@keyframes rwdcur77577 {
0%,24.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFeElEQVRYhb2WW2xcRxnHfzNnzt6967V3HTuJ1zF24uq4tlNVIS5J7LpQtY1Ko0CKICAFS2kJ4ioIrZBKCEV9iHjjoTxElSiNkNrmoYVE9IHEPY2iPlCQcRpXijcRRsbN3mzv+rIXnwsPjo1dJTh1Hf8fzhl9o5n/7/u+c0Yjenp7z09MTVXPufaBG0MfZtlgyXgstv+Brs4vzJUrZufDPbENBxgaGqKqKow3FDRC1RGz7xtPbyiEQAi3qbWFTe330dPTw1g2MzyeSvW+98ofNqQdElxG81NosVoOP/sMB7512Ii3tpiPfv87G1IJDThJwEe5pRmnNcHuzt04IW+8NDP75M6ePW/888K7c/cUQOn6ybamZlSkin8EfNyI+khsS7C9NhYPeXxP7ti3540Pzv/lnkHIhvp6YjU1RCvzpJ79sfjb4BDvTk1AcyMPPfqI0dy23fz6b166Z+2Qfr8fx3WYmysCkPnqEXH9448xZ/LMeMLs2rfX2LR5s/n48z+5JxDSdV3y+QKT8xXqDh3w/OLM708lH3xEjBVL/HVmHKFC3NfVYVTXRM193z267hDStm1mi0WKrssTrTvCL37zyHOu656+1NiuZWZnSTJLtKGepqYmIxDwmzsPr+85IQFsy8IplXjppz8L34ofBV5/edN2r3RsLKWojcWoq6k1/LrHbHtq/7pBSE3TUFIyPVVgSyweXjZ3KAzn+2U4GNEUDi7hqipqIhFDSWFu6du3LhBSKYXf5yNeLAFUf2L+S8CFh4O1UTEzh7Jsgh4PYX/AUEKaNZ9/8DNDSCkluq4T9voAlirw4b9uLA67wb3UnWhumEllcMtlAkonqJShXNfUjLbPBCE1TUPXdfx+/wqAx/uPcOZPb/HvTJrrH310f60/8P7+PXtbCjfTuKUyPk3hkdLAcUw+17RmCOn1elmEWA7wn3SG3/35LX575lUKhWnSqdS2rfUNl7996GsduVSKSrmMrmlENLUAsblhTRBSSokQAinlCgAm8+SjETB28OtXX2G6ME0um61v3rbt0q+OP/dQ5uZNZmfnKOGCkAa4JnXxTw0hpZRIKdE0Ddu2o5ZlLczkJhgul/jhYwcY8un8/IUXSKVSFPL56vq6ugsnf/Cjx9K5HHPlMugKvB4DTZrEop8KQi1mr5TCsqyw4zhYlsWuri6MosOu7x0l/fdBUlev0t/fT19fH11dXYFKpXKeXO5pIpE38XpBaaCUwXzFxOftpVS+q/uEEkKg6zpCCBzHCVcqFWzbpr29na98+SleO3gQbHtpwcDAAAMDAwAKeJNy9hm8ntNUBUFoUJk3sGwTKXpx3FUhpFIKpRQNDQ1YlhWuVCoUi0VGRkY4duwYzjLz28pxTlMsPU92AiYmoFgCxzZwXBNYtR1SKUU8Hqejo2MJ4OzZs1y+fJnx8fHV1g8DLwLncFzBvAWWBY4LYACrQqhgMEgikcAwDBzHCV+8eJHjx4+vZnoWeP3WeFHusueiDOBtYM8dASKRCC0tLXi9Xk6dOhU+d+4cS3/CnUzff8elKnSCYAh0LwgPbGm5k8fU/8tG1dXVsXXrVkZGRhgcHAzncrmVpm//8QQhv8EXD/4SgA8uunh0uH+vWNplPOkC4pOb341UNBolEAhw5coVRkdHx9Lp9MssL29T4gTChqH3XJQOmoS23SvNNreuyRxuXckKhQLJZJJr1649AJxgeW937hWEqqCzRxAKgj+wVq/bA1QqFUZHR8nn88vjLqND//ucgv6Fd6JTkOhYc7a3k8pms4yNjTE9Pb1gvKBhmjp7yV13kQJsZz09VwIkk0kymQyTk5OLsWGgF8gixAJTbO09XlXd3d1uY2OjK4Rwgavcxem1nvov6tQHMk8VgRkAAAAASUVORK5CYII=) 0 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur77577 0.66666666666667s linear infinite forwards;
}
