@keyframes rwdcur229209 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB9klEQVRYhcVWMWvCQBT+kgoGhxaEtkN3xcGtDqVE/AP9EYJLpbPgLwg4S6aCf6UkiNC6OUgcOrUgCIIIrdHa62BPc0nuzKnRDwK5l3vv+967e5dTXq0PAg667XcAQLVeVHhz9kWCvriDNPOhN+rGTg4AKiVPZsZHJwd8FUhmxnAHaeQvb6FXUrGTA/8V8IsAAPv5i7s3YhFAy+4VYRpW7CJULzktuztIr21xi1D9raZXUgol99pjAy/DY5QfAKSykxEVtXIJ72AbQbmmR+UHII4VEGgaFvlekqM9NFmFkstlB2hq0Db7lQqBVsNml0B7edsEKxWkyKldJCIsPiMA1+erj7ksPwpWJLtUYFYqQOs7jC3BmbsVsuXmgRGwLfNDgMtxqi44iQgveaQ90GrYzLhc09FrfwLYXNuoPWyuCAEBkyVwcbYZa30Hjw9XgbXL398wZJTIS6j1HaDvML6TJcsXaKaR+8NMmuWy3I0TRuqF33eyXMXnCqjWi4rd7AREHAKU3G52mP8A50wLVoKHKEd4WOZCmIZFetMF6U0XZDjfb8cP52QdS+qOcQgRUciFlwa/k8wf09+OvAsK9xwwDYvoT3fCoCL4fU1YJPL90jQsMpyT0GfbOu7juw6w0zm+oy+3DY+FgIBqvah415r3LoLI378P/gBULUTH3U3FEgAAAABJRU5ErkJggg==) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur229209 1.3333333333333s linear infinite forwards;
}