@keyframes rwdcur79800 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 15 12, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 12, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 12, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 12, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 12, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 12, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAApUlEQVRYhe2VKw4CMRBAXwlpSC0GLoDnAChOwjn2SGg8AksWgWI5AMFhSJo0BUFWLIp0MLM7z8/k5aUfMAzDMIaOE8y+/rFrJBDosH5sv4V+oj8FShmXDlabFQCn5gbA7tAU7dFbYD6dALA/PkUCegu0eO9F83oLhBAAyDmLBPQWiDECkFISCegtUF8+L6Bzku9Ec4HlYgbA+XoXCegt0J4B9bfgDecJIfc/SevDAAAAAElFTkSuQmCC) 15 12, auto;}
}
div.testarea{
animation:rwdcur79800 1.1666666666667s linear infinite forwards;
}
