@keyframes rwdcur61263 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB1klEQVRYhb2XMU4DMRBFX6JESDTrihPAPWgRB+AkSZOUmyoNouUC5AD0iFNEggtAtauISAQkUywTOc6O7XUCX7K0tmd2vmfGs7PcwsscLklECbYEa71Rgk19h4v+F5yfwGMXEhNvPnPIdSYAcAOnXUn4xqfQm0Kvq/4A4OyXxKIhcT2CpzbhEqx/ejEeOn2Q2NyJ4xvYO/jQPOHHvnSGnxOpudF3J+KJQ3NCMFPWXQzk4R14gO9Ns3Y6hHvgQvbb3J9iOJYXAzG+gPUGrkbwnEBcxSzB6B6BBaw/A8ZTr5d2HUOE+kN4DRkXaO7WZGW0EXIRdZUodyHgw60V/l7fX2jDIcZj+kECufVdI9H2vqgHfPbj5QpTFIyXq6bUCKzd3TsGQhUuZ2R54K+hEjhm/LMIwOHZn4JBXGQXpih25lVdR+U0mSwCAFVVNUaM2SPkyxljckzoN6AoCusiaR64Cf96C9r6g6wQ+G6NzV0kfaq1tltC4Lo5FIKt7LEK0Ywmo6u6jiaX7IduQDIBP3ZCJEbCNa71hyoBX0Fi566LAWPMdsg8dnKBmhDShPrNhBvH1EqZ3ZBoijl/QDk6UaR8rksl+wVZdcCFmxMTZT10+qO6pUs7LvgBlGZa53w6KkwAAAAASUVORK5CYII=) 0 0, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur61263 1.6666666666667s linear infinite forwards;
}