@keyframes rwdcur239382 {
0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQ0lEQVRYhaWWX0hbVxzHP1ezuWATQaUFK5Ot6HAIMzYJLWtH2ctK58MGFkREMPOx7NUiUrZSpH3wYW8buI6K2I4GWliW6cNY1m1OjfNPapV6Z0FJyxpqwVxDrG47e7i5l3uT681N94UDuef8zvl+f7/z+/1yJAwQQggsIEmSZPwOdfXrdtfHr0kHzVnB5w/odgtzccllJG8LBC03CSGEJEmSRtLT3QfA6NiIyU6bB4SVEJ8/IC4NDAIwk1gEEC4jefjmTR4klpm6vwTA82fPAGgLBBFCiJ9/+BOA46fruXBhkBvjwzpBjkz0dPfxxVef6UKsonF56ArNjW8D4LIi33j4CCWbBsDj9hI4cYK2QJD5+Cw7O7sq+Y3hA8OsISfEJGImsaiTA5RpPx4klon89CMADW+9CUDk7h1JE+IE18evSaNjI/zxS7JgTQv/ZCTCqrzCqrxizoGp+0soWypZdW0tLa2tkLvL6tpa/SCrw+2gRWFX/MXloSsszMVNkSszfijZNE+SSf3uW1pb8bi9pgO/+fZLR+HPh+Zx/rwuQCON3L0jGUVo1+EExhIzoqe7D1/T+5Z7TBHwuL20f/SxAPTrKIVcKzErHNBiKJMkSZqPzxKfnsZT46Wuvp6W1laT55ORCPPxWbQyPIj8u/CUsRcA0Nv7OQB5vUyHK7co2TUirfwAyvddljZGHD9dr5Pfuj1E5/kBvK8W3aY2JCsoSlYfsagsjG3X5w+IUFe/CHX1i1hUFrGoLBQlKzo6Loq/xb/66Oi4aHkHJneMPT/U1S96uvt0b0AtQa39GkUYw9526qgDVw8QUAyqmD6bNRVa6I1QrwIRDl81JUNJAvKJnOC32Q0A3g02WK4XFWDsfKWS/y/k7tg0tATLH7GoXGD7UklYDGfONRKLygWJeeZcY4FtOHyVzvOm75LbN+R5hUUUrGyMtsZqsUKZ3WKoq/9lRAMQi8qO7GwFlHKQ1Z7RsRHb9yEUyQHtmWUUkV8JipIFCt8Jo2MjrH1/q6hYW3U+f0BUyimaPuw0zZf/fs/0/c/J9wr2lk/fY3XrCb9ub9hy2D6fLw0MMtz7Kc3VdQB4DqlrLYePmGzrPVX674n1NZQMjsgByu3IZxKLUF3FeuI+FWUuJPEKe/uwvZ8hlclwuFJVlN57QXrvBVPJTZQdWH3ujBxscmAmscjmw0esyitUAt4KNyffOKJ7nFS2C/acPdbExPoawUN1sIlwIqJAgM8fEB+0tzMZiQBQKacI+X068cT6mh7y5dRTHm9lOVrjNl2LkoHg685EmMrQSL4wF5cq5ZR6UI7869klW2+SyjZnjzWR3s2iZKC5po5TVQ2lNSKN3Di3nHrK7cQaoIbZGH5vhZvHW1mTiE+C75DezeYe9fbQBfj8AbEwF5fyyZUddaR3s3hfc5tEKRmzyHwRTpKxaJIUC6EdnFZCqdD+bIrNOcJ/vnKHD7pKUtcAAAAASUVORK5CYII=) 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,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) 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;}
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90%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQklEQVRYha2XX0hbVxzHP6d1m9IlASd1tDJZixaLsMYlQZkboy8rw4cNUigigtFHX/akiJRVRNaHPuxtA+eoiHVUaKGpmw9b3Vwd/quapnOarcySCYZa0KukY3/OHpJze2/uvblx2xcO5J5z7vl+z+/f/UVggJRSYgMhhDA+R5q79H1Do5eF01whKDKS1wVDtpuklFIIIRRJa0sHAMMjg6Z9ah6QTkL8gaAudGlhXhQZycevXeNBLM7M/RUAnjx+DEBdMISUUn775c8AvP5mBZ2dvVwdvaITZMlka0sHH3/6oS7EKMIfCMqLPb0AzMaWAWSRHfnG2kO09C4AnhIvwfp66oIh7s3Psbf3NEN+9YqrmbNCZK4l+gb6qak6DcAhNfkgFid652sAKk+dACB684ZQQgrB0OhlMTwyyOJ00nHPbGxZJwdDDMzcX0HbzpCVlpVRe+YMZH1ZWlamv5DvcDsoKyytf8PFnl76Bvr1NT0GFLT0LlrSLGJj7aHpwM+/+KQg8+eipuo0fQP9LC3Mm97VXaACLnrzhthMJvVn5Y7/gtaWDorFyxZykwDIBFzTe+9LQHfHQWBMsVw4lBiKhBBCZUKwvh4PXpPPASajUe7Nz6HS0IncX33WWAtMyKllzwRkF0W+QqTSD+DwH0WWdZXft8ZngEydUGhru0RnpN1RuH6aEmG3SZFnDu6A3AJTfZZb4zOW27e1XWLs+gAXzvfgec7eBY7RHGnukq0tHabbLE4nLeUXTCWYusbjCCF0coUL53sYH//Iwme1Zx4YLOCwloFTwNnhQAJyiZwQifSZbg9kXYHMtYKrAGPlK4Q8F3fnNgB4I1Rpu37IdjaLt9+tMg2nMrw4ncTjKdHH/4Lst98ypiYSUtPS+piaSNjuC4e75Z/yb32Ew932zY6LDstLUxMJkyvy3Tgc7tZ/22UAuLgg0tzlos8ZUxMJOiPteJ+XjuSuAtRB/4YcMi2bW3+YNwtUm2UUkZsJmpYGrH3C8Mgg67fHXMW6puH67TGGTQfD4R++M+35q+Ety3uNW2usu9K7BKE/EJRHEilqSo8B4HkxM197tNy0r8Lj039/9cs6tUfLGVpY4vudDdfGxTEG1Beu8YMIq0822f09jbYP2j7EU1vEU1v63qS2Q1LbceOyha0LFPlsbJlH2ZbM+0IJDa9mbl7h8eUlNIpzg6MFFPlq4kcAGk6UU+HxWQ6f/OlXfS6p7XDuZDXaPoReOUajr9L1q2SxgD8QlO80NTEZjQJwJJEiEvBT4fHx2dwKx196VnjiqS2bUgW7T9NAYSXZZAEj+dLCvFBNZDy1xfVYJqbPnaw2md9bXMJv22n9Oant0B56LSvigAIAnVw9SynR9jK38habb6/t2x+qRBQC3QX+QFDatc13dx8JIYQETAIAVrc3DYJKTOnZd2eqoDQ80B+M3KAyEMhGn/l7Xwg5wD/gzR7Q1/zFdQAAAABJRU5ErkJggg==) 7 7, auto;}
}
div.testarea{
animation:rwdcur239382 1s linear infinite forwards;
}
