@keyframes rwdcur86042 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB00lEQVRYhe2WsWpUQRSG/5kzM/dm73VzQ1YNi9lohO2MoDYRBEGwU7TzEXyHVBapfIFUVjYWNnaypBAxxaaLIJsg0cBKdIlulqxudvfOHCsfYEa4Ft6vn4+POQNzgJKS/x3he0BnC43l5ctrD+7fw8L5c9BKAQx0dnddu91eb79tdX18yjfA/jo57u5/TFuvXjx6fDeRclHh+UvtPh18eTYZj374+gKJmreu1gdvnqTceV3l29eXBqC0GWKSYQHjPU08OR4wTncIaZpNYId7ISbvEfxBCEKOGiaYhamkoZrwgOmJwtdOHfF4EUvzBOBdkCdwBED94BtutraxwvOYPeqHasJv4NAxtqZTZBsb2GlcKj6gfyHFh4sWtbkYvW4GfA7zBI/gbKZx5wrh4apCrRqsCQ9wzkIpCSLA2fwfBNgczAxrJaTSxQeQIgx/OoxGAJEpPgCSEMWEJBFgUPEBAoykojEzo8E8LT6AmcDOQUAA7IoPEEIgtwxrLZi914q/DDBpc8rS9IeMwx4jOjNnVm6sBn3H/q9HRlWY+KmQ5ppRQux/l3jfS7SFqURxvDnoH3k9CP+700kDSq9JHUNrAwiBPLcgki4fn667Yc9rJSspKfkNcU2ZflCzdoMAAAAASUVORK5CYII=) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur86042 0.8s linear infinite forwards;
}
