9ovsk+2TL99rfV7fR2grbofbs9pmO+A5xZ1jn4CmvU91dtl1tPxj/cOS0+umqM7JnSs4SzuafXTiXc272fOr56QtxF8a6I7vvX1x58VZPQE//Je9LVy67Xb7Y69R77ordldNXba6eusa+1nGddb29z7Kv7UfLH9v6Wf3tA1YDnTesb3QNLhs8O+QwdOGmy83LtzxvXR9ePjx4O/j2nZGIEfGdmDuTd5PuvriXcW/+/uYH6AeFD6Uflj9SflT3k/5PrWKW+Myoy2jf4xWP749xx579vO7n9+P5T8hPyifUJhonzSdPT7lN3Xi66un4s9Rn89MFv8j8Uv1c7/n3vzr+2jezcmb8hfDFwm/FLxVeHnll8ap71n/20evk1/NzhW8U3hx9y37b+y703cR85nvs+4oP+h+6Pnp/fLCQvLDwOzcIe8Gu2AIA</string>
+	<key>yCoordFlipped</key>
+	<integer>1</integer>
+</dict>
+</plist>
diff --git a/magica/resource/download/asset/master/resource/image_native/scene/top/to_bg_ef_03.plist b/magica/resource/download/asset/master/resource/image_native/scene/top/to_bg_ef_03.plist
new file mode 100644
index 00000000..418ec7af
--- /dev/null
+++ b/magica/resource/download/asset/master/resource/image_native/scene/top/to_bg_ef_03.plist
@@ -0,0 +1,116 @@
+<?xml version="1.0" encoding="UTF-8"?>
+<!DOCTYPE plist PUBLIC "-//Apple//DTD PLIST 1.0//EN" "http://www.apple.com/DTDs/PropertyList-1.0.dtd">
+<plist version="1.0">
+<dict>
+	<key>absolutePosition</key>
+	<false/>
+	<key>angle</key>
+	<real>-130</real>
+	<key>angleVariance</key>
+	<real>27</real>
+	<key>blendFuncDestination</key>
+	<integer>771</integer>
+	<key>blendFuncSource</key>
+	<integer>1</integer>
+	<key>configName</key>
+	<string>ef_top_pl_02</string>
+	<key>duration</key>
+	<real>-1</real>
+	<key>emitterType</key>
+	<real>0.0</real>
+	<key>finishColorAlpha</key>
+	<real>1</real>
+	<key>finishColorBlue</key>
+	<real>0.98999999999999999</real>
+	<key>finishColorGreen</key>
+	<real>0.98999999999999999</real>
+	<key>finishColorRed</key>
+	<real>0.98999999999999999</real>
+	<key>finishColorVarianceAlpha</key>
+	<real>0.0</real>
+	<key>finishColorVarianceBlue</key>
+	<real>0.0</real>
+	<key>finishColorVarianceGreen</key>
+	<real>0.0</real>
+	<key>finishColorVarianceRed</key>
+	<real>0.0</real>
+	<key>finishParticleSize</key>
+	<real>22</real>
+	<key>finishParticleSizeVariance</key>
+	<real>16</real>
+	<key>gravityx</key>
+	<real>-150</real>
+	<key>gravityy</key>
+	<real>0.0</real>
+	<key>maxParticles</key>
+	<real>30</real>
+	<key>maxRadius</key>
+	<real>0.0</real>
+	<key>maxRadiusVariance</key>
+	<real>0.0</real>
+	<key>minRadius</key>
+	<real>0.0</real>
+	<key>minRadiusVariance</key>
+	<real>0.0</real>
+	<key>particleLifespan</key>
+	<real>2</real>
+	<key>particleLifespanVariance</key>
+	<real>0.20000000000000001</real>
+	<key>positionType</key>
+	<integer>0</integer>
+	<key>radialAccelVariance</key>
+	<real>0.0</real>
+	<key>radialAcceleration</key>
+	<real>0.0</real>
+	<key>rotatePerSecond</key>
+	<real>0.0</real>
+	<key>rotatePerSecondVariance</key>
+	<real>0.0</real>
+	<key>rotationEnd</key>
+	<real>85</real>
+	<key>rotationEndVariance</key>
+	<real>0.0</real>
+	<key>rotationStart</key>
+	<real>0.0</real>
+	<key>rotationStartVariance</key>
+	<real>0.0</real>
+	<key>sourcePositionVariancex</key>
+	<real>495</real>
+	<key>sourcePositionVariancey</key>
+	<real>40</real>
+	<key>speed</key>
+	<real>0.0</real>
+	<key>speedVariance</key>
+	<real>344</real>
+	<key>startColorAlpha</key>
+	<real>1</real>
+	<key>startColorBlue</key>
+	<real>0.98999999999999999</real>
+	<key>startColorGreen</key>
+	<real>0.98999999999999999</real>
+	<key>startColorRed</key>
+	<real>0.98999999999999999</real>
+	<key>startColorVarianceAlpha</key>
+	<real>0.0</real>
+	<key>startColorVarianceBlue</key>
+	<real>0.0</real>
+	<key>startColorVarianceGreen</key>
+	<real>0.0</real>
+	<key>startColorVarianceRed</key>
+	<real>0.0</real>
+	<key>startParticleSize</key>
+	<real>15</real>
+	<key>startParticleSizeVariance</key>
+	<real>27.816793441772461</real>
+	<key>tangentialAccelVariance</key>
+	<real>0.0</real>
+	<key>tangentialAcceleration</key>
+	<real>0.0</real>
+	<key>textureFileName</key>
+	<string>to_bg_ef_03.png</string>
+	<key>textureImageData</key>
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3OGG6TavHqzSC0QcCefX9dV1z01J+70qHa2qmtveXb1xD7nMD4bJPFCLCyd7MDXOLVmC05oiOq+W9fUmO3PqvBQy/gg5xRtP7UEM7+KM70BM9tWX2fB+PgB+B7Ds8v4DWPwA/3ySW9qr9x9mtPceYFH/jYw4pyx1qv5DhqK73yMeGWh8MwvF/QX4M2NzMV1fzML3pbf+nAz+ZhsIM+05+WlYZeNcsPPhSuWAVvrHLOzZpig3m/zIDqDPbpMSfeldc41d246u/LNj51UflDtAXz3NQW8KP2pO7Do3igT8XrPfWvDDWExQj9KMOevtZIPS7VSn7xK4fweegMQ7+KMVzRGxkbp8oof/T1Km/04X4C7/3DffK+Ltpj2fpXxAZ8JNHZSxYbvH+Ac07f6oHlENyzjqT2sE9xtAr/6QG5Az7VSr9gwzA+PApOof82VtTekZ72//nAz+ZhsIM+19+rsd+7f6QCbNTM/Se2n++x1t6yXiTHvm6ckRDef33437ekbR68R0y4QziibhqH1RwF+UL6+hhzklpa6muby7tHPAS0Z4n44Plvs34Uzz8fExfM8TX6VIN32NwfOaTHxqcYv83kFRvprPLHAGOtOM/D+JlHqZtxvun/MAe43KdY2I/T5jQfvlJQ/lhlTmNA8cH8BvFxH+8J0CXm6ZAxj8Ebc/CnZvsUH1OiOcS/MrNWh0S8v33gZ/Mw2EGf7+/FCv3/pZlf+eZ+j6udtVzjXA/W3WZxFroy4Auctba01lDdjSk+bvTU+QEmcagbftUVTs3HHZ/qauoJnvWGHsHF3s1O9ZkaLSZEdzj3Aa2VEn8qYmtu8fHWgPb50ZeK4bxGGZ/KKzbEpyoob1CLj5csFvqVM5iXmIQt9KneWMtpzRRr1OcdS4nv5OhwckTt6SBeS60OnrjPPAfrR4CLNWCAcWF8TTNbUf9qxOZS6Mfxe/o7XHx8P+MjX/nnwMMHZg1csWBjtn14Xyyy1xXnwQ9/wZuXenTTELf5vtA+HtjPWr3Voz0Wd6zGtnFY4kJqPpyePSfexLPeQH5pBnf4tNZc+MJyBvuW2BMutSFxvbKmkPW27fj8zqByBv0p5jfS5A3YYJ9yxGRFdThxQZ9nFs8xPzFXUP+JPPAA9yvAwhL4ZwW4WHBwgsdL4BKcfxp5QnT5U9Xngg/WVzFmxZzIBO4nwR8zJY2LDeFvNd4n/hX5pBbo/MKBn83DYAd9zj+JDYzdhr6oStyWMxJYK0JsRPG/DfVJLTr1hWlLQTu8iAm/zdv5FBNO7vqufz8vUaWueNFParavabL4aGIOo1v8piox4ry2OWR7M+J1/4k+VjCtxnp0L/ARTiguKn2a7xtiTqOsfDHPWCz1Aq6LfcoHtFnWgyQUF2tJtRXYMmwVOFvLiu4QfQHfyzwbxmN8jQdlzZeTUx4PqPZgXJc8NF1U3hCMlNV/I4eQqybwumTgDw/8bB4GO+iz/nEsU/pRMzqZE50h+pv5jFWdpZaA7xzCe2NH0ph2xmw5+yCovhKNmLitvKD9eEHFgmDCcoXEZXtUX1BXt9gzT+vkuU/pa5ptHQj9J8akPBYL3Sn1n6i7mcuIZjXXl7LaIp+zfRq2R2OyT/XELH2bvL73rxTVX1rOKEcQA8v4Hgv4fkv4fmvgqLWE2mpajZzCOsOHZdHlos3XSpoHIWaWCvJY/StiqF++r5krCx7N4qBwh8R3ySPU6BGfi4/vJ3xkyz9pZhfXzAPggnkNao1pm88I4z3Rk5b5UdrfZ/lCeEJjTIzFCkfcfSE/R05osL3dbRG9EhON9nkHA3wdeUHyFmHFwv41VsdHOKdcEaemYBwIZ7EPVsT5L/dqTSHPH9+np3o1X8GcHvPbs1mJwdbu434urpigzePnWYKt4edYwfUBvt9yRPGxBLuPz3tYVHy8OQKtMaQxK+KDfhYxsloUHW8WCooP+les0aI+ny1ZHikrPohb4iPY9TsHfjYPgx30uf9uLF/5GXDF182jNzV2yxk7nC9VgE/FuWltOCcNUetLgRduB23tU7ftO/JJv9G+lnD4osFXx8qLGqM5qBxB34nYkDkh1mdi/KnLPiZmJEab1FmGqaLVFlmtuS0Uba6P57Gi+QviYxLv55M51RXTWamDqi1kFBfz+Noz+L6L5AvYAr7/ImzZ2gp7Nyw+HrFGHV/7TeDhTfhUT2lDmhOhERvs61hif0ef+lkLamY6r3s/WKfC3OCMjR9TgzBu1tju6vPvB3yke3/BTMz+W/PkHWMev621hYOTmgPnfKnGhM6RuhNV/U27E7I9qgGpfare89d9KBuD0niUX/0p4sHp7W63MahmWzNI/6nbYoE9SjTPC4+9xE1cfSkx6m7rT/Va7c2+14minsXxnGKD+TzW1BIbnLcj80PC1o/ivB3/R3FBW7K2ho+v4ud6iO/3GF/3yaCN5dqcB7mDuKBvxbguc4LLasJV85a3yGGs36KPN1lUf4/YCPaavaOtv3HgZ/Mw2EGf/7/LcuVfMoPjfy41hQ+f4f+7Ch9lWGfSevIyZ40z1Zi/YyyqyhoomacW2o9D7c/9cLhDNHbQ+lPEj8fmt20siq/pTKjOaLPauzupGCGPiO5O6nPER9CpP4cl0prjK+RsDrygvX0jBZ2XQFxMWV9q1uKCupucMQY8zOJ7T+FnngbXzeI6D1vBc6vkDXx8pUexQXuI7/+MflWv1pOQO+hXPRuxcV3ggxxCPbOkuUTj8Afre2eIDQcfRVvbzpz9OP4GFbP7la7/4cDP5mGwg8bA32aJ/H9lFlf/XHSGk9sojcHHx/+Qc2k7cb4aI6rDiQ/OIyQ+nBjtXZuPcEzOe0TN0dsN9ME6NB7FvDZfI35USl9H7ui0j4kFfg55I8yaqYxyBX2peFZjUtmcanD6U6wPYW6P2Bi3vRniT3FmiM1XcG7IAvU2rovA7BR+jmmvqfW34kwDGw+Del32KUZW8fgBfq7H+Jke42s8w/vE47LigtqD2GDu/FFZ/CmzavMhKza/ztqsecsfMwXRHrWJgnIHNQjrWVJjpnqjbHa+2P4rB342D4MdNA7+Jiv0/6KZW/4z1eHLOtt/ZNbUMgMy05n4qLXijLQm1X/irA/OGmwMQ6NHtN6jyeoI+kvU0G2WH3jmJW8RtTGrSJ0nOKvTqZUiX3htDQjxEKX2ZnwKlsgrX0Q5H6GguzaYx8jntSaEvUv9eL7f6emz/UriS6V0Tht30sxzrg6uy2E1YmTGb/kBzz/m837lERp9rDU8/xRf4zG+x1P8Ld4ekXqr2tujihHmPJgPZN7cqTmhMc/OenbWpAiHKX8why65EOqPMfqsE6Z2c8jsfrHz5w78bB4GO2gsfLtlyz8Pvvi/ZZYntQb3IfWO6sz/Dp7XjL6ni552/KaQYoDzaaWOVvssqDuUO2L6OTJzMK4am7hwtMd+nNbOJAzm1MglrK9N9GpcSjDCvDfOfq5Xa0MyBZsDt/zBnEYBr6ng88qcj5CxcxI4py2hGBmLKj7m7OzCGXz/edhcSLlkFj/XvF99rDlwypxXr/PdGr96gu/xZkV1OfUGMQJ8ODlBqb9iPeKKU5+VVx9rOiPcYRbAF3NFwYiZr2iOkNq8Anw0Dpvq9WHgo/3HD/xsHgY7aDx8lDd+0iyufdOsPdFZt+SO4Rljgpztn4ZPFdezzlnm9If2dYXVEzz3Dh4cv4q8wM/jjoAOeyVWiAdyg5PHY28S8xfUE4G04iBg9TjviZEkezJwjjJFxUe6qDyStLGqXEF7N5jj4HxPmSGSU+3B92ziYyKpeXD2YMwkFSsT+NnH8TvMRzVuNefXONVa0GoP4OURHj+iJsfXfVxQ7mBu/NmQxqyeDSsu4FtJje5y3s63KmhdFjQPc4O1JeYIi9JzKPVX7COhfzUFnGUmgI2S2btc3pH/x0GfzcNgB42JfWwM/Bj8qIfm0VPdl8EdSgPg+nTJagLGitJ1/vBYDf1ifRQxQ+P+DMenEr6IWu2QVIzwyseORiePOPkMf0pxQlxEca5S8D8KeK8u4vz0Dek1X9ZYVTCpPlfaqaPK1zmE+2GJkUHmA1Pax8TeJfaEz2RtDiKuO2uo0/s9wJI1J25FDpHYVVA1x33Ys17lDs4ceTaovhWuhtdHNl9OXBATS84MOFuTRY2+VJK8i+GsEkebw7cyE9B23eOmenXA7J7r/ZaLj0OGj9GpQalHZ98ra9I5d4e1VH3jkuOodTJmhHPVRP7AfXtK8oGO3jDiY+G8tUTVD2uyOzPa7Kxzamwnj7ePkYTZu9utfRrMcwh/ZBSL3N9UGFDL4TxmqV1LyiPOLCryB/HjzBchPqjT81nVIBIPymnv6xKMcxA4R2EY33sqrfhYxvUhPrfYicfAw3C3xq+oMySGRXwwL4if7RH9KnyNpxXljWcasxLeeMxeqJL4VYqLvM61Ak4EKwsFzXvQt5rvUw5h/Io59HFYEr/nvVGzd6Vidk7G/o2Lj0OEj8rodel75V4Zx68amcOZ4aw21qbrzqQa98pwhkJzzJi2pOoP1pW3Wh5psr4VrclqcaePVfBha0DIMR2J/Rr0KmvQySf0rWLUFDh/eXzfBM5+EpgIF+p+FvlMtEhW63CTtj6dGj2KnymV0hkjxAdnKHA2FfMKjGFN2Rgve8E5x5B1JI/yWlc1xfgVftbpHsWEkzNnLmQVP9vDnOYC38LP9bhiTfWHxHEf4syvEQs57YWi7uB8RM4oIVZmcL9gc/YzGr+Sn2eWtYmcSQ/tcRv+1dVhs/nV1rddfBwSfOQHftPcf7ynMdxF0eM1ag72bfA9zY//YUda9sUIHrgPg/ctdraBwxtObOpFzSF+mOUMXn3Wd8LjagP0e2u4HtNlbQixwfOfx3t9pl/9K8kJ2j4m+l5hq8+JjYzV6E58V7CBax/jQ4NaR8IYFnMLYzaGxTki4wmdYcjaENaITDNHHlI/aimosSzWWT1gjRXsQVY1x5Oi+lWPS4oP+lM09j5ZfIiuWcrKXF0zHlPfinW7YkXhD9bvGsavqD8WgIv8OP6Wk6Z6bcTsnE2bjS/emnbxcQjwken9BbO88i3gA/8z9jNNSo6Ds29rwZLun+E+pk6cjwa8l4I39ntZW2xdlPRhsOY2WK+VcvZjWCyoHo9pTs/Wkezd8qif5U+rMV4Vwfus7L3M6z3xQX8qbGNYcYuJIs5mDucyV1K/irqc+GCd1bCtUV8Y0Jz5mM2ZS966oHFW7hWYY8zK1pEQG4ztrtg4LzmDcSxq8bW08gtngUJ3mGf9sAE1xnH5mLW7Sxn11RZe6AnhrBLq8yXb98Ha3ocDokFEh/BnHMbfOjBjancmzN6lstk+HTQbv38t4+LjgPERT/6YGR5/V7EBn2pwwpgs/nfc38o+2IDu26g1M5YbVc54oY91Pw/O+vPmkPCBzsixtVHU3sQJOUM0urVmvKYr/gKnWHzwdQ5OQhn1pcgn3BtL7UEdUgInlAdlj3KtNKA+Fn0r4oO8MVDS+VSs8ZMe2IrGdScyqjd4XrlPgHHd5YTWHpI75oJac7jK56lJ7JXYeFRQH4y+FXjDOPzxCGed19WczGM3go2k4gT4M4vwRZe0H32/9+M+e2p536c19DODErOqNTJuNQJ8FMz2CY/Z+N1LTS4+DhgfxYEezW/MSR9sLT8k2Khxn0AEV+4TaE5oLRX38N118h3sBe8Sq9dJWZwQM102/ycYsf2sUg+SViw4eJA4VVKvTu0hdUbE5jgkdmU1OX0uwQh+rmLZWqmOjaytJxmxPbCcQbhY0RwDZ3tOpXRnE3uYJiP1OsSFuNZckUeIhyXucQrXsUHNwTguscE+D9bpQpubJ2Wdv84+wmXbH7Voa+IX7E4P4ZCs1rIs2ZrEZcsbi/j8Rej7kTH4jvOmdnfa7F0eMDtnwmbrRIfZ+JfnX3PxcYD4SPX+tllYrcq8nell5Y8i/OAQ/nc92gtb5Yy2GwGdcX5NZ/47+Y7qHe4FaHmhvzVQv6eP1W7r1Xn+O21/Ro/dk0w9EcjWMUKLFFSbk0PIGTTGcBnXJU8UgYvykM199FpspG2sivUkxAdjUNn63o3ZvNaTMO8xl9f5t7P27PKsL9m6q+mQ4mMpbi2mNSf3ba/g05L4ULW1vDHgCsOZ0sQFHktf1KLtnZJalaTu9pi3tV3U5ay/Yj868cEZ1I9YmwVbmcTvMA1sQHvchG91uRfY6DJbx9vM+v958tddfBwQPjLlnzLza38hNeqcvzO/amqD+D+FS7rT725Y5yTcCOguvitd0ve3e7VD+zNkD1/MmEZfvQecfpXwh+1barO6m3q92cav/DZ3Ino7o3xB/8vJBQpuUhqrJTaIhfKAag3mN3r7dGZbAZZI2tk7A9rTQXwMF3S3AOuZmDOXXvGKjRPRt4I9LdtdGy/UJdLPohbhlbZi9QbPOrFA/ngTnMor8UBscGcH/aoF9tmmlJeEk5yvm1T9b2tKzCKxVVJ8cA71IjTHEPDhnRPdQd9q+3TAbB5tNZtHms2H/+zoz7r4OCB8TODgPH5HdySzv6kf2jDQK3tgOTP9o7NEvLYnVmexaRw3LPXpu1dbJW8hGoTnn7Nr24KaE3ew0R6tx608tt6WOOnJqq4QvrB+VDSv8xIKOEP9lisqFc2Ll9h7inNVKekcBfaKL8E3mR7QuYbsTWUsdySv+Q7mOBbs+zZroFhzNRazWoHv7VGtvRKz2BAdntaY1gPOG8lLba4BNkRviD/FGi78/uM+6S00K7bvfCGhxq8tOwUd3yqj8SuZn1iSuQy11RF8DO9HIeDjzhhz5fCrYuCNDuCjxWy83ujuxzkofOQqv2nWnlTN0kPNcXBHE/2phpip0peS2Wwemfe8c6FTZ4pYfEjfH+fpNKtO5/xOmUvo6PVup2YkVc+Pex1t4eAiU9fgtLDNXxAjjEeJT1VSfdFHjcHZOvBFhvqVL2SOAvNpFa3NHSrYvm1bQ+Lsaxqz+2gYsyJvPCoqJmQHpq25InfQn1pMfBQfjzi/DT/TU8sdNMau6GsRF8P4nct4XxjqVkyIbxWzPYd2Z8GizZsv5qW3lrEr6WdfHsDfHX5s7xTeO8AdtybN7vkMOKMd1mS2jrWa9T+88UcuPg4AHzMLnzOT898UziA+uBOW8VtwBucU7l6x2LjYZeez4RxQl3Pe8zXO9uQuS3DGtQ7bR95d1x1O/YiTF/fYOkYaceC3uJB5CTnljpiN3bJehEbeYFyqz/bEjgyq/zQMbEzgOtWvXEFcLPI9eFBr+uhLsU58PK91uhWc1aGY1gKyjp17/Xju5Qzj55wKqyZfZL9sQjlE5iywjzyvsSpqD+nr6DPmLcsf1BtjwMcILaj1KMNe1S/EyUzc5j1szIrYkHmKRZmxK/N6Z1kjA9+qHdx3a0JqSbZP+oCLNrP5eqPZfAO+1e9eGnHxcQD46O0/ITnACZ1Nxd4/ZwYVd2XsnOtUnFzW+egyI5o7A67prFtnl+vetbZ6/KrBzlpocmY9x2wPU6oeu/VZvgjnbezW5gHZC0sTP4o6oqR+FLliGI/HYbNDGgPllbzBWZ+Tdg4PeYO7Nhb0fVlyGwNx1RqDUY1XzeHnmAgrJniOJ/BzTgZUj4tFlUOIj0cWG8TJW/he7wxondV74Fjyz6rNJZInpmNqjH8RG9Qg3D/LesdFqzdW1KeSmSX8GTnXegi/R4B6fBTvO6PgDutXQXNsvNYAazIf/ItzTS4+XjI+cuV/H9j4C7Py2JjsoDFdOdkZsHPB2fvaKXvIuPNY8CH7NKjNO2VXAPlC/CnOLyRv3LX9sjLD0Gfz5TGdUyi1VrbHz7l34lIyayepGjzbV4/TFi0u+svqR00MqbaYH9G61kk7l5bagnUi3LvB2gzOKHw6orN0+kMaN2IOezpR731i7TqxMRvS+pFx/0cxsmJ9K+qOFafnifOr+vQeZp6yJrEk/YJmjXwVUR1CH42PRaPrvmZj57OL7iA2qDuWOUcUP2cIv9e9MVO9NgRsJMz2iU7xqYiPdeBj/dVG81f//PTnXXy8ZHyUR4+bB8+MGZqT+C3nGO5d596yHt1Bxv1k5zrquwOudUvcau+69yNzeWr3etSsX1VtgP9F/cGYLvMgzHHEeuu9fiHb1yQ6o0/9Kc7xLHAuOmO2ZdXgxAXnKHDmLXEyyvlsg4qP8XJ95wbrqKbsLEPO41mxNeasmeVecWrwkZDyBWcsUHsTE7QZ2AR+h1Gf5gSZ65BcIGtIktpL/ja+F/0pag7qDfpZ5JQ34We9U5EaE8MaxRUb0yVGnNwHuWre1lqRP6g5WCNMv2qeNSTs7RjF3xg+1akIMNGmvPEGeaPRbBxpMc+/2mC+9U+O/ryLj5eMj7nVP+Yctxr3iUcrssOM+wScPeK757k/oFN3gV/uFO3BPceyC/yW76N6o8nOFpHa9KCN2WbqNYhRm79wakOyNr+XpD/F3gycwV7GbnHeRoYVI47mYHyKvtVgSXN9cwOKDdbwER8zOldNawwz2svBnZeTsDHuhaX/hJ9tBBieDmpPOfHg1B0SF7NBnduzCFvhnuW0YuSJwxF9GstlbFd0iPW7Vqx+50ws9g4SJ/Sv5hJaa8UaXepyxqzu2/lyq5xlDVzM4H0pOKe8cSFnNo/Cp3q9ad+vWn/1Hvij0Xzw5dvPP/J/O+izeRjss+eOf6yzFR7AtxpTTX47aveW1fdXMpZLXOxchL644RXjvmPBgKPDnXkjzqwRcoZTV9uTrs/aSVh9QQ3u6HBa2vY4ObN3+vFePTKk/EHtwfqQ3oLONJzrV90932/rqJgfZy6cM9XTWmM4hvPZH9T+pomg9jgNW0xMWDwQF4w7TeH5ab9i41FK5/Owvoq44JwF+lBP+qxfVbYxq7z6T9Qk8/F6HJe+GD+PWmTB+lX3+5Q3OLvkEX6n1UHZg2CWFoF3mGcG+q4P2OgUHU58bLx2T+7JHx/i/vkXr73r4uMl42N8vmTm14zpnzImVJH9frWmtOz30x0Cio1d4YxuxcXtbjFqjn1stNoZPK2WOzy2P5z6O9Kr2tvJ9YWtTxW1eMj0qUl9YUEtlVPO6GeNVEW5g/OhSwXNhY8XtTditaKY4Dwcxm0nbL3IOHeJ2z7yYfx8YwHV38QF8THOK/C9ite8la7Ps3rIHqecYoMcQHtSUGwQFw/1vvbYzopbtbyxmlKeIX/Q1nJSc8V4lfTSco6PzNmt6L61Rej6+VljJlbxN5iFXzpitk74gIcmwQO5Q7BBnLzeaNZfB4986VrWxcdLxsfCg79kjlzmqTMP2OrsF9DdlaI1rnYqZ8j+APpTXqkhEb5gbVWDzZWzVoQ5cvpRxEOP7YGVunOLCdaJ0LeK2twGa2x5pW/F3AZ9q7ytEckWVJuTPxjH5cyRETuvWWZD2TzfQq+pcn84/Psq/Snq7wn8LIN+1Rk0hyvIE6zHfZrUXnFig/eCi4z2OUnNutXk5AfGq9jXQXxIvryi2JD8RlTjVqu2vmo5pXiZTxozFZc+WvO4orhgvGqFV8af54yZBDYK8+AMj9ZWHW1XXDhGHjlKazLbZ7vMzhs3X3Px8RLxken7VTOzbMzAtKlxH01DXGccSlzXu48JwcW9nvruSsaliA2pzbV1I3wsNetJ5QXWn+f6VVuwttapm2IunM9Tj+crWjsl+wRwtpMvzFQANqrM/w2W1a9i3Kq/V7WGM6tqXudGSY6Pe8OZm56Oa66P/tT9pMagJvzqQ03Cnia0r4n9sO/hPD9KKDYe4bVPMvXZue+WtKeDcVyxQWjwQVuPyNrcPs0RMlf4wNZaSX2VrUEkb8hOA2j2B+wdHJR9ULUl2PQU+Iw7sx4ak1wELjr247jMc2y8ckc4g4+3TraZbe6svuIxu69c/kUXHy8RH+niNTM6g/M5YIwnJ/uanLoRmf15zSM7mSQ2JdrC1lLZGdFVpz632faYd9o6KtETRcVFuqy4EH8K560wqDmw4qDm/WJ5UyWXQI9UkwWxWo55D84KZF5jSLmDehy6o1oCjgbAcRNZm19j3QjO+xjrOmxsirHaZ1mdQUW9zZz2eLfqC/ZxSO9fVHEyH9ReDqefY9X2kL+H7/kuZ49UlDfAH+Ztm/N4auNYxA3nI67ZWkWpT8noz+T00XKGqOxSY7xtyJgFaPFR9iev4XdeNOZev9asQ4crPhokV755Arg4A9xwV/VF7qtu/ou/9v876LN5GOyzxMfw1EAtP6azDu9FJF7FmhGtP/RJboNYEHyInrD5PGBEYrfO/g1nz6tTJ5JlrhvnJ4tzka0oV5AzCjjraXLGsGIH/FGlPgdvVOFnVdMORnKmmrG+FXuayB2ccziK11WSwAe+13BC66b4Xj0a1tgU40WceUseoIYgJ8z0qE121+dXcQ4ieYMYeZyyMxH92tfBXMczfN/3gIevjypf0Ld6G+f7WUVzHtQfxMgjW8POeqzVnMVDTueRyHx2YOcBa6qGbJxqxpjp+9Acj+FnToCnc8Idm0da1Jdy/KpjzWb7ZLvZPtUhGNmFDqxd7Rhx8fGS8ZEbeqvWldFdl1e6NXbLWnXuB79Fbd5h5yfY2Z0yv8fOhCZndNqZPU4OnMZ+cM5LyA2osUecPhZxkXZwU7G+1ZD6VGnLGZVBU01Z3yqRAWbAFbm01t9O2LgtsSEzRlL1OvGxkGKD7//0qVZiig3ZNRDVfnGnZ5w+1oztISdnPEnrXoJVW2dFn4rc8P44bAI4wbn+Bu7fG5FcuRjx8sjOKZH9Hjnd78HcI3MtnP3GOXCSAwQ25vH5M/PGjIIvElPwZx+CfytSOyJaHNjYIkYknnsP10Zgo1WxcRk6ry1hqtfbjrn4eMn48Of+HfMczHHIvj/yxjXNh1elPiRQn9NG7S058Bfq1b1J1dvEAGcmJGxeg1xBjAAX1Xiv4qI0JLwieOBMkZTNeQAXVX/Uzt+xNepZnR1dLQAj7Nlg7e1oTvFBbJA7nPqQOVv/wTw3bdr2+jEeRY5gTGre9oyTJxyu4HN8DXvI7zOem1JskB+IAXLHN8YUF7g3fO7dITt/oaS9UI+dXo+c7hckPogN2e8BvlkaFR1em141ZhxaY+YJ/nb4nOiS2b0Ygc/UbbkD/hTz5G80im+1Tc1xqk20oPQpexO12o3m/8zFx8vFR60p9leSH79k8+JOnXpDUOcrtGgNusw5bA7W+wFlzkhSdQV9pxTOf7pfzz19K+IhlFNdITpd+8HpS1Wj0Bs9KVON4OxHwA/emOxNrsaIhVI9T+7sbhot6oyqQc7c4fyEdF2Pz9tYEWNNa3Z306LtG5f9HLZ3/LGNTzlY4XPztoZE9hBkNI5Lv0rygGXFBfnBiVs5uKCRKx4UNUfIq+wFKcn+G4k3s3+DOmOaM18eQIc/0GsJGOmZgl+VBQY8wEAXMOJVfLA+93iz4GLnQpfuHG2y/WRdoT/6G/+HB302D4N9hvio3grt7pzzaF0ua3IZp7qle19lBo8z79Dp1SB/cKYIa9Ul/92nOjxhZ+zAt6pKPzh0RVL9Kl6rEWClJylXYqgaAhaCwEQYz3FGLnPkvfg6AxqrqnL+Dufj9uE1lbTOjh5OaW0h5xnIvIO01gSuWXws2V4N+kwrUfWziIkHcZ2HS65gP/liuJ7rYA3JYkxz5OyVfWaxQSxQd7wDPe1wxluO/ngBJ5w9zfoVzkdcq2hsagqcM8NZFtAZFVyHHuDvM4u/3QD4OYm/c8Bsn/aYrWMt0OUdGr8lZ5yh1miTmLr08rfb2RTsnewKdrr4eMn4ON/yk+QN4oN1iHt2x5nuNfPZvnGn1y9c7xnnPfN+Ug9SkrhUlVjB/7Lqz6r+IE54TRALOeUJcEk1lFbe4