@keyframes rwdcur7308 {
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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABj0lEQVRYhe2Wv06DQBzHv9eDpmUiuiHxBUycjW9AfBoXH6KJsYPP0Y1062icmzR2c9KNtRCMfB3I0WL5U+SgDv1O5I7j98n3+7vjgJP+lwQjL2TkhTxGdZ69XRIQVCB9FBW7AL65wI15CwA434wReZtscjQfC3QvwYmcMrAiBlaUudGlK0bR4OvXCwAgsMLc+Gg+1l0fg6LBVbIsXaDbhV8AFA/f9zq/3xQgLxVFzwCpC0UxBFaI0dzSGkOlA8C+C7ohKva24EQ+AQCuBtfZ+aCkzom250PN4noIgK0AaiLY7opVsixsyrZRHEhf7kTbKBosqocAmv8zGlJXQwBo7MYfbBMEgGaRCJaBtejgYpD9OASd+AKfww+03TGlIBM5rfyNy5lJBdyh8neJwIroxG5fxbcQvrmgby5o23ZWvKfrnSokaNs2ndilE7u525Sa7wAoLZo2nEtjPaScmVkExnqYgahnBaGpK9NOV0o7fiv5KNO37gagn4DvRPKcQPOu2O38qjmx48jRdNTiJ+X1Az6tBXiywVKyAAAAAElFTkSuQmCC) 3 3, auto;}
}
div.testarea{
animation:rwdcur7308 0.93333333333333s linear infinite forwards;
}
