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10.9375%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAANm0lEQVRoge2Z2Y9cx3WHvzpVd+llumfp4Qy3kURRC0XaFGXZTixI8qpERpDEMWIHeTASOEH+gDznIX9B3vKeByOAESOIETu2Y3hRZFuWKJmSba1chxxyemZ6Znq6+6615EGkwhHtmKRkywHyAwpoXHQ3znd/55665xTsllxd/2ekr/tskjR9XEfRMS2y7pzL37OobkHXA0ir1XwyieI/S9vpvLf+knNu+z2L7CZ1PQBJkpyI0/j34iQ+EafRtApyMU3T7bIs/XsV4K/S9QBBG30gTuJHGml6REQf1lrvEaOWo8RMyryqgfBeBfrLtMsBbfRskiYPxlF8vzbSTtL4fXVt7zJaltNGPCS4ylr/W+XGLgClVCtpJA/qSJ+QWBMU0m43DjtrH7LOD0WbVZNKVhX2WqUKvFm13jNndgFIIiZtpMfjOPpwYkS0BECRNBqzcRo/FBRzztnzZVYNAHXtZ1fXe+LMLgAipJGkd2ujH43TOAFBlCBaiTbSStP47jiKHzCxGmRRsYwjvC1sxW/YjV0AIQoujeL9JtKPJ2nSFS2IgBKFNlp0JI0oNgtxI743UZHVYi6HFpUzDsq3nAi/SZDdDlh82kwWtTaPNVvJoggoozBGIwIiokwkqYniBaP1/VHD6MREa5Enk6S2tUao3gLgNwGh334hacTzURJ/uNFM7tZGo7WgjEJiwWhAC8aISZpxT4SjWus0is2G1masfFFpQWwDKN/6y18rxC8C6KZp/GDSSo+bSN5MHw1RU1ANQWtBK0CUStNkKo7Ng967ea315ThJtkKo6yAeezWZpmZjmZtV8VRXxY2W0t4Eb4t3D+rtABInUZo0k8ONRvyYiTQmAlGaaC5gegrdFKQUjFIgoCNlWlONI9b5E1VZbyjRFxri6wMHtJx4f6xnunq+2VBLcaTu6UxJd6Zr6t5iPFnv23cFwLz9QlC+EE0/BIcxCWiFUQqlFXreY7pgeobyDYUOoBR4Ar2Fzr3tVvJ3g/Wd45GxX5ntuENTU/oTR+7TD6Wp9IyReJL58Zkz9Usnny//Hjj5awHwIRTeqcu1c2OtaSMQlEIZQzQdSA8q0v2KxpyQvwFhcjXJQ4hFJwfSdvfP988nn/7ExybpkcO2DTSvXA5xMfGiY9M5eiQxtlZ/Pb4rOvX009k7tuF6AAGwzlei3aqz9abzqi0CC/Oe+UVI2uAToRRFeQiiZqBeBr8t+EoREhV7F++pvN5zpW94/7ERjbQgiiCNNWmizOpq6HzrW+H+/hVrgHcVAIBKKhsI4+DtRqvllh79Xcex44FeTyENGFnN8lhxXmvyRU0+G6hXFPWGoh4FbKXIrHDyRWF2znPifY6Dex2dtqLIA5dXSj8a2ayq/bWb9o528BsASKHZsNVCT1968pP5Qx97vOTOu4Rmy1AHYZQH5rcVTetZVcKkGZjMBIrLhvIKlFtCkQlVKVxaTfjIB1NmugVx7NkZlv6VV8udCxfdd7eH4Vrg7wjiBoAWRh4+YWXpgB1/9jOwtN+gtcepkqxqUiYRS0sVrarm3CClWog4m8Rsz4DrGcZnAuO+Z3EePv+nNffsU6SxkOUV/fVQPHPSnN3YUV/Nh5UYg1j7LjvQTSV98P1h6cj9+iN332GAkqyqKUQz9IbKG/aqiH1Jyvv2lXjW+WE0wzNTU0zmNNKCmYuKL/xhxaHZgBEPlGxuaZ47lS6fv5T8k26MLyXZpniHWIdcfaO6tm5J1+8DCuCJJ6I7H/lI/JdP/n7jcWMqgZqzG4rv/niar34z4ZkzULctR2cbQIICSu1ZyxssVxH33RH43MMZB9sVRlsUGdtZytrOk3j5g7S35/jeleULPx9tZf1cV8EJgQp1Nfhb3uB2dWTdLtFnP9f4wB0H5K+OHJEFyNgYe3700gJPP605e1qjFzQzhwwHZx1tChSwUkT8LEs42NZ8fK5kf1IRi0ORUdHEyReQ9GPM9o6aOw7um1nYu/eDK1f6r7TT5vposunqiEAB79QBlpZ094tfbD1x5AH9R91OFde25tSFFqfPPM7FcyllWdDZb4gWDGOlCAhrNuXUuIkkhodnPIdiR0oB1BTAhv0dtH6CprmLJG6oNG0kvbm52XZn6riIeSNYNoZra2VVvPUGe0su7HoGZnsyG0f+numubltXsD2Bn5/TrPYD3iriJEacZjtz/pm+cGEOgoqkjDQf7XgOxzENGgRyCkou0uEshruI2S+GFIOIZ25+Jn3s0ccetrX7W0X4h/5q/9kxa9ts3XpF2jXEajXVrHN1T1RNWSj6m23O95u8+MoL9DdWCEHhnUZ8hEojVicJA5uwr2O4J4YuEYEuJYaVYPhhPsUP5Cynw2uUbkxEilGCRNDbM8PRY/d/Morjv0nS+IFO0k5vNfgbANJYtSdD28knJcNhQpBFiuVFZNyl25ljZnqOqXiaZtSVpKlEKyRuwlGlaCE4MirW2Aqef7EJz110VE5xsfwpQzsEBI2g0YhWrG/2GRc7n1SGz3enmktRO7rlqeCuFApBGI0sOzuB2s0zPX0fMw3Dwx9eoLfYYWHfDN19DbLOFk/l/0blYvZ2FAcihUaxhWMNy+u+xeZmRGMmMKXalPEVJmoVzxKaFgZLRcnrp19jc2u1OdVt/LF4Vowx/1hT79yKE7sAxmNX7IxDtrMNQXdZPHg/nalzfOrTf8KeuQUaJsYITGTAxtSznI0HHBBhHQgYhmheBlaVMNXSOOcpMo/oin5yhXnpo8ou5/rnoYRz5y+Q5RPanXRPqP2nulPxyXw7//ZtO5DlfnMyDtuDLUWcjlhfO8Pa6mmGk232zS+QJjEahWaaj+uHacx8k5Z4+ig2EYbAZa8ovEIZUAiq8uQ1DM06r+2c4o0fjfnpT14lTVNW+5dBFIIyOtL3dqabj69uDZ9ifLWo3oR2ldF2G+66k0Oi1YeMCfHmoGZ9cJnenuP05vfTSBoIoBEadLDyCiM1YYRnwwvrTsicIljweIIH6xTeg3jor1zZ+caXnj/z7I+em6xtX5muKotWihAgOBfVtS1Ha9k3be3HtwWQ58Eu7KVbFnxoplv1toebKFWDvo+9Bw7TbnZRBDQazRQxJSv0WbMTBlVgVCm8g0DAe3AevPM4LxTZhCtn+md+8q3z/6wi93Ko6zu9Da3gRASFCpgiq7e31sZfs9YPbhZgVwrlOdXyBfVScHxnz4Jf6nZUMwTF66+d5fgHatxcQFQgEBAazPAoC4y4ULzAMBsQgsNEAgIh8CaEheACm4O6WF/JTwfxX68LCqUcSvK/GNdhsZUkBq+8c74KIdxSKb2hqd8Yh3y6w/ZgIB/q9Zg1OujlS8J9DzzG3Mws2giCuppKs0wxw9CV9OtNiirDBU8AXB3wLuBs8IGgNs9Pli//fPy10YXs+Tyr60muTiprD/qy3m+r0CwLm+Wj6sXxcPxla7nps4kbAGyBVbCV5+HsyuVwYn5eTV+6bPXCvg8wv9ij3WwR8FenWIGYHrPRAl3dYsAGI7+DRFAXHusC3gZlXbCTQfX8pR9sfmOyavuVcwGWimI8OBVqe09R2MXhZt7f2c6/5K39L3sLfdoNAABJQh0nXDGa762uqtHyRd3Zf/De1uFDh+Lu9CyiDOpqPfreS//J17/zDX588jmurAyYTDIq5bwtvAsO72psvlPno7Xyh/3nRk/V225M7mywW67MGRLCG5OhK2zpnvY+/Gs+ccObD/