EzDAHxqf1h3w3Ju2wTO3zTO2UTF+lVpu+Msp/k/Xqe1to/7/qoTNl/N9/6nWasf4qol6F/Rb6L+uM95uMm6zyXxqpjWjqxan0xygL3qW71V0biUwx/Ew9v4ud7G2WcfLWe8CVbsbua3J4x5Bt19fx6+HvkC1se9Wct4f8Bz3hFoh6TZPt4qsSnFRadct4626GOJUWldG2fdS4+Zz+ZS2fPS2P7LLj5eLj72Xr3xy6xX1z3iWkMleQ2ef2eHmdMz3qn9flVcq8RI1OYx4F9V/UnFQLAgHFIlXgI2xkuMSPyqKLqjGidGUmpRGPdxMMfBvB/8qWoWmCnA+nHfl5Ja3Oq4zY3P2l4mzlejX0Vd/BT3j3F9klU8LESUIxyeeBB9weLqV8lsnqT6Vfdtzpv65e1+O1Pa+lTvDluMkDuGFCPExzM7U5cag3MUWGc/PQdt8Ri6GzpjYM2YJHyr1orZuxKHv+TR3g3o7vWv3LDx20azdaLF7JwFb+O9aft0s/Qq73GXO2ckBdk7mdH3IU/o3/yt/8eDPpuHwT4jfOx89dofMK4u/Ru3fPWdZsIRkf2dTVXGclv1Kv3g1OPUF8RHXPVHNayzqKoyoyonvbDUGarBqdGpQfok91dN5MSnqtpdNdUUcJLB4zysF1jLxk11IKP1VJN5rRnhTPXJpOJjNqH1gDI/hL0Y3CNg83rUGxKnCmsMd/mFPAfxs2Ln8kjtSEa/xpqtI3ns9ASWFQPEyJuDiovHdsYb5yE+5uNpcMWYMeA+A9/S5CbhSwEX4XH83cp4z2Ftepdggrbxym2z8dVb0BkONtqgNeBTnWqWumj9P3Tr7iDWOEdYm1ZUDdfa3eTi4wDw8dr1qNRU3fBqj0bjt9UWNgXr83ccn0pmQtvcOLV5xN4THzH7P6W/jOdEixMrcd7nhTvYPy55jSAwkAQu4gnV4fSlKhnRGtUizu9wWmtHWKNOn2osYWO5dq4O682Z5yAunuH6ZkY1hpPve3Ffh9QaxlWPPLB16s8KiglnRs8TW0vl9MsyT058MLb75pDuJ+BezafAxf05jdVOLRlTnDYmOKAxqcYitAVrRNosJu5KHnz9KzfNxmt31V6/YzV4u/hTO2fbtdcMvLELfKjmyCp/8G+XK+1WG9r/etzKxcdnjo+9i63v1+z+ZMGFzDq0OXL2+bXqrJG9O11m52qz7Qu3PeJSow4sBPReNDljutDq5BDGdKlJ5GqxQX+qlqIOATZSwEEyqbkNzvgcxMdz4KgKcEBjr99oUueozzr1GnZuyFJM/Sni4i1e8dybaY3lcr4h92XSnyJvyB5ZfiyrOzmeAW9vM35b1ppc4oL5b2pt8gZnLVCPExfv0L8CH7yJ+7eAi7UpY9buA6PgiRFoi8wMfKBxaLaM1Iasf/UmfKd7tua2UetEpOfvnmBj8wi44zieP9EsvtX2mXaJGVZvcV6Y7taqNUVsL0xR69KiqcW/8/940GfzMNhngY3Xrvw3wEatJrWGHvhW3YqNDmcnjdbjVht9OjfdmUFFTDBeRb5I2tnQWc0DVqnF6VPR58pBY8cL9X0caeCEM3iYC5fZ0AWJT1V7wSHs+ePchHHuqcEZH4prXTp3j0m/X9bOEYlpjeEDWy/1DrGRVFzQnlg9vmJjWNQW9KEe2x6mfQ2On/8t/Ozvj9oe2f66CSbw/LsjVnNM4POgv9egtxeY935oaoVZ/L364A/lzPZJr/DD+leuwX+6ofiAH7X+1duCEcGFzfcxTkVcbAEfkve7YnsHbgTMzhX4uI2cwx3UnrGUnf/Y0vkbLj5ePj5qF5ryoseZ15BaQ2c+btTOa4trLrzb5v9kbiG1eFr0uVy504C5DmIkP6g6g6+L29lt7I+VuVRFjU8x30edUUjbGYY53ftSAZ9wn0AlrL1M47b+lud4zcZvHzk5joTmu8kLTuyWuY23gIN386rV+drHVk+wn0lmRjNmW9K8+Fu2nuprIxYXAzbvN6gxKupy7iV4DJzcB2cszMOXWsXvMI+/xQL8oTTOfQvOfbP58IsXzfN/ddo8/73zggXq7w+/eFmuG6/eEk5xMLJ1vEVzG9Kr3G12LtOn6lHuaIiYaretzeF7DP9+8cx73/F/edBn8zDYp80dr17+WXDHBncCsk+8Hqey+8TZ++fMS2ePuGAiKb5U1Z/R/yN9qEjOavKs8EoV/lU1UtA4LmO4rKFKExMZ7WmqAF/s2+C8dM73ZH06Z/lzzg5nF3LXBvs2pu3sNOb95hJ2b0BOY1X0kRh7IlbII9QW1Npv4+u8U9T8xSObA2euz8ljvDuoftSbNnbL59+xmJB4VEUfy65AxqaAjQVwx8ScMSXwRXQK7yWDZvdi3uycSZitI23mw9+/JFh4juv6l64JJkRrvAJcfPm61Rzqb228ege+VbPEcVmnvgX+2LkE7rgZNHt3wRvcm9KjcQ3pp2SNZrvn9118HAA+Tt4tVu/Y+QkNNmbl+FSNdh+g1FvZ+ep+W5MYZuwJHOHXHWfCIY4ROwFcfQnNddjdAtUU8EHuGCpLDVW1wN2XjE3lVHuP232t40nV4EP43sMhrcXl/ATONXD0s8zVSWsslpzyJK99S49t3vvdgfrZl/M+aPX1gDXrQ5Ef+LF3Bl7AhY3dPh3D95vU3PfYAnycRZxbYOMOsHE+Z3ZOR7Se0KkldM4//Kn1L9/U+1dui5+1zhp1xnQZu2Jt7vFWswVdzlr13Zuc182/b6/MpaySm5k3deo0Q4l3v6v/50GfzcNgnyI2dl+5+qu7lzt292cqACOGcxToZzUFXpgXnbCzbzNao0v9bbEgV+KDnOG1vhZ8ZsEH9XvSwUZecxusvWWMqpS1+fCU6nDZF2vzGlMZnbnDvbHsFR8IaV8s/SypbbL+kjMr54nlCXLCO/1Sa6s57he4gb4S+YFa4u2h+vPvWh/qLZv348ffAS6ejRvzaE57wSsz2tPXzDk73GfGepAAMNGq/X04+9r3amO34IeNV+t8IfkO9o+zboR9HSfazfqRJvhU8KfYu3wL2o41h9zzy7nG0ZLWGGRw7R2o1jr9/9DFx8vFx9YXzn5u90zz1zlnQeaO3PJaXR6QmSOG/lWn3UXDPIfDHTRnLyZzf8RDxF6JD8boiY+Q5ZAwjHvHM1aPcx5uRXtiq0V87f6U7CsWDuHejWk7x3AS32cA338oqjwyGNTZbcyXr+nuAO4jk94K1s6y9kn2w5YsDqi3R/WeMdn3xtS+PmGf66/rbuEQ+5r3gYP7eLwM3piGxuhflLgU+133LvXCn0qa7WPM8TVrLaHEpe5Jno/YID+IbyX80Wgxgo9JnXqr2T7ngy/VA5/KY/bucF9czOw1xky1E3+nHvijvrTW4DCm0cudDJnB7/r/etBn8zDYp4SPnddvdUgN+8Uuo9rjhZwg66pa7Oxo8odgwtasMx7vzDkkdnpS+5iR3Dkx4ktI7LfakxB8MOdRS2Qknivz0yt2RjRnp48UNGbFHsCZotZWjaZ1tkIlqvGrAejvoYjqEs6LWirIzlfpqWBNB3ddyt5LW+PxtXHli/cmVFs/G6pj4xvwj745U/ezBCODihHuJH8IW8Rr5rTXteaZNntXizJHZOdUGFqjXXnAxmzpO+3n/Fibznw48fB6k8UHnjsGnXHOD1/KZ7bOeszOtZDZvRM11Wb8jRrxN2sFPoLk2DKM9WbQbnne5/6s2tr1Uy4+Xi4+tn7vwm/snPPsMXaifbPwq5qCwhmGPhU1B3cL+OyMaF+yPk/d9nVUZWcsMMHYVk96HxdVT0xrDz0R3RUbw3mOcM4VcZKQPEetzPw5+5pyOhO3j1igFknrTJ6xrGKE8z95T4wwnjUcV4zMZHQPAOe8ya7k0ToOno0oBpir4JXPvWO5hI//aBo2o7hw8CE1I/z8afhUK+CuJeAYvHF3EJzRZzV4h/pT5AknTkuc2L5XxmvrcxTAK8fazAauG8faBRe716Nm52rYbEOHb7P2syFi9u5Bi3vwt2xPSqyP2KiV8XMMAstDY3vVtq5//LH+twd9Ng+DfY/Y2Pj8yZ/dOtr8l7vsYb7QIXW6nMtjoDfEp+oI1+cb+lRz7M9Ud2YsBDW+UrX7BwQbrDvxxfEc7nviUntYCyQFG9VG+G9RnGuJ52Zl7181m1QOKaW1n4N5cuKDs9wYy2IOZCCpc3LF7yrorFzGfjmThHl0znvjDgDOXWfPKus9yBnvABvv4vrHs/qYvOD4V9+A3/T+tOWXMcXFkwHhDbO8YMz4MnyaWVO9Xv6IBqfmJi/s48NyiPhWsmegTedGgys2j3fCf/IJZ2ydxfVyAL5U2mwDH7u3Y2bnRrfYXiMw0oS/G/+WfM+hHo8xzoerJ3DzY/9/D/psHgb7HrDx/H87+rmtV+88Yh0154PusH76mqfuVzFeBWwYZ++ZE7ti3sObqPMI8+R+3WFT5cfoY5E7qDe84A8P/KIQsRVnzhcfx+MUY7xp2aXMWpJaPq27zVivXsTXKFn+6KMPVarzCbExZfUJY7/cYzNjZ1rdh4ZYYU9SWeeGPh1WXLw7aTlkSrHxpvWd6F/Rvjn3QiwLn7cyLHOnzMQaft9xs3e5aLZPRL/Nn1Js6H2T1o28YWeKWGxsEEfHOqG/u8wm8XEpaDZPe3ANCHfQp9qDP7V7J2h2OIP1HnR5IKvWndAafy/8rg5/8BP9jw/6bB4G+178qi9eS0jt9Lkus8v5F9TmdmaVzDt0aqyaeuw+Wdsr22lrFJ2advpUxEvY7nWijg8oX1S7gQ/yRo/ySM0fAXdwjzJzXficLLCVTenuJjE8LiTqPCJzQXt1zjr9K+KDeJm0HCL7ju0OG+qPedvbzb5u2lvkD9gfgTu+Ma3n/y3rY9Hn+vq41ehDtk9jzJiFZWOGgY32SfibZbN9MoHz3qUa/HXVGaw938eDzDLk7o1mmW1IXGye8gELsFNewYbiI2w2oce3r/SY3bvQ4pzT2pbCPf7e7bhvj5s96Lu9rrjWpyV7a9VmT9cn/h8f9Nk8DPYJ/3abv3v+5PapjtrOWfhUFzt1vtt1ne0m83icnGCjxYjMdgu+0Odhd3WwDstrOcVn9w+QP4iPTvYpWN/K0RwBYCyGj4eAE+5xigIzWcZ9cd+bVR8ry/6RsHLIkMUDuYO7OYgL6nbmR2YcfOR1B9pD8AfnSFGH0L9izeDb4I53YF8HNt6fsf4W/Kh3Rmzv+KSNc7EffExq0Wtl6PBGxqdK0OG9ZvuYXzCw/uUbEnvaOvICNiTf0apahHNGjnWZ7TM9ZudyDJjA553tMVvngYuzfvGndm7A2LN8V20PWmOPerw9IXnWqpfaA9xaGKiCNy59T/7zQZ/Nw2CfhDd+99w/2jreur1zziu7CVRz9NiZVXZXplOry3iV4KVH/StihPWJbbbvg72Cck3aepO07jkjNgIJ9anAHbVISrERwuNwQrkjkhCNLvyRTGhP4HCvzgVlntDpKSdPUJfzntfZgvWrCjqnlhghb7BWkNqceoP6/O0xxcbXgI1/vWB1hsUEucOpMaQv9njOcE5kLY/X3RmSfZec57l13C++0tbRF+aHUF/AnyJfcOef+E/HPbiCG84EoTUCZvtCWDhj62LAbJ4HXm5EzM5N6PEb+NjNgNm9R2wAE53kjYjtkYE/lWIOsLhV7er58veqLQ/8bB4G+7i88X+c/EX8r7+1fbrdaP8Tc4E2L+5wRaOd7cacYKvNezDn0R60vYLh+sxQ2UEQ172zND/xwhqUiGCj2hVSnATxGvZ0JKxfRd4gZ1BzsOYqx/x4XuO63APYG9FzX4nrTBJqDWiMaims2CB/LBbtjgzojSXWFY6r1nh/Tn0pXulX/fGcxnCJj/fUnzL0r97WWBfzfooNxqjGZI8447fbnOdp8xobr97br7mVnB409+axLuUMiw1eP3gFep2+FXiDOmP7agi4ADa4r7QlDSxY81J3DwITGY1hUIsTH4nMt2p32/6n7xkbLj4+Nj42/8XpH9965fY3Of+CPtXOmXbd83TX5jhkFskL9VZN9kr+YO2ugx3iw2PrFPm8oz+cXR1++AtdnM2O1/giigdyRoI8kZK4VS0W0/p1YoP9HcBElRqDHDGEr5Pt2cdEjbPeHJ3BXTGcGUpsEBecVftwQGNWzOW9P68+1DfnFR/U3tQX/9e8YMS8P2UMNQd9K+r35WljZoCN4gP8HSbM3hWbDz/ht7OnNAa18co94QvuoBF9ccJrNogNYoi7Mc/QeszmxRD0BTERA1cE1ZdqgK5owu8bL2tcinVpnO01NK6xKfYSsyfMH/2TakPrf/GpYMPFx8fHx5euT0qs6gz0xgWv1FDL/gHiA3rCyKx1zQ0aYMI48xCpNxx8cPeysw+NeIjYmbmMYbH2mr4V8xzBhMapvKzJjiomiI1UUv0p1loxz5GPqrYYyWj8Vvb+FTQfKOe/pHtsiINle/9kWH0ifmytX69PqCemFSPMcZA/WE/49UnNb3yDmJlWXHyNsaox6Qk3s/dNLb2K94I53ZN8qQhceHSmJ/0m2e3XbjagMTaOMibVqbob+JErNMbGqW6zcaZbuKLa3mv2GnMSl9prBC66wBV+YMKXBfeNao0IuaIyAI2B+yJzf4zf+ieAjZ/41LDh4uNj4WPz9y9eJW8QG5y5ILOsuJ/jZvd+LFdmS0tNSY/Wtje80PPRaOuvJMYbr9eWEB8hzlxnL1RGccEdT/GM9aXikt+oJcgf4CjmOdK45tkbCMsBb8WoxqbKMdUW5ArOsXJyftQU1BK8vjepMalHwzpDirsAGKd6d9pyh71+fUqNOQ3igXnAP57QWnV+nbU5YOOhMell/J6Tio2LvbInWbHhVf+JeABPrOO6frRL/KitsyGzdS4EHyoIXAAj5wPgi6hwRbWb9YM487EBs+dJCV/ssZ+4AL6oDIEzRhUX5X6ZV1QtlXeroej1TxUXLj4+Fj62vnDuV4CN7R323Vz02r2A3XYfgUex0Gjr2e/ae6ndtbvPXtxNLryRqu8GJEYYn6LWcGJUoYTGqFibS2zE46q/E/j8FCwbUWwwp1FOqL4YSilnME9OfHAn5WzWcghnHZTUt5IdxwPKI4+Y4xhXvBATEstlrGpWY1T0q742VucM1hxybsL9JWPmHis2mqZkJxNzf+pTdUKTe2Rmumjuk+AH4ILagv7U+olu4IL5i7jZvgxdcS0iMande8z34Lxnxkw1OwwsTGiMlv5THs9z9uMQft4R+FRF+Fm9fcBJ8S+rnd3/y2eCDRcf3zU+tl9veFfyHOft/kyxLpn1xplWcv6dnKAzu0fiVVZ70DzWp3JmiTp7bVirTnzEyB9p5Y9wTPmCmCA+IsBEknFdXvG1c8BHCR8rJxUf1Bv9CcUHY1Vrdtb/tK1PpM/F+BSfW+YMnVGtGXwGLDwDBp5YLeHErr7haPEJjd2yXp3zQPF5ZnXBmOU3jSnCr2qeNtXrI1JjuHMmpFr7SCfwoHpb7FRANcapHuELxmm3LoXN9vWE6O7dO9DdreCJ7rzWTFWAj74BwUSN1/KgcsYAuGMUWJ2clF0l1VjqWa2r+2/vHXfx8VLwsfXFy69J383JVun3lxqra3b/2S2P7gO869/f7aR7M/3KKU1OnDekWGFdCeusGNNlvpw6gz4V9zoRG8yNO7GpQMjGqPg4ojWIjFFlgJE0LAcbSClvODEq3s9z7uCg6nRHk/NKTc4Z58QF8fFkXOqjxK96a1Kv71lM0KeSHMdQvV8cWDJPHhmz8NSY0iP4jXPABvdcpsAVXWYLPCG+02ng5DRjtGGruYGFiwnBxNaloNkGX+w1QFM0JrQG3aO9ktI/XFA81IbGZD9JdWRUsdGP54bxM0xP02rVeDJaa2j50c8