@keyframes rwdcur229195 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 2 11, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABz0lEQVRYhe1WO07DQBAdA4Ur6KDgAIiCAokUCDlKQ8kBKENHRB0pJ7DkA5guLjkAJQ2ylYpIFCmiNHRIEVRRCkISMxRmbe96vyE2DU+ytPbuzHvz2fUC/KMCdPuI3T4ib26jajEsrLIJ2MivTiyKs/IMsIJKFSCqe2UCdFBaD6iiJ72wZeLUd0NlSk1BCVARNNuOtuPAi8A+56+fPUTpOC2B74ZoQqCLu2f6/fI4E9jq1JM6rEJuc9p39mUmLvAiugT241PmrFEzIiffZSJ4/ukm3NtOJg8PxF4gIVklA7NGDezhiPpmtAtMyHRBCVBFvg4IOXw3xI8YlY9qnYkfgNxR3OrUrcCL+Op+oJrXXUe2IIBGD9jDEdzev6XvZLsOeq8AANDvvVBzzbYDgRelIq4vdqWlLQiYxAA7mxm5yMnR2T4Vaf4cIWNibw9Hqf0kpvkKm+n9c1lYJAIh0j3EJnHiXwrfDXEwXeB4rm4kk6YbzxEH0wWy/xvhfUA3EzrRa0WeB8mCSSZUkfOiL12EDrn0RsQamd4H8iD7noXwHPDdEJ2bU6lTGVhbH0IUieCSj+fIfVR1/I1t6kD3HF+H7Z9fywsC2J+SaCyDzJ7tg2/6+aLoKQ72zgAAAABJRU5ErkJggg==) 2 11, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 2 11, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 2 11, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 2 11, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 2 11, auto;}
}
div.testarea{
animation:rwdcur229195 1s linear infinite forwards;
}