@keyframes rwdcur190161 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACKUlEQVRYhe1Xu07rQBA9m4bwKKAFxAdQcf+EBolfgMYKkq3EKZgm9xboCoWGX0BUfBOIAiHxKIJshLQU6zW74/EzQTQcaZV4NXPO8az3BfyiBWYhNjWg69osxOZChdMYe1wkGWH3McTaKdB7DLGWjLDLY9IYe62EToKJdp9vB+i7hLcD9JvwdM3zjMwibFuC5wDrrQgyvAyxng9LhO3Gia64BnR9BgATJ8a2MsHL19BEqTg3wYdDuQ8nwUT/n45LSZSNJ6qvCpHiXfZFlKPbcwP+rY7/AMBLgA3FzOUETcRLTL4OsQGYWSXmSOUWh4NIA+nEa7yPSDTLNfIKzAZm8YgC8hLEShDxriJo9Nf8+ibuBlgGzKLmGVg5xz0AnE2LY6cEQY2luIuJnXMkALByZvR6YiKcRSlLXogJYVjyt9WAlsrNE6TyS+aqkBBdLQGHClCegeQCN8tPtF9HMK8J10DpEAAAiExrIFb6YQocfaJD+98z4L29m9TVRA1HwUBOkP3GwRHi4KibiQqO+PlBNiBB6+qFr9VwZJhML4udHyMcs1VQs1aJkg1M5HBXw7wCaYIbwOyG9uUc/uL0ZCjZO1jIF95CbBU6pd2qLaStW7H1xu3zvoH3GGY3HHY7AXExLmp5rU4WLwfPUwWXp85kYRbY3arFUaxWROKvhHsmnMcE4M+OzgfTrt9E51OxxY/dCzikm1EamZvR9YG5GaXRAm5Gdfixu+F34hPnqqXkJ7eLFQAAAABJRU5ErkJggg==) 15 15, auto;}
}
div.testarea{
animation:rwdcur190161 1.0666666666667s linear infinite forwards;
}