UGy4+vit8gDv+WOa1Cj46dKeN7Hzq0j2yd3R3pvaZ2zgvNcd+HNen8V3JCzq7yRN1zkjy3HOOT1ZjVMGYzW8wzxHVaxTPVXDe01ZzFKIav6Wx14OzD8khMgMxp3s72Gs+ntXHxAd9rIfMU4xrTe3+FWfx3RljiA3GdpnfeObMM7SzqcAx5s1nxjz4GnjjIfA+JbvDWWe4DX7YhM+0zf0zp4GJ0zFwBbEBbriaN7s38+CJlOiLKuOzbaxD7tP4LOukOOOLcyCpu1lLCEzUuBNtHj7exITunh6bUJua/Ctoss9/5rhw8fFd4WPrC+d/RfQ4jX3N4A9npyxjuhq76tEdN1c7tLbE2WvD3EaL3Wvj4INxK2qPkK3BZd4v+oJf1QX+6fTX/Stig9ojhs8rZzRm1Uu/C5yUxvfIh9W/oj6nf8W5PeQJ7l6mDiFO6F8t2pgutcd9YmLC+laTOjvkbeUO87UZ9a/etD1OvL6J5+YXjZkCdzCG2wJdcK1feIPY2DoREFxsn4lBdwMv55OCje1LwMJdnP0m8EITe+s5GxX8EKKeGNZrnPEnPFcZ3tfftXHGDvB96EtxX/nQsO7YTaUe1UKRn3tp2HDx8R3xsfnFS00as9Iaq53zdt7bbb9gQ/S57JhVnV69xRm7tE7gRnd76HyrqF6pP6g5OFeauoP4sLNAa176X8G6fxWJKDai+Nx8SvsDiQ9q9IKtH6FWJ59kw1qHSP1B3b1cVv+Kmnze9qDzfnnA+ldjqjto77AmlzajPhX9K8Z23+FczzljVu4bs/SOMXnojQ7wxjXwxumo8sWpkNk+B0ycTcKHoqXNDnCxczVldm9z9how0N2vuGCfax6+Ugn4yg5oz1KGVlRckDcGh9WPGgdGBwbEv6oND+9Wvb6marD7cy8VGy4+viM+tl6786ZojzNtWoN4sUvqrKo3e6wG6RbfSrTIbbs7kI9veeo5Qqf2ypnLzrkMsbxevTZ3Tu5gLpA4Ye1hOGZxElMfK52q6/NgQPVIhHsIu/FcSPFB7UEOmbO7ySeBwznmA0uqSfgc94/RryJ/UH9whgh0h3l/XrU5ewXfBS6+PofH4IxH0BqTT+H/wafqWTW122Nm90LG+lIB5YkLwMOVnFk/yrraqOjuvcY8/Chgo71gqt6i4iMJfd07DiwAY5URiUcxFlUbsrgYHVVsDAwqb4wBq7n8/1Pr9P6PLx0XLj6+Iz42f+fkT26fbt8V7qCxDpGz+DhLlzPHiA/u8hAfyw9MOPvKvTITrurM9dnfjWb7zpnrkNxHQvnDF9XaKtZZ+cJaR9LD2is8H4xobpAYibPvkPMxfRrP8vkUK4xlsdeDtYfFsPpVY2mtOWS8ir21vCdO7nNOIbCxpppC/CrGdN8c1xpd6esAlzxdArbWgDuYfxl+H+zmqPpU8KV2zscFF9sXwBlnY2b3Ws7s3e41e3dykvfeu0f9zbkswEagIrkM4qI2AmywfnGCvbbgq8FR3bkwgp9rckJxwZ1WjGsHQyO1u40/eWDYcPHxd+Jj6/cv/TOZvc6YLnPl3AF12af1VrcsfwiXdFtckDv8Utcuep35D+6XcGrcpY7dmX2F88u9HEEbw+qOKXewlqQFn+eNaN6c+IgwlxhWjAS577xHcUH/KhNVfMhcRLxuMK4anVwhOiSj+UJiYw1n8NmUag5yiPhX4zqj7e0pjV/xYw/mZX9frQ3P38VzDfOKjYtZ8EbU7FxMCV/sXi0IPnZvgCtuF6E1oLkbgJG7aak9r3qoObh7AfhI9+tutzJwMjwGTEBPDAyprugfEK0hcapB7kzsfV7t9Lx6oLhw8fGd8fGla76dM/SpumU/gezwuOy1O6BsDOsK8HHD4gP+1X58t9HZOxu1+6AiVqPbObvcm+aNSp1VrYv7WcKKCV7bA4qXjoDGe33wn/wBtaj1r8IB61cxDxLTvDnju+QNqS/p1TwH7QH7+cY0J+hoDnLEuzPKHe/ZGO+7C1JLVesDRjpwvQns3Jg01evD+P0zZutMCL9/Fvoib3Yu98p192YvrAgDXm6BQ+5moDmAgw5gIzSgeT5qjeEpnatTHtIYVV+/7pketPm+IRvHTaafVFvbf+HAceHi4zviY/u1O484w5Wxq70r4IXr8Kmu6440znUlXmSOD3mDOUKpuYq8sNMjorErx8dqsvW8rNGVml5bi9VKLPXoVfDB+ni/4kQMH/Pgsc+v2KDmiDJ+FVRMZPFcX1j7ZFlTQr7Yj1uVNdfBPPky/JbliuZAqD3IGcx7fA3+ztfAF8/u69yduxXhDcZvqcV3L+bUlzoPXXEdHHET+vxKQTnkOnAC34r42GsEJlpYKzigsSr6VCnWSAEjfYNaJ9UPDEzPa+1UiTMex5RP+irb1Uj8TrWn5+VrcBcfHxsfz//Jkc/tnG1fBzZqMrOSO6AudMv+WfaYV2/4pV9QeUP1B3FhmkKaL6T+oF6/bWNYTv1Vc7C++4PYcGbGMUdCfDT5uOtLzRtWv6rVY30qv/pSzAtSh9OXYq16f1TnkrD/bySleoO6nNggZzBWxdwHY1rMdUiufEQ5hLHdp7guARe94JLb2s+0d7kf+If/BP29RTsb0zzf+aQY47g7VzJm5zr45Cb0+c24qXaWVGsE6U+RC4CBHPgiD2z0TwAT+L5DE4oP+FeS84PuqBaK/7oWjvzqgWPBxcd3jY+tL5z75e3THTX6V8QHez1Un3t1jyD3ATv5j9u+ek27YMOaMz+xqWe/plfzhyH9uFPb22x9MeLF8a/oW7G+nfErBxsxXPtidsZ0QvcEcv4I71nDTnxwJhxjVQu21op8Qf6QOkTO2hnSekTqjvfAG09h88BIFPi5A264Upaevx32bhAXzGtYbGyc1Fz4Dnys7UvAyVXqDHAHfKq9FtbXgjuSOO8JYCLKmlrwQi9w0gebBCa4P5RxK2gQ+lXVoeFqNZaI19o6/4MDx4GLj4+Fj50vXX1t56yntnPeq7nBMxq7Yl1i9abfag6f5kJY224xUb3nq9+zjrfB4sHWK0pPuuWT/fhWm5NvD1l/yqe1JcRFEs+nYTHGqYKKBWKAezTpW5Xw/FhK9xRIPLdXeYJxq4VerctlzvzBkM72lFr2ftUj94GROdYygT/ulcWPkl7YM3FbO9Uj3CG5cPCFYATP7VwFb1wDJu5CkzP315o31a5e1eM9farJyR3sXSqOWMP9IPA5ASyOgqdK/X9R64n87wd+/l18fDJ8vHYnsn0avhX4Q2da4WzfCIqJLqc+v+HTPbSNwXpd4j2/zPWpwc9y/Kv9eJZcuy1ufPWdINQexIWHtb249+PrhWHd0DRJ4KQQ1zw5fahiSHVEv9XiozHFh9RZ9SpP0H+iX8X41QM8Xu23Nbtl1R6MUXEG7jK4Ywh+Vc8csA4Nfk45Y+OYV2tuj/sUG5w5ci5hc+IJ8akk99cEf6q9Av5Im2pbwVS7gQtfUbkjyphuGbgY09ls/cDn4qL2pud6x2pdvv/4wM++i49PjI/t1+89lHlW8Kl2TndIDGsP+rx6M2zjuwHtqeUOWhp3bhIDMrskqM+1RjSPLvlDi5Nbjh7xW74IWr/K5s79uAbDGqeSWl2bH2ffE/0mYoS6Q+p0c7rjhpqc3DFjdTnnua1W6r1Q5A1ihf1PzHvMU4uAMyrAiBe+z3XWiuSlX2n9jQ6pvX3+SrP09G2djYIzAuJPbREbV1PAB+dOJSRetXsXWLmTkp6NPad+hNxRHFUbGJceP6krHB37oBpNvHLgZ97Fx/eMj61jzX8p9ezkD/pY57pEm6t5dYc5d6B2pWRXs+YIbR6d+UHyCTU6scG6E6d+8V53PWbV4tfZcV249wYUG2H4Ugn2Q8GKttZqwPZzzPdpvSH9Ju4MHHXmhSY1dkU9wtm6SzZ2xf4Pxm5XbZyXOY8lamJgpwDc+OHzXC9JPnzjiMesv94ifRrrx7pFa6yzH5y1uGdZfxs3WxdjWpd+JQZ8xOFfFSRPLnN2fNAu4QGzl8TXzNl6KsZrh/E9J6cZy31UiyYOT9zWxccnxsfmvzzzn26fbDfb3Cdxsl1z58wRXrK5jxvkEerxGM59wNZgae5ceOJWN3RKh3CJYsZT7ytssrEqxmwZq2r3S02izCUJhLXuKpe0uoO5v6jOm+bMKubHGa+iBumPK1eQM5gPpK8lej2h2Bh/IQ8iuRD218LvHwU+oJdryUn8fL3gx5TZhB+1zl00rwEfJ7qlV4OcsXGKvRohwQX9qq1LUdyHJV611wrfyT9i9rqAiybgw899byWNU41Ow3CdWzC1lTXGbW9Xi/nDFbd18fGJ8bH1exc+D/7Q/acn2mAtWnt1Gbr8Zgh+Fvwg7ly5aWtMrE7f43zLa12Kh5usQ+lUf8qZU83a3VbuOui2OQ7wTDvuvcBHOKx1iNIPldB6RM7p6WfPbEqxUQhrnoN58lE7x4p58rF0HR/TtrZ93D4n/YKc5zYPzbGEzwU2iji3HROiwzeOdJkPX2kwH76u+PgQj1lHtXGqx6yf8gt3bJyBn3UR2LicAG+kzPa1qNlrBneITwV8JMAbrFEfBCYmoC+m4buNTcHG/xR4/+8O/Iy7+PhU8bH5exfbto42mu3TXcBGq5HejzOqQbgrWGZd3ehRP4uxLOLjerfGsnh/tVO1+R2N54pf1cQdX37V4vSpOmwMt82nvhVz5Kyz4iwr+lesReRMkomizj2kHidGynHVIpILTNf7aUcdPZLSnTiTTs8ga3YZ34U2HsW59UOjtwyCN+LqU73RrrgAf6wf6RDuEL+KvU3ExjnOEmEsF3YtIbWH1ON7TSmzFyppLW6ZWmNYNHh1dZW7b2q1bL4M3H+6sxJcfBwOfPzh1ent4y1m61iLxUer3ksPYbPsmxc+cfytq17JFQpGbjA/0i6m8SuNXVGPGOKC/lVrTz037rWanMaaQ/IIZx+yT5AzdKk9BjMfne1GjDi1upIHySguiJGJTJ1bZLdBUX0q8kZiDHojg98J3PBqE3ij0Tz/CrgDmnydPHKk03x4TPvDyRm0zYvs+eOsnaTUHQo2OnJap56taM/GEHDR1w+tMcre1+fVQPB7n8t2WOygz+ZhsG/7m2y9cvtPN484vlUbsNFk6G+JDrn4Qr3iRY/NFXrtbFHVIfs+lo3n1hze8Nh8OONU3SGt0Y3ZGnbW5hIbxEXZzpfOxzR2Rf7g7HXhCrunYMzmP6jNxSxW+HFq+EnOaOfMduiOPCyBs3u312yxF5w4+Oo985ya43XwB3hjnZjZ546gWefcnYuczRYx26zH7SpJDnCvmTOfizqrMFWQfTNSc1jsA15yb9cikf/8wM+0i4/PDB+bnz/54+CKPfIFMSH8cbpjf6bPfsxXZu567Exq3F+GXe1SbNwAt1zrED1edfY6iyYPKHfQPCHFCGO5jFlFbdyK+MjF1Ti/ZzCtM0Jl9kJWdfqI9av6rU7f97MyihXuL5gHJiZgRe5Lwvv77bz0bIjeAHf8f1+6rfigfwXO2DgdtNgIiE+1ebEHeiOo89nuxM1eZ0Fm7uz5gBH2inMHImdQlQUftWo4Gql2eT/7fnAXHweKj43fOf1r4ksdBy6Ot9n4Fftqu4Q39ut4acTHVa1xF+647pFYLrmDeQ/BxD2PxnFZs94Z0Fiuh/W5gTo2yBvsn41H1Ldi3GqQOXJqD/IG96jF6rs7yB3sp2XN7pDdV0BfijPa58t2tzOMNeTxIfBGUbFxvBt80Sr2wVeBka/cMx/Ax/rwaIf4VOsn6Vf1QG/EzabMUQiDOzjTMwN85BQb3HMZ7bVzFBjH7X9e7e75woGfYxcfLwUfm184f0y442hzXZuftjHes106++qi4oO17YIPxq6uaxxL8uW3tb+21sx4rkfjVIKJoF79tq+DujwUrvtXzAkyrku/iriYLauvRf4o2h4P3ou/ldbdNpyZyFnUs3322o/XsL8IFsTjOzndJ37cB1y0CSbIG89f78C1Re7XT+Jjx6E7TnqAC2iOS36zRWxcD5rdhqRiwwuMMEbF2O2Yxm9rA4N/it/lHxz4GXbx8dLwsfUHV4KiOcAfO+JXeZQ/zlvdYedRy55B8a269rWH1PHe6jR7tzqgOehXMU/o0StrDWmsreoOK5cQJ8x5BMglIeWRUEhnlLCvnPOtKjj/w1nV4zRqc9kryJnrZd1zM437+YrdeYP7ckl3Gt9Ka73ICT+wQTy0Sfz2wyNe3LfqY3DHh8fIH8DHmS6zcb4L2FCfavdu1Ow2am5jL1nRGqrhSY3fZosrNV/ou9/j9/1qB302D4O9iI+v3Fxw/KrtUzrrivpDdMe5Ttsf1a39H5fVt9plPJd6/DZ9rA6ZyyCzGe6xdrFTsdDqV1y0dCuP9HDWT49yCGsR2TdLnHBuaCmjuXPOthovKGcwjzFn9wgSB8THKPcTAAtLA7oDhz5ZPzCTGgY+i1ovIhzRJjGqD496BB/CHW+0mQ9eawIuusz6qU5oDg9wEYIeDwAXwMY97pmxc2+TnKvAPo6y9okX+/qqldL3Z77Pxcf3ho9X7/yp+FWMXTGeu6/NOY8aXHGhU3dEXbH4sD3oTk6wesdr41Zerde926X8IT2BnIWFx5zfw9gVuYRxXWoR8kaSO9NgWWpzWC/33kR1Lgnrplgjwp6OyYLub14etvUiWc0hVogNPL7XK/PZ1o90Ql80AR/AxhFoi1MBmdNGjUHO+PB4OzjDa7aAiS32fjGn0Rgze+0pnWMYyasGl1m3ZdUb8bT3wM+si48Dwcfm50//KPTGjmDjlOry7ZMtssNg+5Qzn8HiY193+Gz/uVftjp1hwpxgS7DOJU2+es7DY2O8bX7V53E7/y0D/R0Iam6QsSvWXnH301iv8oOzh1biUyX1r6hD+qI6IyraDy5LSJ6P/pRwxpF2zYlL7NYj9iF+F/pSmxd94AzdNUNM7HUXzF5r3FS9acUF47fRpKmyP7wEbMSSn2yH3/ezHfTZPAzm4ON3zvyy+FUnuOuoSTS51JbYK/OC4ldd1DlxL/pYjFvtXu3QeqvrWo+ovbUWK8x/MDfIXin2QDHGS3wwh86cCP0s1pdwvlU0pHjgrhtiYxWcsDyo2CAuWOM+3avxXeZHOBcnMWp2LsU1PkUfSrDRuZ/TEFzAl/oQv9s6sL9xFloDv8/mFWC8OQosQF9EgIdITndpxMAdaTzO9uqc9Eg8deBn1cXHweLjX539w+2THYIPwclJ+FnHGo3TXyvz4cAlu7KnFvr9fLvMqJZ951c9ts7Eo7Pj2FvI2hLmC2/qzDjOjqPVmn3KJ5IvZM2V7qCtDTGe26s5b/ZE0a+KA0dzJTvzkHPWp+BLRRU/U/C5SuCNrpLZPBMCb/jgS7VrHlyw0SM9GxunWUvlNeun8Rw4cQN+4vY1PzR4EP5UCPjAtT2kO/uiWd0zQ1xwhgLniwRCfQd+Tl18HDg+tv7wWqfkPU6p7hAdcop5QL/iw+5v3j7TAmuW6w6NOGGO8KrmCsXvuuaRGl7JhVzDx6+24L7D1GSmovW1OFM0Qy0OH6qPe8vzOkOU86dZi9hv6xKni1p/y74n6o9ZxqqAlf4J8E5Fagk/fL0TurtVeeNol9aJHFcjZ2ycZXyqw2xdod7wmO1bPrPbFJY9r3veBHyrpPpUtGxB9s3UyBvxRPjAz6iLj8OBj6/enGDdFX0pwQbvjzfLXIYdG7/aPtEEXgGnnGgWbcJ6LNYsOtxCXtm9gMcX2oEF7o+KGtMcll4QqVW861Xu6InZGYmcjWhr2llnNcJ9mtAZlaTWijBWxRzHmM17MLfBmZv906YWHJa5IevMbRzrBmd4zPMjGrN9fqTFPD/ajOdh+FnXT7ea9XPtZvMquAM8t9sIzcE9Zf602esBX4SgyZOsGYFxd0A+v1X1B08f+Pk8aDvos3kYzMHHq3ff17xgu2CDGmTzSINi4TR3hN1Tn+ukzRva5xUzzJe0Cj7ILZxxsnOxQ+dYN4R033mz7UG/21GfyU6twVwH8xxjBe2PZa845ypwXu79fu0FfACuWJ4yZnYBr50HtkZNtX1A+peIi/WjPrNx0m/WT3rBIc3AR7P5q1dugjPazfMT98zGRXDIJfysN4H12/AD25kXh2/lT5q9RF53zXCXQA4/Qz7359XW1l878LN5GOygz+ZhMAcfR5vXt0601ut27bnf97fYL3WCu4kbLHYaJaeur2nR15+2fhd8rp0LLVanB2T2z+4VPGbusKnL7oKKaw8tY1WMz1J7r9o9gZyTy35a9opTe6zOG/Pu14y5/7bsiN29mTab58LgB6/t9fObD5jrOAJ9fqIN13vQHPhZL3aBO5rFp9q82gls+KE5wB0d0BsJ7tzIyiwq7tqolSvE7FrN6/vpAz+Xh8UO+mweBjsiPYM/I7wh1rbvWymXNAsWtsgXfJ69U0eblD9O2Lr3U8DVcbzmGLBzqlnnWV9skx4p6o7qPa/VHT6dZ+WzM0I5iz0asP5UTnPh1OOso+JujmeL7DMyZvkZuOMt6JKH4J9hzW8w703fiv1MrCs8G5B8xjq4bR3ff/Oyx2xd95ntGz1m5x73hQMX4LFqVxj+VFJ2lMnc26FhzvVcr/q6Lxz4eTxsdtBn8zAY/g5bv3v+f3VqSdR3ahVcOD4WfavNNxr0/o17whWbb9zBxy2XvH6vjpnTbRrfOteqev1Gp6k2ABOBuOYC6VexR5DckbC7BLlHkPEqZ870IHud8H6+9hCYeYTXrMA/G4XO7zWbZ2LCG89fb5IeWIlP2fqQdWB1/WyHaI0txqhuBYEJ7qQBJgLQGPk+1RkyI93OTC/1Pap1eD69ncg/SHbQZ/MwGP4O239w6azOgmvXunaa40+9flfOP7GxdaRp37fafAPPv6a42XjtDu5vy+ullpH6w8a1WLco3NHRY+cvMBfo4IP6I6T8wb2B3GtDjT5U0n6/oTVwzaTM9Ny+mAFvhK3e8Eru7/kbTXJl7Hbzkk/qQ8gb2zeADeZi/NxdBgvDeqG7Exnd+QpOqg0OPa92B84f+Bk8zHbQZ/Mw2BHOor4c2jphewYZ42X+45hiYQPnfhPnf/toi+BDeIS4AGb+//auAy6qK+u/NzN0kCo21LFiAzuixooNS+w1JkoZ6QMMTQTpDAy9iRTpSBUQC5Y1aoiJMRqNJmqKyWKMUaNJSAxDGea9Pffe0bj77bdfdpMvM2bf+Psz15nHCPfdv+f8zz33HPwesileccTGIA3vRzRId2AK7jWFz6GjuC7KcUfnaDNySY+CgjziW6F83SZVX02Uq460OK75Ab5VSguufYt6lsklqIZhEYlV+ZK9cKTDnyK+7t6H+wkopIWEFzkqP6oU+FBdR2wGshXHcX8Nhik/eAx8vP5qX3+aDnWvTU0AzEPnrqhz2LfCPWrh/2FJxnPfiZyRyiS5vOgZrulC9gPZFW/ECcQhKeYG0ihd4oTn/EB7IIrwFFW9q3yc665EOe/ZqnzEMlV9q+Oq2oetqH/mBfCngB+yY7hOOuJG9+5K7FMhHY60BtoL7wjMJvt9e9LZnniUJwJczCwl9qIYeHEQOFFfR3woGOO83ubmT5mSMge1r7uXBepem5oAmIcuH+kdlLuOc3VDc7FGJ7pDhu1Ft/+zXPdsrE8Qd+RuUazcPRbzA/taXgnEHwONjviB898j4PMiM4hGRzYEnQlBuSSIH0ijFxUQ3VFTRGK8J0Ev156BaxswJ5DN6PBH8akCXC/hKaqhgM6Fh+UB9rFdEfCzxmSxClSvNAc0dwHax0Bn/cB+1KBzI8CPMngtr/CRMiPTX1mkYfXRNR3qXpuaAJiH7gBZR7e/jJw3RzbANxmve6I3krE/hWJXmB8oP8tPRvwp8Luwj6Xyr7p8SQwLfVZPCIrzJuOc995owhFc9yq3gNT1yd5H8nbRmcHiArInUtLM9sajvjNleE/jqXcWzhORozqfISW4biGqldCbVAXjXFaRWETitSn7ST+/ihrUKwDn3OI+TFXVT5X796cwsmQ9ta+1lxHqXpsagB7nYMOe3aq8ERSbRfXafUkst9Mb1rtPMubILzxIJHFdFPdFfhWyHT5SFa+ARwFkHwRxA51L79mTgvNLFFFpJNc9Q2U/nvW8yVOdA0ktY3vjqknsFmwGzkmH56dembg+G+k/g+p5qs5noD7J+8GPQvvfBaXEZqA6IoeAG7V1Pcqy8komM7uf2tfYywwNWJ/qhkK0W6DYk67E3MA2JFW1f56M+YH9JlW9hg7Xvaq4VTx+JvpcinnR5ZegyltMw3uDPaHAkbBU4EgarHvwtaJScJxXic4UojgvrglXhPN3e1Ed0njgRgD4UqC98Z4G6g0bBpo7FvVHbgK7AbYjDvUQB38pE3hRCH7UgSrSd6YcnkuAH83HGGVJyWkmKWWc2tfWnwEasD7VDpgHRXDyI5x7iGom+pE9dASsLbyQBiEaXO4eA7ojWhXzjQNOJOIcrE5fZD9kmCPdAfBaoAxzBNfCiiL1fhBHcD2TtDxiQ/DZQdJvqns36uFWSmyHXy4+y9QVWgzcQH0DTgKOg8Y4yPamo9qexaS+Tk0D4Qba52sCm1GYf43JyeW0N8eP350fXW4R9d2Bqtwqf1K7pNPnmQZJVnEkEdsLuXs03usg+VjJ2CfDvFDxpNMXeBMIfw8GriEfKyId1/zB50BS88BHQvuFWbhXrVKGzqyDvxRWgeO4yGYgbsiDwHaEl7DKjGbgwgm2N7sBUMv2FtWzytI6osFRXkjjYaQz2pR5f+IaIhw/1M6PbufQqaA7lCie24Vr+6QCJxIJN5D+8CG+FtIliBtyj2gW1SDFvpUY7RGivcFEtlMMfpcPcMcf/C0JivOCTZFIWRzDis0mfHh29gNBBto85Sho+Hq2M6iUxG8D89meSLATUtDaqMY66nOJzrtWwbihhdRGRzqjpvY7ZeGBYCY1/c9Xd0pToO61qQlQzUWnKPII8ptIvErKkhqK6USDeKq0xjPN4RWLx6iGdRfOWYyHZ+JbdfnD9/rFgfZIxkDcUESnqXpuqs7VolwT0NZMGqz92Ga2O6QMeEFqQXeHg11JbwSfCvynzCpSr7D6MOkzU4fOLB2RK/MLM5j0LC4mxfHjj+PH1gDLTvf4x8RmEH8Kj9Feuaf0hf3yBGw3iA1JxByRe8ZgH6tTjHgVS/iB41fgW6G6JirbweQWk77OqLdt9hGWyWrFvWJx38sw8LNiK8Gnqif9X8vAXtS2kJ4B9ajf6xElU3qwmckvsFL7uvlvgbrXpibghfno3BY0F7SGHMd1fVOxLse6wy0G8wTlWWF97oO0SPTzuC7yqZBWxzYEfKruoCTgByCM5Lij2K4SnastAH8qtwRsSTngJMsknQPuHGd7oqrZ7ghS/1mZU0f6Ilc2kp6WqG9f3aFrzP6Cl7tXwMsIda9NTcA/zEnn66GvAUe6/y6GhfN2E5/rdMwP0Oly5GeJE3ANa7J3gvbOgSN7UlnF3nTV/nkmth+4V21BJalrKAUbEX2Y7Y1ohGuqwG5Usb1JaC+jntRKqDxE4lOlVe3K0nJvta+T/1aoe21qAv7JvICvta3LJ7HruUb3SlDFehEv4rD/hXytjl3hWJvj2C7oceRXodhVT1gGaIpkUlsxhtT8wfzYD5o7vhb3/GNikC4HjkjrcP8+ZRnwouwQ9qWYo2A3qg6eZ0pLuP09jh8axw8E+VbJAtAj32KfyiOOaHQPFLuKJzzxgtfdI9lOX9DmAYgfiaRuQ4AM1//pksgwP5gE0OSpqHZoPTwDL+KOATdOsMrIZuAHcCMX1ZYCm4J6BaC8kOZjPcrcggi1rw0O6l+bmoB/MT8dG8QD5C57r2Jt7har0urkzAfKtZK7R4EdicT7Hjg/xT+J2BKsQ5LBr8phmTTQ4pkVYD8OsYwM9HbMEfCrwFaA/WBSj4IfdYJlGo+zTNMxdMb1ByYrZ6na1wUHjh+/gh8IPzq60x1bAxPk7rHdOJ/9hVgvOkMo94jEWh3FsbAW8SPcUEoLWSalmGWy0bnBOuAG+E3xLWzvXvCholDfAdDd2WBPGltI/+OKqrtMajp3jk+ToO61qQn4lXPVsdHHVu4cdvl5nFeVsyv3jAWORJE9wgBSu6Q7NJVVylDdaaTHa1kG7YNHN7K94cCNiCMwBnuRdYplDgI3zp1H5zNuMsmpXF0ETYO616Ym4N+cs07nyCs4z8QDxa6ScOwK7X9g3YFqYYWmsYpIlGuVB5oDuJEOmjymAesNZUQzqwitIbaj+Aw5Q9vQfINJyzJW+1rgwPHjd+AH2JFJ4GspcE0GVV4vyt9F+4JdkiTgRyrbvSeFnDvPrgbbcRT0xiFsM3ojDhPdkQ3caDzHMsdabjGFRRw3NBXqXpuagP9g3jq2BxXj/ES8N5iA8+JxHEvybI8wle2NzgMbUor3OnrD67D9YKTgU8lAjxejPb+mT5mKSjO1rwEOHD9+b35s9DGUu0U9fn5m0E+Gz5uTHCx0Pgr0hxTlIDbgfuOM7BThRgLwovYSy1Q23GEycy3Vfv85cPz4f+AH5shWfxHeV8f1fhLI2UF0vkqCbEc+yc1NB/9Kdphl4o+CX9XEMuWtoDlav2cqqrk41csAda9NTcBvmL9Ol8gruLYi0iD+qbg2A9IhvVEoR7eOZVKrcV03Ju1N4AqyHSflTFruXLXfdw4cP/4AfqCYb6d3ooL0QkjDex9oLwTVhWPSK0CbN4AmrwZt3sAq48p7mdj0LWq/5xw4fvxB/MAceS24CNeE8yNaHZ+RAh3CyEpBg1QBP2pAn5ezyoDkVLXfbw4cP/5ofmzwBq0e8/hZrQbcszAsE7R4KauIKGV7QkrY3qDcVrXfaw4cP9TAD4SfN/mK5B4xpG4DaBCkP5SxxSwjrWMVwcVf9+6K/fP3Cv8zQt1rUxPwO82l3DnsCsrpRXkmiogcVrE3l1WEHOhWuEpnqv0+c+D4oWZ+dGz0tpW7Rytw3d1w1PO5mO1xT4xW+z3mwPFDA/iB8PN2SRGqnaiMLQTNkf6u2u8vh98Gda9NTcDvOJ8dGz0NuyQJj5VROT91O4cOVfv95fDboO61qQn4nee0yylYpPSNEav93nL47VD32uTAgQMHDhw4cODAgQMHDhw4cODAgQMHDhw4cODAgQMHDhw4cODAgQMHDhw4cODAgQMHDhw4cODw0oHqQ1MUn6IomnoPvtAvjHl4LKB4/i00X/U6XExrq8Y8+GIK71Mw4vm/S5u9cE1f1RjepS1V4wr40u/59WdpqxeuX/fCZ65//u9eTQigdCjKcBmMb1Hooav6Qyt3UlRAKX6FVrrjT8GfZLhspYfYl2dCUT7iQMm6pQuFW7ZuE+pchU/Wo7SpyRTl5BLgt2r9kg3o4xwXOwgD4CLq7x7yW+iTKOojm2VrhELq33uYuvhJAuG3WAPjqa6iABcYx8HYOyTQD73eDmMLZy805qG5sJDADwjj/mjsRsYT8DVkPB+NXX3ErjBGP7Ofq48rGl+AcWJwkAjG/JUwlgZ7iEJg/DGMR3oH+XjAuAt9r4/IKQCm0xC9HihycYfxJBgbSjasc4DxKzCFhm4vjJ1fGAeKdgeiX8rB1y9U4uHmHigc4zJWOHnmTHvhMlGItygw0GaNk4uXk8RV6ODr4+ckDqUo8jvjhxmaWyFMst3kmXZ2NlNsJ78wUf/yzV/5QPeWjJ6uxfeMtrzyy2v/7Drfcoqy74C5yfjlNed8ijoRT1H9P/vltZGlFGUM963l2gu/jyVaL+6BgX6zJk4MCQmx9RC52KIJff74Py/4FY8X/j1b9HHPp0e4SLTLKcg7UIjmzcXX2zdIIgzwc3IRCW3+cRH/x9/4z3+OCetEu0QSkRi+YxOsMg+xG9xusatHoIevWOgh/t9u4n/4bf/wIOsaHuaVDGWxw5YyuWZB8b+7QgnMDSj+9mJ4h35+31bqbaIQ8zYPfUDWPX7Q//NTeenoS4CHG/4+h3UbhC5BkmDyHqIlpUXpU8aUBTWAGkKNoMZQNtQUagY1m5pPLaaWU6upDdRW6g3KhXKnfCgJFUKFU9GUlEqmMqh9VAFVQlVStVQjdYQ6QZ2h3qLepS5TH1I3qc+pNuo+9Zhqp+SUgqZpHdqINqcH0EPpUfR4egptT8+lF9Mr6XX0Vnon7UaL6SA6nI6lk+ksuoAuo2vpZvoU/RZ9ib5Of0rfpR/RP9E9PD7PkGfBG8wbzZvIs+ct4K3gbeC9znPj+fP28OJ4abw8XjnvEK+F9xbvMu8mr433mNcB/6Eb8C35w/g2fHu+A381fxt/F1/Cj+An8XP55fxG/mn+Rf5H/Db+E363QFtgLhAKbASzBcsEGwUuAn9BhCBFUCCoEbQILgg+EtwVtAsYLSMtK63xWrO0HLW2aLlphWhJtXK1qrSOa72jdVPrvpZcW1vbUttae4b2Mu2t2p7aYdop2kXaTdrnta9r39Pu0NHRGaAzXmeOzmodJ51AHalOvs4hnXM6N3Tu63TpGugO1Z2iu0R3m65YN0Y3V7dO96zuDd0Hugo9E71RerP0Vuu56oXqpetV6p3Wu6Z3X0+hb6pvrT9Hf4O+p360fp5+o/47+nf0nxoYGAw3mGmw1sDDIMogz+CwwXsGdw26Dc0Mxxk6GG43DDJMM6w2PG/4qeFTIyOj0UbzjbYZBRqlGdUavW30pVFXH/M+tn0c+7j2iexT2Kelz40+3xvrGY8yXmD8hvEe41zjo8bXjJ+Y6JmMNnEwcTKJMCk0OWVy26TD1Nx0sulqUx/TFNM600umD810zEabLTZzNYszqzB72+yeOd98hLmDuYt5rHml+Tvm9y20LawtHC08LZItGiyuWrT3Nes7re+mvrv7FvZ9s2+bJd9ytKWjpbdluuURy1uWPf0G91vQT9RP1q+x341+nf0H9Z/fX9Q/qX9T/5v9ewYIBywe4DUgc8CJAV8MFAwcN3DtwJCBxQPfGfhkkMWg2YNcBiUNOjLoMyue1TirdVZhVhVWV6w6Bg8ZvHSw3+D8wW8PfjLEcsj8IZ5DcoacHfJoqPnQuUM9huYMPTf0W2Ff4QKhtzBPeEHYPsxq2LJhQcPKhl0dphhuPXzj8JjhTcO/GKE/wn7ErhE5I1pHtI8cOnLVyPCR9SM/G6U3yn6U+6j9oy6O6hxtPXrz6ITRJ0Y/tO5v7Wi9x7re+s4YozHzxviPKR/z8VjtsfZjvcYWjf1wHG/c9HHu4wrHXRvPG2833mN80fjrE7QmzJwgnlA+4baNoc0Cm2Cbepu7tpa2K21jbE/Yfj9x5MRtEzMnXpzITJo+yXtS5aTPJ5tNXj45ZvLpyT9NGTfFZUrhlI+nGk1dMjVy6smpP04bP000rXjaJ9PNp6+anjC9dbrSboadxK7R7tGMkTN2zjgw47a9hf0a+xT792ZqzVw4M3LmmZnds+xmBc46MuuH2TazvWbXzX74ivUrolcqX7k3Z/gcpzllc9rmCufunFs6t23esHlO88rnfTV/xHzX+VXzHywYu8BzwaEF3y+ctFCy8PjCTodZDnsdzi/iL1q6KGnR1cVmizcuLlj85ZLhS9yW1C9pXzp9adjS88u0lq1YlrnstuNgRxfHWsf25TOW711+YYXhivUrClZ8tXLcSsnK06t4q5avyl5159VRr4pfPbGaWu24Onv1F2us1/iv+cta7bVr1hau/Wbd5HXh6y6uN1+/Y33devmGhRvSN3y+cczGoI2tm4w3bd9Uu6lz86LNWZvbtkzcsnfL5a0Dt3psPblNZ9umbVXbOl5b/Nq+1+5vn75duv3W69av73790hsD3/B+480dxjucdhzdqbVz8866nb1Oq53KnTqcHZ0POLe7OLjsd3nsOt81x/WRaI4oS/Rg15xdWbseus1xy3Z75D7PPdf9iYeDR4HHj57LPEs8O71We1V7sd6bvZt8dH12+pwSm4m9xBd8h/ju9r3uN95P6tfmP8t/n3+7ZIWkKoAOeD3gZKAFOFNXgsYExQfdDZ4bXBjcFbIp5Ohu093i3VdCx4XKQh/sWbLnYJggzCWsNXxYeHT43b0L9pZF0BHOEa2RIyLjIu9HLY2qidaP9or+IGZSTFbMz7GbY0/HDY6LirsXvzS+XtpHKpHeTpidUJIoSPRIvCqbKsuXMUmuSe8nT0rOTe5NcUl5P3Vyal4qm7Yr7Wq6XXpxhnaGOONW5rzMmizTrD1Z97JXZbfkCHOScn7et2PfpdxpuSX79fcH7W/LW5l3Mn9kfkZ+b4F7wc3ChYVNB6wOyA50FrkW3SieX9xYMrgkuaSn1KP0k7KlZS3lo8tzK7Qrgiu+qdxUefGg/cHaqoFVyVXKanF1W826mgu1M2pr66zq0ut59UH1jw5tP/Rhw6KGk402jWVNlk3Jh6nDQYe/bd7ZfOvIiiOtR+2PNh4bdezAcfPjSS10S2hL+wn3E20nt568fmr5qdbTs08f/4vtX6rPDDtT+GbfN9PP6p+NO8ue23Ou47zf+Sdvub11r3VH6+dvb3n74wtrL1x9Z8U777275N23Ly64eO69Oe+duTTr0qn37d8/cdnucsuV6VeOfzD9g+NX7a62XJtx7eSHMz88ff2V62dvzLvx1keLPnr3Y8ePL9989eb1WxtvfXJ7++22T1w/efip96c/fhb8meLzqDtad5K+MPki90urL8v/OvavTW12bW/eXXT3ylfrv/r8nsu9x18HfN17P+4bo29yHwx9UPtwysMzj5Y8+vDb1769/9jvseKJ9DvT7w58P+b7Yz/M/+FK+5b2+z9KfmR/Snk64Gn1z9N+bu1Y0/Gl3Eeu6EzqGtBV023ffbFnc88DRUivTm+ecqzyNLOCucP6sOzfAAfUTvAefgIA</string>
+	<key>yCoordFlipped</key>
+	<integer>1</integer>
+</dict>
+</plist>
diff --git a/magica/resource/download/asset/master/resource/image_native/scene/top/to_bg_ef_04.plist b/magica/resource/download/asset/master/resource/image_native/scene/top/to_bg_ef_04.plist
new file mode 100644
index 00000000..2032a37c
--- /dev/null
+++ b/magica/resource/download/asset/master/resource/image_native/scene/top/to_bg_ef_04.plist
@@ -0,0 +1,110 @@
+<?xml version="1.0" encoding="UTF-8"?>
+<!DOCTYPE plist PUBLIC "-//Apple//DTD PLIST 1.0//EN" "http://www.apple.com/DTDs/PropertyList-1.0.dtd">
+<plist version="1.0">
+<dict>
+	<key>angle</key>
+	<real>90</real>
+	<key>angleVariance</key>
+	<real>32</real>
+	<key>blendFuncDestination</key>
+	<integer>1</integer>
+	<key>blendFuncSource</key>
+	<integer>770</integer>
+	<key>duration</key>
+	<real>0.2</real>
+	<key>emitterType</key>
+	<real>0</real>
+	<key>finishColorAlpha</key>
+	<real>1</real>
+	<key>finishColorBlue</key>
+	<real>1</real>
+	<key>finishColorGreen</key>
+	<real>1</real>
+	<key>finishColorRed</key>
+	<real>1</real>
+	<key>finishColorVarianceAlpha</key>
+	<real>0</real>
+	<key>finishColorVarianceBlue</key>
+	<real>0</real>
+	<key>finishColorVarianceGreen</key>
+	<real>0</real>
+	<key>finishColorVarianceRed</key>
+	<real>0</real>
+	<key>finishParticleSize</key>
+	<real>16</real>
+	<key>finishParticleSizeVariance</key>
+	<real>0</real>
+	<key>gravityx</key>
+	<real>-20</real>
+	<key>gravityy</key>
+	<real>-260</real>
+	<key>maxParticles</key>
+	<real>400</real>
+	<key>maxRadius</key>
+	<real>0</real>
+	<key>maxRadiusVariance</key>
+	<real>0</real>
+	<key>minRadius</key>
+	<real>0</real>
+	<key>particleLifespan</key>
+	<real>0.8</real>
+	<key>particleLifespanVariance</key>
+	<real>0</real>
+	<key>radialAccelVariance</key>
+	<real>0</real>
+	<key>radialAcceleration</key>
+	<real>0</real>
+	<key>rotatePerSecond</key>
+	<real>0</real>
+	<key>rotatePerSecondVariance</key>
+	<real>0</real>
+	<key>rotationEnd</key>
+	<real>0</real>
+	<key>rotationEndVariance</key>
+	<real>0.0</real>
+	<key>rotationStart</key>
+	<real>0</real>
+	<key>rotationStartVariance</key>
+	<real>0</real>
+	<key>sourcePositionVariancex</key>
+	<real>435</real>
+	<key>sourcePositionVariancey</key>
+	<real>500</real>
+	<key>sourcePositionx</key>
+	<real>667</real>
+	<key>sourcePositiony</key>
+	<real>375</real>
+	<key>speed</key>
+	<real>340</real>
+	<key>speedVariance</key>
+	<real>5</real>
+	<key>startColorAlpha</key>
+	<real>1</real>
+	<key>startColorBlue</key>
+	<real>1</real>
+	<key>startColorGreen</key>
+	<real>0.6</real>
+	<key>startColorRed</key>
+	<real>1</real>
+	<key>startColorVarianceAlpha</key>
+	<real>0.1</real>
+	<key>startColorVarianceBlue</key>
+	<real>0.2</real>
+	<key>startColorVarianceGreen</key>
+	<real>0</real>
+	<key>startColorVarianceRed</key>
+	<real>0</real>
+	<key>startParticleSize</key>
+	<real>39</real>
+	<key>startParticleSizeVariance</key>
+	<real>94</real>
+	<key>tangentialAccelVariance</key>
+	<real>0</real>
+	<key>tangentialAcceleration</key>
+	<real>0</real>
+	<key>textureFileName</key>
+	<string>to_bg_ef_04.png</string>
+	<key>textureImageData</key>
+	<string>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</string>
+</dict>
+</plist>
diff --git a/magica/resource/download/asset/master/resource/image_native/scene/top/to_bg_ef_05.plist b/magica/resource/download/asset/master/resource/image_native/scene/top/to_bg_ef_05.plist
new file mode 100644
index 00000000..3e406eef
--- /dev/null
+++ b/magica/resource/download/asset/master/resource/image_native/scene/top/to_bg_ef_05.plist
@@ -0,0 +1,110 @@
+<?xml version="1.0" encoding="UTF-8"?>
+<!DOCTYPE plist PUBLIC "-//Apple//DTD PLIST 1.0//EN" "http://www.apple.com/DTDs/PropertyList-1.0.dtd">
+<plist version="1.0">
+<dict>
+	<key>angle</key>
+	<real>90</real>
+	<key>angleVariance</key>
+	<real>27</real>
+	<key>blendFuncDestination</key>
+	<integer>771</integer>
+	<key>blendFuncSource</key>
+	<integer>1</integer>
+	<key>duration</key>
+	<real>0.1</real>
+	<key>emitterType</key>
+	<real>0</real>
+	<key>finishColorAlpha</key>
+	<real>1</real>
+	<key>finishColorBlue</key>
+	<real>0.99</real>
+	<key>finishColorGreen</key>
+	<real>0.99</real>
+	<key>finishColorRed</key>
+	<real>0.99</real>
+	<key>finishColorVarianceAlpha</key>
+	<real>0</real>
+	<key>finishColorVarianceBlue</key>
+	<real>0</real>
+	<key>finishColorVarianceGreen</key>
+	<real>0</real>
+	<key>finishColorVarianceRed</key>
+	<real>0</real>
+	<key>finishParticleSize</key>
+	<real>22</real>
+	<key>finishParticleSizeVariance</key>
+	<real>16</real>
+	<key>gravityx</key>
+	<real>-150</real>
+	<key>gravityy</key>
+	<real>0</real>
+	<key>maxParticles</key>
+	<real>300</real>
+	<key>maxRadius</key>
+	<real>0</real>
+	<key>maxRadiusVariance</key>
+	<real>0</real>
+	<key>minRadius</key>
+	<real>0</real>
+	<key>particleLifespan</key>
+	<real>1</real>
+	<key>particleLifespanVariance</key>
+	<real>0.2</real>
+	<key>radialAccelVariance</key>
+	<real>0</real>
+	<key>radialAcceleration</key>
+	<real>0</real>
+	<key>rotatePerSecond</key>
+	<real>0</real>
+	<key>rotatePerSecondVariance</key>
+	<real>0</real>
+	<key>rotationEnd</key>
+	<real>85</real>
+	<key>rotationEndVariance</key>
+	<real>0.0</real>
+	<key>rotationStart</key>
+	<real>0</real>
+	<key>rotationStartVariance</key>
+	<real>0</real>
+	<key>sourcePositionVariancex</key>
+	<real>445</real>
+	<key>sourcePositionVariancey</key>
+	<real>355</real>
+	<key>sourcePositionx</key>
+	<real>679.807976366322</real>
+	<key>sourcePositiony</key>
+	<real>43.35007385524372</real>
+	<key>speed</key>
+	<real>980</real>
+	<key>speedVariance</key>
+	<real>344</real>
+	<key>startColorAlpha</key>
+	<real>1</real>
+	<key>startColorBlue</key>
+	<real>0.99</real>
+	<key>startColorGreen</key>
+	<real>0.99</real>
+	<key>startColorRed</key>
+	<real>0.99</real>
+	<key>startColorVarianceAlpha</key>
+	<real>0</real>
+	<key>startColorVarianceBlue</key>
+	<real>0</real>
+	<key>startColorVarianceGreen</key>
+	<real>0</real>
+	<key>startColorVarianceRed</key>
+	<real>0</real>
+	<key>startParticleSize</key>
+	<real>15</real>
+	<key>startParticleSizeVariance</key>
+	<real>27.81679344177246</real>
+	<key>tangentialAccelVariance</key>
+	<real>0</real>
+	<key>tangentialAcceleration</key>
+	<real>0</real>
+	<key>textureFileName</key>
+	<string>to_bg_ef_05.png</string>
+	<key>textureImageData</key>
+	<string>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</string>
+</dict>
+</plist>
diff --git a/magica/resource/download/asset/master/resource/image_native/scene/top/to_bg_ef_06.plist b/magica/resource/download/asset/master/resource/image_native/scene/top/to_bg_ef_06.plist
new file mode 100644
index 00000000..dbdfab4e
--- /dev/null
+++ b/magica/resource/download/asset/master/resource/image_native/scene/top/to_bg_ef_06.plist
