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0%,16.566666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFPElEQVRoge2YP0wbdxTHP7+78xnj8C8YR02sJEJMqFNVJJZalTqkEUsHQlbGkkrIEaOHSpU8oiCkwFTJa0oGtjQLookUMWRGGVCURKZqjInBxpzt+9fBNjr8B/sA2wz5SJas5/f73Xt+797vewdf6S6i8iUei6hACOhpcW0eSMxGl4rtCKxVFMf3EPAEGGtx7Q7wGHh/2UG5wZlADzA2NOAfH+zz13XWDYPkfoaibmwCL4FM+0M8G6XaMNjn59aN6zWOhmGS0wr5dOY4UdSNtdno0kpHImxCTQKN+HJ4xG4ynTAMYwF408aYXCG16ujrURkevNYvy/I9YLyNMbmi5Qr0+X2oHiWo5YuPAOKxSIIrMIVargCA6lG4e2uEwFDfNKWJFWpPWK1TNwHDMEnuH5LNaafsQgi8qoehfn/w9s3AZK/PuxCPRcIdibQBNS2kGwY5rZDfTaYTw4PX+lWPElQ9CkKcnHlXqp1qKpDcz/A+kUwYhrGQSmeff9jdo6gbNQuvSjvVVKCoG5tF3VgD3oBxAPB5/3B6qN8f7PP7Tvyc7QRMptLZhXgs8mw2uvTqvMEsR+cCwAwQcJg352OrDfd0JpCnJA9eOg6pV/FYJPFJK4SAyQ60UxD4TQgxfnIJm5Xl6Fyqjm9yPraaciaQoKRtquVBAnicSmcXtHzx0d1bI3hVzymHSjt93j+cLid7IY3kkSU8igyAbpjTRcP8sY7bU2DlJIHyP1Zz0Yo9Hos8g860kxACqVwCRZaCQohg5TfbttFNC9u2A+DiHJiNLr061gqLn/5NbaUzuWShqGPb9imfPr+PG8MDQb/P+6jX530Yj0VGyzL93MiShKrIqIqMR5aQJSkvBDtAylUCZSrt1JXpZJgWBcNI2DYLwF8AspsN1je2zPWNrfRUeOII0GzbviNJwu+8J4QQKLJM2T6kG+bgVHjiaH1j62Oz/e+HJ0YoTaERGzAtu+pjbZqW/Sfw93xsNQUutJCT2ehSu6ZTHtgxLQvTsur9vjYfWz0l48+VQJl2TKfKJGz0WJusNoh6Xm6IxyLhXp/3YWCor2Y6VcjmNNKZXDKVzj4/1goXOuyqcXUP1GN9Y+vjVHji3WH2+Fuv6hnq8Xr8siSdaiev6qHH6/Efa4UJQJsKT7z75afJ3PrGlnnR67udQo3o2nRq2kJu9Ek32ukkgeXoXN33QkKIMSFYBMawwSodXr/Px1b/qLdhPBYZBZ7cvhmYvDE8UDOdAApFnQ+7e+S0wsqxVljkAlK86XshIVC9ihKSJIFl2RR0o5JEIzqqnU5u4vvhiW+AX2VJGlcVeUSRpdJHkq4rsqRIQoAAw7KwbTZfvH77T70N233YVeO8ifPAjiyJpCI79Ici17RAK3RKOzkTSACPDdN63kKbtErbp9NJC714/dZ88fpt+ucfvj8CNOCOZdv+Ki2CadlA4xZy0ol2qtsby9G5Uc5+0fu0WpM04zKmUzwWCQD9TnsjLeRak7TAZUynGeCe035hLeSW8xx2wDal4B9Qem5+MBtd2oZL0EJuOY92kiRR7PGqvwv4zrSsPWBtfWNrDy5PC7nF1XRSFGVxNBQMBYf7a/w6XgFwP518XvX6wLVeRSvoHGRyV6ICQOuHXXB4AEWp/193NYEyTdvpLC7ySHkptPLe6SyuQgUqbJum+XL/4Cij5VtX1l2vgIMZRVEej4aCIb/P2/KiridQlgczwANdN8bSmSOOjvN1fQ+yuRpb1xOgpG3uAcGibmwn/vvSzH+HkvQHrkYCzXRXNfnymq9cCf4Hlw87YrBDk9YAAAAASUVORK5CYII=) 21 23, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 21 23, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 21 23, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 21 23, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 21 23, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 21 23, auto;}
}
div.testarea{
animation:rwdcur228830 1s linear infinite forwards;
}