+XAEwmhI11yu0h25VTrxSl7mvTPOaUnR/ubLM6WGFrMqB0Ff/+7f+w3//B06fPvX5puLM2UqNR7idluTPJa1+Wdahq70cr2cZkvfz+xovZc9UEW1ehnhS1i/E2y8PAlv5V7/wpW1Rrzt1an3xjS3mdxiOK8cgvT836p1559eXPFOXo0ML++bQzM0V3ts3i/gVeeOHFYm1588ujfHhRrbGYbJup1BmkofbEsTkgRi1WW/6S3bbnyx2bWe18nVsflLZqXOL22iK/xHl28NxGk/+/AlxTnYW1zcHweW3cQ9s7aweU0SgTMA1FHWri2F9wo/CUqynqSy6ebNhmiEMv7rJPZuSQG4XNcuBfrzNXVaWV2AWbFsGONd5f5M1N4zZ1UwBFUYyrTL6HbTyiQ1jUYowoQTy0ppP2urOPaJGXy6E77aXyLgqFOLVRrKqXja5jW+HrifeBgLNUuS2tqvCVxlY1nje3rdsasfzCZ+AXyVFPphrqoDYcS1LddEGjAiivKfLCSMOe2unnZ2vnfMh88LUPrnDYzNe29K6yqvIqeMrCTib4ymBdBmRcO3u7rZH8TQMoQxG82hyP66WqDA8QNI1WQrCOpEGHmouD9clLtjQjcSq4Kg2hjrxy3lm872SVryrnChtsMDiGgMMS3gr6ttLopgG8JZhIxgH6RV4ftrU9WFcOhUKUyGRY74w3s1cp6mWpLMZVTrvK5QTraufKtrc+D7bOCFg8FTX+nQV/SwAAZeEqE4VNb8OrZV7PVJWbKYsqKbJaDzcng/GoPOlc+UalvauVd1Z5V3tHbYOzI4JzeDICNfa6ZHlHcyH1q79yo9KmtIFjQclHReSoGNULgZPe+a8Uqv4Z+mqnpwCDJ0MY75r7eN6lg8HbAgAgRVC0xbFHoXoKNoSwWlVk/E+ren2A78oo8f/126b/BiJ/FszyFxX8AAAAAElFTkSuQmCC) 4 1, auto;}
12.5%,13.9625% {cursor:url(data:image/png;base64,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) 4 1, auto;}
14.0625%,15.525% {cursor:url(data:image/png;base64,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) 4 1, auto;}
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17.1875%,18.65% {cursor:url(data:image/png;base64,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) 4 1, auto;}
18.75%,20.2125% {cursor:url(data:image/png;base64,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) 4 1, auto;}
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43.75%,45.2125% {cursor:url(data:image/png;base64,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) 4 1, auto;}
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98.4375%,99.9% {cursor:url(data:image/png;base64,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) 4 1, auto;}
}
div.testarea{
animation:rwdcur86723 2.1333333333333s linear infinite forwards;
}