@@ -0,0 +1,114 @@
+<?xml version="1.0" encoding="UTF-8"?>
+<!DOCTYPE plist PUBLIC "-//Apple//DTD PLIST 1.0//EN" "http://www.apple.com/DTDs/PropertyList-1.0.dtd">
+<plist version="1.0">
+<dict>
+	<key>absolutePosition</key>
+	<false/>
+	<key>angle</key>
+	<real>90</real>
+	<key>angleVariance</key>
+	<real>27</real>
+	<key>blendFuncDestination</key>
+	<integer>771</integer>
+	<key>blendFuncSource</key>
+	<integer>1</integer>
+	<key>configName</key>
+	<string>ef_top_pl_09</string>
+	<key>duration</key>
+	<real>0.10000000000000001</real>
+	<key>emitterType</key>
+	<real>0.0</real>
+	<key>finishColorAlpha</key>
+	<real>1</real>
+	<key>finishColorBlue</key>
+	<real>0.98999999999999999</real>
+	<key>finishColorGreen</key>
+	<real>0.98999999999999999</real>
+	<key>finishColorRed</key>
+	<real>0.98999999999999999</real>
+	<key>finishColorVarianceAlpha</key>
+	<real>0.0</real>
+	<key>finishColorVarianceBlue</key>
+	<real>0.0</real>
+	<key>finishColorVarianceGreen</key>
+	<real>0.0</real>
+	<key>finishColorVarianceRed</key>
+	<real>0.0</real>
+	<key>finishParticleSize</key>
+	<real>22</real>
+	<key>finishParticleSizeVariance</key>
+	<real>16</real>
+	<key>gravityx</key>
+	<real>-100</real>
+	<key>gravityy</key>
+	<real>0.0</real>
+	<key>maxParticles</key>
+	<real>100</real>
+	<key>maxRadius</key>
+	<real>0.0</real>
+	<key>maxRadiusVariance</key>
+	<real>0.0</real>
+	<key>minRadius</key>
+	<real>0.0</real>
+	<key>particleLifespan</key>
+	<real>1</real>
+	<key>particleLifespanVariance</key>
+	<real>0.20000000000000001</real>
+	<key>positionType</key>
+	<integer>0</integer>
+	<key>radialAccelVariance</key>
+	<real>0.0</real>
+	<key>radialAcceleration</key>
+	<real>0.0</real>
+	<key>rotatePerSecond</key>
+	<real>0.0</real>
+	<key>rotatePerSecondVariance</key>
+	<real>0.0</real>
+	<key>rotationEnd</key>
+	<real>85</real>
+	<key>rotationEndVariance</key>
+	<real>0.0</real>
+	<key>rotationStart</key>
+	<real>0.0</real>
+	<key>rotationStartVariance</key>
+	<real>0.0</real>
+	<key>sourcePositionVariancex</key>
+	<real>445</real>
+	<key>sourcePositionVariancey</key>
+	<real>355</real>
+	<key>speed</key>
+	<real>600</real>
+	<key>speedVariance</key>
+	<real>200</real>
+	<key>startColorAlpha</key>
+	<real>1</real>
+	<key>startColorBlue</key>
+	<real>0.98999999999999999</real>
+	<key>startColorGreen</key>
+	<real>0.98999999999999999</real>
+	<key>startColorRed</key>
+	<real>0.98999999999999999</real>
+	<key>startColorVarianceAlpha</key>
+	<real>0.0</real>
+	<key>startColorVarianceBlue</key>
+	<real>0.0</real>
+	<key>startColorVarianceGreen</key>
+	<real>0.0</real>
+	<key>startColorVarianceRed</key>
+	<real>0.0</real>
+	<key>startParticleSize</key>
+	<real>30</real>
+	<key>startParticleSizeVariance</key>
+	<real>27.816793441772461</real>
+	<key>tangentialAccelVariance</key>
+	<real>0.0</real>
+	<key>tangentialAcceleration</key>
+	<real>0.0</real>
+	<key>textureFileName</key>
+	<string>to_bg_ef_06.png</string>
+	<key>textureImageData</key>
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</string>
+	<key>yCoordFlipped</key>
+	<integer>1</integer>
+</dict>
+</plist>
diff --git a/magica/resource/download/asset/master/resource/image_native/scene/top/to_bg_ef_07.plist b/magica/resource/download/asset/master/resource/image_native/scene/top/to_bg_ef_07.plist
new file mode 100644
index 00000000..6e8cbb9b
--- /dev/null
+++ b/magica/resource/download/asset/master/resource/image_native/scene/top/to_bg_ef_07.plist
@@ -0,0 +1,114 @@
+<?xml version="1.0" encoding="UTF-8"?>
+<!DOCTYPE plist PUBLIC "-//Apple//DTD PLIST 1.0//EN" "http://www.apple.com/DTDs/PropertyList-1.0.dtd">
+<plist version="1.0">
+<dict>
+	<key>absolutePosition</key>
+	<false/>
+	<key>angle</key>
+	<real>90</real>
+	<key>angleVariance</key>
+	<real>27</real>
+	<key>blendFuncDestination</key>
+	<integer>771</integer>
+	<key>blendFuncSource</key>
+	<integer>1</integer>
+	<key>configName</key>
+	<string>ef_top_pl_10</string>
+	<key>duration</key>
+	<real>0.10000000000000001</real>
+	<key>emitterType</key>
+	<real>0.0</real>
+	<key>finishColorAlpha</key>
+	<real>1</real>
+	<key>finishColorBlue</key>
+	<real>0.98999999999999999</real>
+	<key>finishColorGreen</key>
+	<real>0.98999999999999999</real>
+	<key>finishColorRed</key>
+	<real>0.98999999999999999</real>
+	<key>finishColorVarianceAlpha</key>
+	<real>0.0</real>
+	<key>finishColorVarianceBlue</key>
+	<real>0.0</real>
+	<key>finishColorVarianceGreen</key>
+	<real>0.0</real>
+	<key>finishColorVarianceRed</key>
+	<real>0.0</real>
+	<key>finishParticleSize</key>
+	<real>22</real>
+	<key>finishParticleSizeVariance</key>
+	<real>16</real>
+	<key>gravityx</key>
+	<real>-100</real>
+	<key>gravityy</key>
+	<real>0.0</real>
+	<key>maxParticles</key>
+	<real>100</real>
+	<key>maxRadius</key>
+	<real>0.0</real>
+	<key>maxRadiusVariance</key>
+	<real>0.0</real>
+	<key>minRadius</key>
+	<real>0.0</real>
+	<key>particleLifespan</key>
+	<real>1</real>
+	<key>particleLifespanVariance</key>
+	<real>0.20000000000000001</real>
+	<key>positionType</key>
+	<integer>0</integer>
+	<key>radialAccelVariance</key>
+	<real>0.0</real>
+	<key>radialAcceleration</key>
+	<real>0.0</real>
+	<key>rotatePerSecond</key>
+	<real>0.0</real>
+	<key>rotatePerSecondVariance</key>
+	<real>0.0</real>
+	<key>rotationEnd</key>
+	<real>85</real>
+	<key>rotationEndVariance</key>
+	<real>0.0</real>
+	<key>rotationStart</key>
+	<real>0.0</real>
+	<key>rotationStartVariance</key>
+	<real>0.0</real>
+	<key>sourcePositionVariancex</key>
+	<real>445</real>
+	<key>sourcePositionVariancey</key>
+	<real>355</real>
+	<key>speed</key>
+	<real>600</real>
+	<key>speedVariance</key>
+	<real>200</real>
+	<key>startColorAlpha</key>
+	<real>1</real>
+	<key>startColorBlue</key>
+	<real>0.98999999999999999</real>
+	<key>startColorGreen</key>
+	<real>0.98999999999999999</real>
+	<key>startColorRed</key>
+	<real>0.98999999999999999</real>
+	<key>startColorVarianceAlpha</key>
+	<real>0.0</real>
+	<key>startColorVarianceBlue</key>
+	<real>0.0</real>
+	<key>startColorVarianceGreen</key>
+	<real>0.0</real>
+	<key>startColorVarianceRed</key>
+	<real>0.0</real>
+	<key>startParticleSize</key>
+	<real>30</real>
+	<key>startParticleSizeVariance</key>
+	<real>27.816793441772461</real>
+	<key>tangentialAccelVariance</key>
+	<real>0.0</real>
+	<key>tangentialAcceleration</key>
+	<real>0.0</real>
+	<key>textureFileName</key>
+	<string>to_bg_ef_07.png</string>
+	<key>textureImageData</key>
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</string>
+	<key>yCoordFlipped</key>
+	<integer>1</integer>
+</dict>
+</plist>
diff --git a/magica/resource/download/asset/master/resource/image_native/scene/top/to_bg_ef_08.plist b/magica/resource/download/asset/master/resource/image_native/scene/top/to_bg_ef_08.plist
new file mode 100644
index 00000000..881afa13
--- /dev/null
+++ b/magica/resource/download/asset/master/resource/image_native/scene/top/to_bg_ef_08.plist
@@ -0,0 +1,114 @@
+<?xml version="1.0" encoding="UTF-8"?>
+<!DOCTYPE plist PUBLIC "-//Apple//DTD PLIST 1.0//EN" "http://www.apple.com/DTDs/PropertyList-1.0.dtd">
+<plist version="1.0">
+<dict>
+	<key>absolutePosition</key>
+	<false/>
+	<key>angle</key>
+	<real>90</real>
+	<key>angleVariance</key>
+	<real>27</real>
+	<key>blendFuncDestination</key>
+	<integer>771</integer>
+	<key>blendFuncSource</key>
+	<integer>1</integer>
+	<key>configName</key>
+	<string>ef_top_pl_11</string>
+	<key>duration</key>
+	<real>0.10000000000000001</real>
+	<key>emitterType</key>
+	<real>0.0</real>
+	<key>finishColorAlpha</key>
+	<real>1</real>
+	<key>finishColorBlue</key>
+	<real>0.98999999999999999</real>
+	<key>finishColorGreen</key>
+	<real>0.98999999999999999</real>
+	<key>finishColorRed</key>
+	<real>0.98999999999999999</real>
+	<key>finishColorVarianceAlpha</key>
+	<real>0.0</real>
+	<key>finishColorVarianceBlue</key>
+	<real>0.0</real>
+	<key>finishColorVarianceGreen</key>
