@keyframes rwdcur213124 {
0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAErklEQVRYhe2WfUxVZRzHP8+5B7xeLuzyIl5RiVwltLQNsZCZCr7NTU1o5rBaZFuaVmCNtdoCwlpu5bxqrlZb2hvWWCCz0rZMQicyHJuGgoQECBe9IFzhcrgdzj1PfzRbf3B5sVpr+f3r/PF9ft/P8/ye89sDt/V/l9i5q0j+mwDqrSxam+ewADad3lCBEmXB5v3apXX/owCZeU6hoKoVzc+kNMuk3RZsiZFizj0RJCoBNG1h7uWqYXxfTherPihzuYf/VoDMPKflrPniujix8rGn7/5pxWScdhWbIlARKAihYEoj8Vd6HrgsDzyRlntpm1Okl5S53H1/GWB+bq3l5MCxvOXhpblTxeIZIUQoJjoBdEDHghVFqihCZTJO673kp14TlfE15lZHVl7+JEAvc7mD3jNlrJ3/WH10y+qIH/KnieXxgKLjRcdLAA0DHwY+AvgxpYEpDQCmkBY3T3lnc/nFLTljZYx6AntKtq7YunHnsw7uc/4eqNFPk+aX1+pMjO8kRpVNTNdszMgIIWJ9KI65EjNUYhDLwhlpSdlPPZe7+XzGnYUTB1iep4XUD4sP48UjiQH8BPDTLas7DHz7VeyuAH79sMsTADf521dYhunfe0VWvBBCRG6YmBkXSpQSJ1bNhZJFt3QC9cO7li0K+TzDglX1c5Uhrvp8NO8+6mIX8NafvW/vfjNw8zszz7ldl97CIdyOMBJsadni4UNvFCVlLytqGCknaH86G2SKKsIcAfz0ynNcl7WVDubuHW03AALl3QGavu2UR2mVh5g5RyQAycH8IwJk5jkt9cfl9GbzI2uTfI9BWhmkvdRAM8YCKHO5hzXZWR7Azy++YzSelA5pkhTMH7QF/R5s3ZxWL3oquN4Os+dFVlbtiR/X2G6TpVU1ZTqGDkLBBkQF8wZrgTnJhtnZ1m1GxCgkz7t/PLl/qL5SN/2Dkql3gT4kzdG8wQCUgR48rXVoNjENO7PwG96U8QJY7aRMDhdY7dDvQQN6JwQgMc1hP5eu/iw9PsNNs+8wbefk0pzti8V4AMKiWJO8RmCa0N1Kx7CfEf+AoACHXR6peTnT20FL2zlJov1xImJZ90Xb0kfHCrdmFa9XQ8lKULO43g43rskWoG5CAACZCwov+H2c6GqkJ0SEsTj+1Th7pHg5etOODcHWRG/ascEeKV5Jjy9whohw+rqkx9A58eTakWcAjDGKtRvye/8gD9b1vL96Zcxnanr4geRGuW9fdO7HB3X6jgSkfhpMTIw0FduqCJG8L1E8H2vBSnVvsWEanAIqR8sYFWD9oqLaM+7XMwd6sF+K3r9kttimPqSUxPbI2pxuTuV0cRwTHadIZyoZTBEL6JE1XJEVhualqs/Np9nLimpvGQAgNbKw3NNSnBmYrent8qu0AZodMWI+SbzEHPEaEpMAGgO00CZL6ZBHevtpPOVu5EBqZGH5WPXH9SCJaSoo70gtXmANO7+kP7RxZbesnmUXd0RNIsau00sAf78hh7xezrd23Wj4ZrCXypimgprx1B73k8z7SUE1wODG4iRoSFFDSZAmdwQMTItKm1DoAM72HSy4MN6aEwK4qYGSgqA3+rZu6z+p3wDGmPujfi6yLwAAAABJRU5ErkJggg==) 15 15, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEp0lEQVRYhe2WW0xURxzGf3P27Lqsy8pNgjfwAiK2VgMrKDHGmmpCbCSEeEFjbGvUNLaCvdlGC4gP1ViTJSYmNjbtQy0mNqUEq5GSatTaUsEL8VqoF9BVF4SjLMu6ezjTB23apAsspo0P9XubnJnv++U/M2f+8Fz/d4ltO0vlswRQ/g2TvKIE8bRr1cFMdhbWmU41HJkcPZJpQKJQSBIKao2bYstCVndr/Go+Xnz+PwEIzi7LuuEVm1dNP1wwjEmjzUTZTFgUUDAIGL34fRqN7mPT8rY1nfFWL3HuPlXpujvg9oYF0JpQlrs6ffP2FLE2W8VuMfCj40V/8l2gKAoWeyyZE/NM199rdVbO/bx2zZ4oigf0HvAMnGrbkluwZPnHqWLdHIlh6cGNHw9dNNPJOTo5RxfN6PgIoAGoiSI/881XvtkU+8bWjQP591uBitrS6W9XmLa/oHyQ7sMNGHTIs5qf9howqoHjQbyqGcf8SO7lg5EZLaY6VOyMEPPGv+LY93rF3GW5yo/FVU8FEDtGzM2O3DEjiFfplOfxces3YOcRl7oHWPx4lgXws7QIsw/3ml7p3zhUJCVGkkysyEjWA8xbXBQf8Z3L0xMqo88tqKgtTZu1QuSZcdia5B7uU99uEPjkSfg/tN91ITiEuN093N3RLW96e/GjYFWXO7989cOSdZP6ygkJ4CysE9LAmTrDOrZFVqLJi5iwHPrBZfuiz3IBB1zNMpLkzx7RftLLNXS8RIkp8QveVZYMCqC+PEsCaY21fkdT52F68ROQD6r7C/9TFa7GRxoXqrtlK/dlAw/kZUu3JpPzihLMYQM8UVRXO9aOW3D6p4tc9e4/GQ4AgFder22Q7+CWh5Ho6tgxKYkq9pBZ/R1CQ1ExAOVukyTox4gKE0Cg2hTMpCpv0SPvAKDjDQnQZwXMVjSTit8RD6pZIBTSwwl3FtYJHd+sJLEIMNDxGd3ypgcwBgUAXP39tHRLA1KyQVHICQdggljpGC0W5I8SC/DKmzzCo5vFsGsSPTAoAJ9Gfds1mlsaIWNcPhOyxOKxheUF/YW/v2GTqQf3azEiI9PBJAwCtMk6LSgfHJWhC9A3wMqFpZf93fJox23psYhosiPKE0xYN8at2hoSYv2GtUOvy31FiWJRyXCybVbiiRZTkOgtU5WymipXR8iHaaDH6FhvgJlnPHsX5sR/paaL7dMu2XeWR6zfthf43iwi61XsqoWo+R45uWqUyJltwmZRUJEYBNAePuTKgWGk6X1FDdgR/dK5JS+7QKxLSR035yVRog4XM2mTP3OPY3TIs1hJIEksIkG8TAQJSAwkBhqNgYvGpwdjRcbyQy495G84nAowI7qk8valstxRE+/4rrBrlpcbMbEigxf5CJOwIR73AwD4aceEhXvyRMcNWVFTVz51KfQdHhYAwIiW4qo718qyumIa5gSjH+Z45InxEYyMMYuhdgsxDCHGDwRU7L5uWi51yLOVp8un7wrHO+yOSD9YXKcBvcvK0qDJCSQCSY44xWoTI7QhxGkq9obxYsWZI+Vqa7i+g+oJAbq+Lr789/G8opGCv26T8q3LHRys53M91zPVH9CKzKkkdLwQAAAAAElFTkSuQmCC) 15 15, auto;}
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83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur213124 0.6s linear infinite forwards;
}
