@keyframes rwdcur83433 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACwUlEQVRYhe3SXUySURgH8IdXRURCMY2IBJ0fKyyZiAULNVOZX5uFdtGKtYzR5o21cs37LmqzzGZrbW3OlptbXXhRTkUnfpuIk1GhJCiiZugLii8I8dWVLE3d8rb3d3n2P//znLMDgMPhcDjcAcpOMymSdEboYfc/KzkXKkuiU7sb7++bCdlr8UZBJjlPRL9DO8+qzRWximXSy6ZpF/3HynfdjlyHog/hcrkRiu4uz+6Oh0+aeeFT+sdadEVK8JsSciRZmv4Bg/vAAT4KWUhpAiPK7bbXhFACudMEmpIbHeZBIUpuXkA7DLoZBwCAVFqFyGRVhavmuRKCxy0ol1yNYcWfNE6o1X4AgPfdL47ZHZbXLcNfdBQvNiW+niLkCyWcu0zL5/gLwl+9Q7q/B6gTicSGNH4NSVT4aHhSnadBI5/7bASrSmP7mTaoiUm2rW11WqzTAABZWbxAakpKOZfHb6AzTojNpnltmM870D8yAgAA14i27PgNHVtlIQz4omMw5Zht5iiG1m4JKisGA5mnZJsLSKd5eRYAANkegIAu+cej2E5qJBErFpzxbzkc4PV4wQMAx/NpwBTEebezZDKCYA4nubnlHXQpFEAkko5YMVewa3nU4l3sWkUCPg/4fD7YcDoRRZ/ar5mxkUN63pLVdk8wG3yBwbV1YwFi7CnGtG1xFaWkdI6jwNhrsDhjUxPp+UWZdGFGY1trJwYAMD4+GWCxE11J7IRvEeGkXuPcrLLpVZNpuwu9KLafreTJy3Ki/SYkQOCTl8pj7a5PVNXobeaGob3+q1kfvPjuTwEAcK8mg4KYF6q1o4HcPE72Olp0pQHmn07Uv9TuyCmVQyS93kCUy2/ad3e0tz7gODeX6sYWLVSrytjrcsObD8o5517n7auCTaNW89OJ/7TpD9nJjNBLSbHk4ZZbh63A4XA43H/gNzT1IgdhRBX/AAAAAElFTkSuQmCC) 15 16, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur83433 1s linear infinite forwards;
}