+	<real>0.0</real>
+	<key>finishColorVarianceRed</key>
+	<real>0.0</real>
+	<key>finishParticleSize</key>
+	<real>22</real>
+	<key>finishParticleSizeVariance</key>
+	<real>16</real>
+	<key>gravityx</key>
+	<real>-100</real>
+	<key>gravityy</key>
+	<real>0.0</real>
+	<key>maxParticles</key>
+	<real>100</real>
+	<key>maxRadius</key>
+	<real>0.0</real>
+	<key>maxRadiusVariance</key>
+	<real>0.0</real>
+	<key>minRadius</key>
+	<real>0.0</real>
+	<key>particleLifespan</key>
+	<real>1</real>
+	<key>particleLifespanVariance</key>
+	<real>0.20000000000000001</real>
+	<key>positionType</key>
+	<integer>0</integer>
+	<key>radialAccelVariance</key>
+	<real>0.0</real>
+	<key>radialAcceleration</key>
+	<real>0.0</real>
+	<key>rotatePerSecond</key>
+	<real>0.0</real>
+	<key>rotatePerSecondVariance</key>
+	<real>0.0</real>
+	<key>rotationEnd</key>
+	<real>85</real>
+	<key>rotationEndVariance</key>
+	<real>0.0</real>
+	<key>rotationStart</key>
+	<real>0.0</real>
+	<key>rotationStartVariance</key>
+	<real>0.0</real>
+	<key>sourcePositionVariancex</key>
+	<real>445</real>
+	<key>sourcePositionVariancey</key>
+	<real>355</real>
+	<key>speed</key>
+	<real>600</real>
+	<key>speedVariance</key>
+	<real>200</real>
+	<key>startColorAlpha</key>
+	<real>1</real>
+	<key>startColorBlue</key>
+	<real>0.98999999999999999</real>
+	<key>startColorGreen</key>
+	<real>0.98999999999999999</real>
+	<key>startColorRed</key>
+	<real>0.98999999999999999</real>
+	<key>startColorVarianceAlpha</key>
+	<real>0.0</real>
+	<key>startColorVarianceBlue</key>
+	<real>0.0</real>
+	<key>startColorVarianceGreen</key>
+	<real>0.0</real>
+	<key>startColorVarianceRed</key>
+	<real>0.0</real>
+	<key>startParticleSize</key>
+	<real>30</real>
+	<key>startParticleSizeVariance</key>
+	<real>27.816793441772461</real>
+	<key>tangentialAccelVariance</key>
+	<real>0.0</real>
+	<key>tangentialAcceleration</key>
+	<real>0.0</real>
+	<key>textureFileName</key>
+	<string>to_bg_ef_08.png</string>
+	<key>textureImageData</key>
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diff --git a/magica/resource/download/asset/master/resource/image_native/scene/top/toppage_bg_02.ExportJson b/magica/resource/download/asset/master/resource/image_native/scene/top/toppage_bg_02.ExportJson
new file mode 100644
index 00000000..5950c280
--- /dev/null
+++ b/magica/resource/download/asset/master/resource/image_native/scene/top/toppage_bg_02.ExportJson
@@ -0,0 +1,4721 @@
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+      "pX": 0.5,
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+  "config_file_path": [
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+    "to_bg_ef_01.plist",
+    "to_bg_ef_06.plist",
+    "to_bg_ef_07.plist",
+    "to_bg_ef_08.plist",
+    "to_bg_ef_02.plist",
+    "to_bg_ef_03.plist",
+    "to_bg_ef_05.plist",
+    "toppage_bg_020.plist",
+    "toppage_bg_021.plist"
+  ],
+  "config_png_path": [
+    "to_bg_ef_04.png",
+    "to_bg_ef_01.png",
+    "to_bg_ef_06.png",
+    "to_bg_ef_07.png",
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+    "to_bg_ef_02.png",
+    "to_bg_ef_03.png",
+    "to_bg_ef_05.png",
+    "toppage_bg_020.png",
+    "toppage_bg_021.png"
+  ]
+}
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diff --git a/magica/resource/download/asset/master/resource/image_native/scene/top/toppage_bg_020.plist b/magica/resource/download/asset/master/resource/image_native/scene/top/toppage_bg_020.plist
index 32c5ea7b..f60ec765 100644
--- a/magica/resource/download/asset/master/resource/image_native/scene/top/toppage_bg_020.plist
+++ b/magica/resource/download/asset/master/resource/image_native/scene/top/toppage_bg_020.plist
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-			<false/>
-			<key>sourceColorRect</key>
-			<string>{{0,0},{850,500}}</string>
-			<key>sourceSize</key>
-			<string>{850,500}</string>
-		</dict>
-		<key>sora_001.png</key>
-		<dict>
-			<key>frame</key>
-			<string>{{1204,2},{512,379}}</string>
-			<key>offset</key>
-			<string>{0,0}</string>
-			<key>rotated</key>
-			<false/>
-			<key>sourceColorRect</key>
-			<string>{{0,0},{512,379}}</string>
-			<key>sourceSize</key>
-			<string>{512,379}</string>
+			<key>width</key>
+			<integer>2048</integer>
+			<key>height</key>
+			<integer>2048</integer>
 		</dict>
 	</dict>
-	<key>metadata</key>
-	<dict>
-		<key>format</key>
-		<integer>2</integer>
-		<key>realTextureFileName</key>
-		<string>toppage_bg_020.png</string>
-		<key>size</key>
-		<string>{1920,2048}</string>
-		<key>textureFileName</key>
-		<string>toppage_bg_020.png</string>
-	</dict>
-</dict>
-</plist>
+</plist>
\ No newline at end of file
diff --git a/magica/resource/download/asset/master/resource/image_native/scene/top/toppage_bg_020.png b/magica/resource/download/asset/master/resource/image_native/scene/top/toppage_bg_020.png
index 7bea0026..9745d874 100644
Binary files a/magica/resource/download/asset/master/resource/image_native/scene/top/toppage_bg_020.png and b/magica/resource/download/asset/master/resource/image_native/scene/top/toppage_bg_020.png differ
diff --git a/magica/resource/download/asset/master/resource/image_native/scene/top/toppage_bg_021.plist b/magica/resource/download/asset/master/resource/image_native/scene/top/toppage_bg_021.plist
index 8ab894f5..896b61ab 100644
--- a/magica/resource/download/asset/master/resource/image_native/scene/top/toppage_bg_021.plist
+++ b/magica/resource/download/asset/master/resource/image_native/scene/top/toppage_bg_021.plist
@@ -1,33 +1,46 @@
-<?xml version="1.0" encoding="UTF-8"?>
-<!DOCTYPE plist PUBLIC "-//Apple//DTD PLIST 1.0//EN" "http://www.apple.com/DTDs/PropertyList-1.0.dtd">
+<?xml version="1.0" encoding="utf-8"?>
+<!DOCTYPE plist PUBLIC "-//Apple Computer//DTD PLIST 1.0//EN" "http://www.apple.com/DTDs/PropertyList-1.0.dtd">
 <plist version="1.0">
-<dict>
-	<key>frames</key>
 	<dict>
-		<key>hane_03.png</key>
+		<key>frames</key>
 		<dict>
-			<key>frame</key>
-			<string>{{-1,2},{200,200}}</string>
-			<key>offset</key>
-			<string>{0,0}</string>
-			<key>rotated</key>
-			<false/>
-			<key>sourceColorRect</key>
-			<string>{{0,0},{200,200}}</string>
-			<key>sourceSize</key>
-			<string>{200,200}</string>
+			<key>bg_bill.png</key>
+			<dict>
+				<key>width</key>
+				<integer>1024</integer>
+				<key>height</key>
+				<integer>617</integer>
+				<key>originalWidth</key>
+				<integer>1024</integer>
+				<key>originalHeight</key>
+				<integer>617</integer>
+				<key>x</key>
+				<integer>0</integer>
+				<key>y</key>
+				<integer>0</integer>
+				<key>offsetX</key>
+				<real>0</real>
+				<key>offsetY</key>
+				<real>0</real>
+			</dict>
+		</dict>
+		<key>metadata</key>
+		<dict>
+			<key>format</key>
+			<integer>0</integer>
+			<key>textureFileName</key>
+			<string>toppage_bg_021.png</string>
+			<key>realTextureFileName</key>
+			<string>toppage_bg_021.png</string>
+			<key>size</key>
+			<string>{2048,2048}</string>
+		</dict>
+		<key>texture</key>
+		<dict>
+			<key>width</key>
+			<integer>2048</integer>
+			<key>height</key>
+			<integer>2048</integer>
 		</dict>
 	</dict>
-	<key>metadata</key>
-	<dict>
-		<key>format</key>
-		<integer>2</integer>
-		<key>realTextureFileName</key>
-		<string>toppage_bg_021.png</string>
-		<key>size</key>
-		<string>{256,256}</string>
-		<key>textureFileName</key>
-		<string>toppage_bg_021.png</string>
-	</dict>
-</dict>
-</plist>
+</plist>
\ No newline at end of file
diff --git a/magica/resource/download/asset/master/resource/image_native/scene/top/toppage_bg_021.png b/magica/resource/download/asset/master/resource/image_native/scene/top/toppage_bg_021.png
index 6d8b6ca4..001c1904 100644
Binary files a/magica/resource/download/asset/master/resource/image_native/scene/top/toppage_bg_021.png and b/magica/resource/download/asset/master/resource/image_native/scene/top/toppage_bg_021.png differ