@keyframes rwdcur125366 {
0%,11.011111111111%,100% {cursor:url(data:image/png;base64,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) 5 3, auto;}
11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 5 3, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 5 3, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADA0lEQVRYhb2WvW8TSRiHn7VOdIG/AAklyNGtNkHrlIfSQJcmhBKtgyhoiU6yhQQlVSIQtCkiRxaiQyuSiBRESMSc7ookwl420uiyDV2acAcH4iPzUti7eGPvxo7t+zUz887s/J753DHog2ZnZyWtfnl52Uiq+6UX43w+LwCFQgGlFEEQADA8PAxANpvFMAwASYI4MYDjOFIsFqNyNpttmwdotGsL0RZgampKDMPAMAxWVlZaPnIcR0qlEru7u1FMKdVi3KxSqdQWIpP0werqqtHOPJTv+5imiWmaAEzPzABgWlYsBTBNE9/32/aTCNCJwk5N3uN7HqZl4XtezDjNPBFgbW0tceTNsiyLTCYTQeBVsCwLy7K4ns/HIJPU9SZ0HEemp6f5bWIM7VUgeyFWr79+APUGANd1GR0dTe3vxEvw9F6BjHWRzKmheIenhupx6yJn9v5EKdU/gHD0QRBwubiA1pq5I23CmNaaS4X5KK6UolgstlxaXQGUy2XDdV0AXswXwP+DB0cbff8vim0s/LwngiBAKcX4+HgMouslKJfLRrVaZebuAi+fPwOv0trIq/Dy/m2u3Jlnb28Pkbqf67pUq9XY1dzRbm+WbdsRfeOajWnrr1f1zEaF60+eMDY2xsjICK7rtv0ndHUKbNuWra2tqNwOYGJigr+9bf55tg5ArVajVqul/pC6km3borUWrbUkKZfLiayvy93JydS/ZE8AMCRwOhVCbW4OBgKGRH/9IPLt47EQAwPYWCiKvH2dDAAiIHOQCtDDxjgtALnc+Zaaye3tWPlhTz4d6LNG9P6+qM1N0fv78lkTTb0cMwM9PclC/Tp8jmtnr0blx+/Oce1s3dc4ZvT9mhqxbTsW2NnZ6aj/nh4kR9Uw7Up9BTiJBgJwcHDw/wOEpt2YQ5824eJS/ajdvAGLSz/jN28M+Pw3ST4dIotL9fTTIcIx57/vAIdf/pUwDfOdfNjzHrgVGjVewqg3Uf5WBxA9rdEcyP1G/vcjdQ+a4o9SfAZyDFseqin6AVmftVMShrwQAAAAAElFTkSuQmCC) 5 3, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 5 3, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 5 3, auto;}
66.666666666667%,77.677777777778% {cursor:url(data:image/png;base64,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) 5 3, auto;}
77.777777777778%,88.788888888889% {cursor:url(data:image/png;base64,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) 5 3, auto;}
88.888888888889%,99.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
}
div.testarea{
animation:rwdcur125366 1.5s linear infinite forwards;
}