@keyframes rwdcur244906 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
20%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD1klEQVRYhb2WXWhbZRjHf2dth2VCiHRtKAS10HQthQrH0JHOgbFSvbJo8WpQqWthg1zpxXbjxUD0whEhW0RBobArySS7c6h1pL1oKUFSuzQ9dekkKMkI6aKV+pH29SI5rzk5OScnMPeHw3mf9+N5/s/H+wE2EEIIu/FHgWN2xuejHz8WEk2Nn78eFsv3NHH+elj8nyQsI/C4YEvgzMBgvSja/ByhU2pvEeb6YY/H01JxoVDQFygtCegFZ4XGsXw+35SE2+UytTOaZktEEUKI4MIcVy5dBkxhZyW7w8YvSQBKv+8BsBRfZ+mzLxgeGrJ2rQEZTWtKQoFqBIILc6ZFVy5d5r0PPzD1t2vcjoQUGmsguDBHcNovva3Hj/fvNzXw5tRU2yRkESqKwimfD4Ct7W0ATnY9A6xLo6NeL4D8N+LL27cBePn0aUM91OOUz6fXhVJPQOjGrTDq9bKZy7WcA/DN6qpjEp1NZ9Tww0+abG/mclKpoihyW+6Vy9KQHgEnJHQoWHi/tb1NcGFOFlxG02SKFKWawtLDh7hdLsOYDifpyGgalhHweDzk83mGh4bYK5dtvQBjJMBZQUKLo1j3/O6dm4Z+IQSNB+fdOzf1CjfA7XLZOuD4MipurRgM6B5nNI3i1opTNSbYFmEz5fUkCoWCiWTP8BlTPbRFoDGXJ04+J9sHxf2WCg+K+3T3PAlgItKouymBR4GD4j5d6VU6z04C0NfXZzlX1oDVbdzb75JfV3oVUcoaxkUpS1d61TCvt7/qZSXxLfMDr9qSPQYoGU1DURRTiOafNS52T05xPP/A0Hc8/wD3pLMtV78j9DuhaQp2RkbpGPRBLMVvf1X4/qOfOej/g+5fT/DPSI9hbscLL3Hr/Xty/MV3n+Zw+TsALrx1lcU3xjjc6cad3mxKqv5qFFAtHEkAmI2l+GTxHQD+9vSiPDUAQPbW1wy89sp/i0tZGZ0Ls1cJLUV5PvopAIc7GoM1AnW7SGkkYCDSMf161cNBH7OxlGHCiOcJg5zO/2mQF2fGpGGAw/hXVk7bv9cA/Koq1tbWAIhGIoypKgCpZFK2dRngYigEwPj4OOvJZEv9jk7CaCQir+KJQIBUMsnFUIhUMslEIMBEICCNb+ZyRCMRJ2qdwa+q4qhSEdfCYXFUqYijSkUsJxLiWjgslhMJU58u+1XV0dPcNkR+VRWfx2IAJOJxGXJX3YuoXIuMy+slEY9zdnpajr09M9MyDS1PQv2Vk6gZMT3HarKeIqvnmhUcFaHenj13znbu4o0bBtlJEbYFv6qKjd1dsbG7K3PcrK8d/AvDqesUXuQrGAAAAABJRU5ErkJggg==) 7 7, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
}
div.testarea{
animation:rwdcur244906 1s linear infinite forwards;
}
