@keyframes rwdcur101747 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHY0lEQVRYha3XeXBW1RmA8d+X7wtZCCEJgYSQBAhoE2yruKGW1I4idqoFUaG1i7i0llYd69hOF23rTKczVtrasU5b17G1y9gqdMcFWjsVBFERQRAoS9hCgJCF7NvbP4JBJQHa6b1zZ+7ce97zPPPec857bsLJH/FftIXE/6tRQFTM4dwRnFFGySgys/rfdnZQV8/ru3m5we7NRZ7U5SsePynGiQQiPvYJPnke6cN46U3ebGBHJw1H1Eb2Mj6DKflMP63/2ZMrNP0500Kdvue3x+UcTyDiV/dzsIFfvK52zShLpVttn13qHdYmhBzZSo1ytmIz9Cr74EGuO50xBSxc5q9rx7vc/UOyhhKIePph7vubDS+O8zO7LbdB7RFwtx59+kCaNClJI2QrNsoFqtxsgtOqd3L75TyxxJrFJc70k0F5gwlE/PwevrbawqYRfmOF7fZq1S5dygjZRsiWKUMCHbq0aNesVZdu2TJVGOda1W4vauTeD7P0ZS8/UWDaIBLvFYh44Ht6b9noixossdo+9bJkKFfsTJNdZKIzpBRqldDnkBxvYJltVttspzptOpQYbY7z/XjEMH42nV//w6+XFPuMnw6Z+YjfPBCRPjfmuzRGy4+UZJQrjvkujTVuDv1DbMhrnVvjWjOj1JhISUaJwviqqyMmzI5Y/FhE+Zz4nI+93f498MWPRlTOiq+bF8VGRbpUvM/4+JHrI8ZcNWjQMX0s/FbEqHnxXZ+OiUoiJRkVxsUTvhRx5byIH34n3nBrvF/FQH9pA+HLVlny1niLrHRQo3JFbjPT7Wc0SOx/esi0vQ1vcCOvbePnM9xV0eZTqhXKs9t+D1mhedFwxhX5wJRdpqkcCEwi4o+P8a3X3NG91eu2yDXcJ33YnZPaJDYuPiF8tHxLtRm7vsrkxle4Y6aL/rDLPyNlu1ot2uSaYlraDi4Yx7/yLFejWevd/RlYtc5fW0uts02PXlUmuEuexNZFJ4RPMFardqts8E3PWP78eFavZ0GOG0w1RoFGLZ61kWUtnDXFdM1Gy3P0Ezxb409qHNBopByzTJX38dbjcPvhh13jEVe7xDmyZHhLjXu9yqN7uOQ8sx1UrkifPjX22V4/hq5OBaWHlSg8KtD9aso6O3TqUqzAHBnMnXZceDz1kJzff8TF3xnml051plP16LXediuby9hbK+lJL1orJalJiy0y2FvHxJSx78zAWwod1CghodQYkwrrjhabweC3LNB+9XN2zv0Hu1vkzmemKbJlatZqgy6JL9018PlSUrp0O6CbQ63kDTNS9lGBXZLadEhJKjOKqnRq9gwOf/SHtj/QZ4ZNqr3A7/dSkCNbUkJCCDd6aAD+zpuQRsSRZ3FUoFGPbj2SkgoMp2AYB5qPhV9zPS9t8pQO623rT+O0CTrua7LEW9p0qNf0Ljj06JUupVCK/GyaOjXp0J8dJI6c/ZbhncvD2/Bvu4Y+pNJkSklKs9kelzy/Uot2G+3QpfsYOHTrkWu4STopmUzNBvv6RftJBdKlS+nVq14bBzooyRuAZxpmswO83sT0KebiNBW69HjBa16xUZOWQeH9kDTlipySu4+sbM01I+x18KhAuW7DZenRa6cDbOyhrFS9+c5SeWR0b7N+01hqDyi+oc+DLjDPhc5WpUfvkHAYKcclqrg4m7WbLDfSfg1HBd5nv0IjhbDHAZsaxtLUpOCsw85XKVumGvvcYzN3buHcSlO+X+ix03OstP64cKg03g3SmPshFv/bH+1wSPNRgbTzOF2FTBnqHLJIM0+t5rOnu1mZyUp16LLUqz7f1ezQgq2s2CKx9qkTwWOyUgucL39OK3UHvflGiRU26ND57obPuCUmKol0qfiQD0a9GyIevy/i4qviYTfFKcoiJRkFcqPaGSdVHccrjrt9OuKUWf3luOyK+LzLItfwY+Ijcq+M2aojS0YUyuuv45Vz+gOrZsf9PhenqYgsGScFrzIh7jE/YtyciN89GHHRFfGYBQNlerA+4m9ujVOVR0oyTlEWv/TFiOlHNhPnfDz+7ssxW/UJNyZXqI6lbo2YOivi6YcjLrsylrotpjo10qXeBT9mS3aHqzzh7xq1qDTenT5q3pm7+MZlLF/Do3WWHi71vFqb1GnSIiEhT44qY81U5ML8XVxXzPSp3PsXS1aVu9syb/i3Dl3v4g66KZ3nIs9brVWHScaZ70Jfy2jnpnxmTGPdFl7cweYODiZIJBjdS+VwqidQOYnnXuKRJj/ozPIL/7LFbp3vgQ8lAHGVj3jBGk1ajJHvbJVuNNWsjL3MyGBaGROLyczuX9/bWtlWy8oalvVZ1FvkcWu9apP9GoZcK447hW5yuWe9ola9pDRFCkxW6jyTnaNQhR65R6ZTo2xbJaxS52VbbbXHfof0iSGX6BMJQDziCx630iY7NToMsmTIkWW4LOn95USXbq06tGrXrnNgXBxZ8f6nX7MBCVjoes9YZ4daDQ5r16lXnz59A8UsJSlLhnwjVBjnOatOlnFSxwmn3zuvyLrypH7n/wNZyT5Tnk4niQAAAABJRU5ErkJggg==) 15 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur101747 0.83333333333333s linear infinite forwards;
}
