@keyframes rwdcur150452 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACPElEQVRYhe2WIZCjMBSGv+6sQFZGIpGRlUgkEolEIisrVyIrV1ZWIiORTyIjI5G4nOBgoHd7pWx319w/w5BkXub/8l4IgZm8956f0m9z/90QLzPzW5jv0bjy2+fbIeYl+Jd5qJOngr0A7Ha73Xzwtj+ahjrxsVZPhXidm3rv/d/MY60wDO9n63XeuTWfS4cBRhw6DADIy2jKwnvVfjjvIYCP1HUdYnvi2JIX6Yg0i7j6rSCrJoQ68VnRo6L9NKZVtIgR1yLX9mGIVRkAUNF+YSquXYBoFUEKOfhHIF7uBYQ68WUVUBwuHMLTNK5VhFbRBLJVdwEADsEbxtqhPYMYJa6dQPIiXWzQTwOoMkPrkFPTIGIRsQRdPpkuSgD05Gu9gRV7oG8FyAYTHU7jTfPnRtyiuxno6iG1Jssw1hJfLhxOxw/jjSmeCwAgYgE4NQ0my2hOb7zX4SKmNg2u7XCte+hTvAtgpd5lRTlBHE5HRCxJKNSmmYyBxTnxNIA5RIHinA4pvpyDhamK9l9zEKVp6sX2AFyvZwDE9tyejFt1NwNie2KtiLViBIm1wrUOANd2m1e/CsBKvTPiMOIoqwCxPflRQXegKgegrearAEaIOLZU5ZB6ACOOWCsu5wBjQtI03XRJWUWdl5HXaURVDuUYNUKMbSv1w1lY/TeEofbjpWS/3099YJM5rCwBDJvNiONyrhDbY8TRdd2nzB9SXkY+1InP89yfz7VvmtY/+4a8GuJHzEeFOvk58//6Cv0CSCRPcSg0zFIAAAAASUVORK5CYII=) 3 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur150452 4s linear infinite forwards;
}
