@keyframes rwdcur66716 {
0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEyUlEQVRYhcXXYWyVZxUH8F9frqV0hVUICJ0y6AC7ixSa6chsaaKmWbYRgqyRhcSQJprMZGUxRL/M+I3EJSM6+8VkH7pJ4rakmQZH6kQ/yEDihKzr3BU67AgfukItKdwr3drb9/HDbW25972lZR88yZu8ec5zzv//nPM85zlPhYVLi1Va1XnUhAY31Loh5V559xpT6YJhbxlxCqcX6rRiAXP2SjtiVNp2sa+JQmOCo36cFLsocp+MjOfwuzs5j+bRbdHgvFbH7JN2AJ+QBM70+DjhQ+yT1uqYBuexaT4CqcTR5dqt9oonVKVfmCWZqZ+XMJ8W9OEQDqmpeN4OE94z4qCsniST0hR8ydNqHU33qy5WZb4pb7tUeCTBUY/YMnF4oXRRFd9yy6jDhvyqWHf7imq0lwMH26T0ixN1AySBQ/izaqsctVx7sW6uQaN7vG5P+TCnXyRzv6jiFK7LGRdbJrJcjZt3SE+bam94XVYT+meGZ1PQ4F3rNfqXyJOkny/1kWmTcxlTjvvIWxhDrfUek7JbPeE3aortKn6Et/GwWJ8+FzxUPGevXbK6BD8VpE3ZbzIdhHQQPGtSvRs4oPzJiXBAvRueNRmuCeGa4OsmtZhqEUKLEOySxd7bI5D2vn2+4gvTo1N4U96olCaxt13xoWYMlQ3xrNTZ7IyHrHdepFnc8nL4H+nTP6ngDf+QsW2GQIOtzns6YeO9g7MmXLJxgeCzJOp9ZLfKll+GEuXprRW3fKAJA5HV9thZph58LOeSjkWCw5BBHTJyidqdUlYU0hBZ6wnrVJZMyuKyT/DaIsFn5LVp+1JZp9L9HisQmLTFioRJw4j1UObc31lisZ7Th0prXcuRwKSGAoExKy1NMB+RM+jsXYIXZNBZI2XSMGZl4WetQMK3RMAzn4kAz0z7KfkqC7hSmPALlZYUmf5VzqtufkYCN1+akvue24vTJHYMm8ggUuu6TxNMV6tRL+HaWbg088gmpZUxi/u4DpHPGUhc51pE2s3fM8wnUYr2dIJiGFVcKBAYdsLHJkpmLccGVXjqLgk8tZOqNQmKD5h4j94CgRHH/U0+0UVajXrdqFskeF3dRt3bEsIf8DL5K9PtWoQLgkFX58yKcU6sFw9L2ezMIkjU2ezM0Dekvt/EofXyc8N7EVMMYmCu0ext+DNBsynNJh0VdN3dbdilI3TpCEu/Y/LBTaYGCIHwA0m3IYV+YIdG74jswleL3I/hL3IGkfemK3rN9AMbPWqJPTbQ9aeOkrB3/rhbVQ8/vCo+9x99J832A3PrZKMN3vWkyIYyawz4OdqQndMRrVTj93Rd6ShjSOdz3VIvifPXbu+I5t6C/f5tvz96xXdVW5bgZRQrxLZ2RYo32AOdcee3u6OuF8uQOO5WftzBueAU5zOnx5jDjrklm+BkUN6WMntgO95PPk2d27oLXXFCa15cgLnpnHEDLtptnSVqp9MU8FuR9q5EfJ9/vMIfeqPHx5pmgQ93x71X+8YNOWjUr5PMkhuRrB5Z/U541RpbtKqRwlKx+SrjF8Wde7sj9+CUnBMGDNqPS+VMFvY2fNARQ9K+LNYmsiYhCtc6+btYn8gqGf9c2NtwIQRmpEW1Vg9oMyGd8DrOuOyk7OJex/93+S8HaqXvnnXHSwAAAABJRU5ErkJggg==) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur66716 1s linear infinite forwards;
}
