@keyframes rwdcur53270 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 4 9, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
48%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6UlEQVRYhe2WXUyTVxyHn7cCpVCk46tQGR+NFBgMUaLAgpp54dSauWyCK2YaM4wxuO1myZIla2avtoslZkyzbNkSwwYEFNlFt2wmkuASwU0EC86JK1AQwRYQaEvffrzvbuAGImOAXvFcnpz8f885/5wPWGedddZZgtZWwp51hrBwoKmOL6JVjHl9vCMIJMkynxw28c1zE2hporC0mNth4ckEA6N0/AGiyJeCwK4AHDGZuP9MBS43UJWbI3xrMGwjFPTgdt9jxq0i4J+l2waCzH5Z4JDtHtVnzyKtVmBRj2UZ36NRGW3SLWJi8mirO8j+k7MEgz2oVGM8mRJ+8XhkgDebm8kNzrK34igNKxVQLBw4bOKHyUm+b+8An8/J5EgMlswjhHx5uOwl6DNfJSsrmhwDSS9qcarV2vpL9VwBqK9H/38FFrVgnp9bqCkpVpzZGFvE7z/qqT1ZisgsZcYgp5p/49HgCImb1ExPddN7FxAYcTrRSRKnyyv5etUCTfV0JMSxIzcnHVlM5ENDOUF8SITQZYZ40O/hxOcjvPHeIO7pPiKUamZmHNz8E/x+Tr319vJOzqIWzFNuonh8grquO4No08Ipq76NRAgRDyn9rxOHjoaP8rhYtYdj6Sacg9loNDkUFoAk07PqHZin/TqThs0bNLGaItq/28pnZ6KJRE0AHyIiCmTy2YOdTj5t6UNpuEF3txO/P3G36fhA24p3AKCxEcXQEA5bT4gJ1yBhXbvJYBsyMoXsI5xwJKCffxDxEq93kxAfxct5yqB3PG1Z98WSAhUVSOWVbHG6uDQ1/YQd5y+QVWVFRuIhf6FAQToFzDBMPnv4uGAnvbcKCYQmwjS6Nt2qBeaRZG44HEW0Xk2lusbOS7s8SICIFwd3AZkIlIzykNh4iUAggmAo5agRy9oIqJ18Nfp4/L7HN4zXO8DkdBA/AV7jNCo0RBLFTVqQkei77iE2NoWxoRIJ2LwmAgc+wF95/O9smal2KeShpqOLfccmCHvlGiHVKDmUoiOb7Qe96Ms0qJQhXoif6ANcRixLZiz7uW1sROEP2PLt/ZCe3kH5BTeib4Z3FalcrXUQlyyy/YDE0ICIfcBLuHLgxNwCI4FzT6v7n8dwgUSkEKQ3WUuqa5yIrVsAQU2k0o3bI+ByKVAq4+jtSR396dyhnV6bIhKIsGLuXBOBeS7XkixtIA0473EXD7undLXaTVc0CogSodn26/sb71xMCANGrJgnlqq1IgEjFgPgs2J2GLHoAYUV84MFc5KBDKDTitn/tFor/XJlAG7AYcVsnwssBOKsmK/NzXkMuJcKX1OMWDKMWPKfS9g6a8m/JVOK/z92lNMAAAAASUVORK5CYII=) 4 9, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
88%,91.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuElEQVRYhe2WW0ybZRjHf185yKGUCh1yGNS0UMppMEFgw5ltyZJtmJA4YIPFQ2IWXFhcdmG8kgiXmmniNJIlmpkNMFQYZqJLFIkMJlNgi1Q5mGFhFoYcR/l6/vp5Y29GgjDQeNHf5fMmz/PL/32f5IUAAQIEWIfuboL/7RnCwwVTM+cjw5m1O3lBEIiTZd4sr+LifybQYSJvTxG3g0PiEW1q7gyP4nLxviDwrAeOV1Uxvp0CayKWJAoWFgUMhiSUkSIlSrCthr+2spzK+N3hsbZmjsgCZcOj1NbX49uqgOLhgizjnLkv82B5EFHU0PT2KRITitHp/6S4ENKNwtfJO3k1x8hMezsxrU2c2FaB8iquLC3xSf8tgBlwSNRrq+n7rozp0f1kZu7BkBaG0UBc8hPMqVS0fN7CVYCWFnSbFVjzBvx81cGF4iLFGVV0Pr1NOj4+9TQe3Ow7LFHT1sW7DU9xrq4Ly0Qk317Xk5HbNb2wOJ3o83G6oprGLQuYWriliaFwVw54xHxeTzuOEwcyEolaibuTdmres1Bc7sLjus/jsfPYbFP8OABuNzXHTmxsc9ZcgZ+KKooWFmn+aRDikkPZWzsESLgRSZosI5YELp3Lo/GVfE6nljA3mU5UVA4ZBiM+GfOWE/DTf4MlQ2qQ2uc7xMCVVD58I5QwlHhw4kJGgZtsDjDBEG91/IYy6zMGBmUkiX2VJ+l95AQAWltR3LvH1LBZYtoqofi5AB35gEwehwlBxocECLgQidWtotEksSsbL05GN5JA0HqHJhOyqY3G546SrYqKy8x/aQzLwh9YhtR4ceHARgo5jNHHbo5w7VI40blRiK4Yxey89toXnZapLSXgxyfzA4p+nM5uai9MkHtwBQVBuBCxcAcIwo0Lq8NKSqqIdSqe5cUdZzfSe0MCyjk+mPidUfOvXux2CyuiEwmJ/bxMBBpCUWGmDxmBgS8F9h3sJEVvulFKQ3wpDWFbFjh6FndFNRkOB70+SeSdnhEOvDhLcGEfblYwUkACKTzz/Dya7BjsthyGes7kAgZAs17vf9wCP62tKBQSD/Q6lFptCEplFh7PPApZzzeXo4iJd5FeEsFAv4poTSc3ew6Nd9dl7e6kzr4tAn9LhAlefokML95pvp0WWnnyMghKwh5bZVUUsFqN+LxxLCx9P32siiRhA9039eGorMQJ6C+eVz85dF376Y7EvWql6qY5KJiPJK9sUDAS4WKkXS2xupHhsMkE/JTSoAKuAhWd1C0+So8AAf43/AWADmbq8Z8i6wAAAABJRU5ErkJggg==) 4 9, auto;}
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}
div.testarea{
animation:rwdcur53270 2.0833333333333s linear infinite forwards;
}
