@keyframes rwdcur19610 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADOUlEQVRYhbWXu3IaSRSGv6EUbuRVPAWRUUqTO9rWA+AIOW5iE1F6AJUiHDexi0h+AA2RFPchNZlVxBIRG58N5sKg4WZ2fKq6pqemu/6//3PpMwDKEbPWqrX26Lpz7CJ7KhDtA+/13gC4vOzrdDrdue5cawCoFiQqliRJMZ/P53VibwjsI1GW3RhhsVjUTiDF1nRkBMokNITt7/1+v9ZYaABEUTpI4yAC2AWk+mfcoKVnAdput7dO/06lP2IV+cuj7KLfScng/UG3NUrzQv7RaKQAQbUYUbR5v3t85BQSo9FIx09PxHFM8F5D8JU9jV0bl8tlMe9G22mfv5fTcx84QBzHtFozhAlIdd1OAq+vr8U86Dbp/N1ae5AAQKs14/PnFQDGOLqDwWlFLA9A9sQABwIx87daa1VVdTQaafBV6Y+ZAuq9qWTBoUzIwYOqBlW11p5dN9JTUzn1QQXa7XYBHlT/V8oWLtBseOfUO1cmVVgIXkNwBbmyAseALg59VIWrqzbfv37FiCBsrsxc2uHwEyCICNZalsslt9fXdDodkiQ5GnT7FmgI2Uw8iPDl+ZnFYoFqWraD92DSvBqP1wyHn+h2T4zy9wTeS5UkCd4bEINJz4dxgjHp95ubPsPhX4gIv379w/39/dk9wpYL7no9ADqdDkZWlcUiAI7hEEQEYxyDU3N7j0XBe0WE25eXlESzuflqDGS+B8G4VILxeE1dndFFdqzCupMJ1tpUjRzcCMYYJFs7ne6oqWcTYFOi7x4fuWNT73vNJsYBGB4ePtBqgXPCYFAbPo0cvHy5BFWSJMnAQSZCazXDmPpOnlsWhLJ1ueQKPDx8oLWaAanvUw/US6LIgl7zjfHNTdFyeedgNSMnCGlajp8+AtPaCETBORXgR5YFvebbuyWmIPG0/sh8PieO45Oq3Cm2VQfeg5sc3Bi6g0mUyx/HcW19YSMTl17zjR8vf1fAx+t1pZG4vLzc2TWfYxGAd043QpdFFwYT2fvLVocbGgCDySQSpACXDfix/dput+v7WfHOqHcmbaNKTUXeYOaWXV6V5uMcIltB+O35X77//Fm4ANKidHt9Xdm4q1n9cnX1u/j8B9ZZAyl7FZ0XAAAAAElFTkSuQmCC) 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:rwdcur19610 0.8s linear infinite forwards;
}
