@keyframes rwdcur130102 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlUlEQVRYhcWXvy9DURTHP5eGqITGYhPCQkgMVs9jEYQuFsHQxGq12P0VNsRgq6RiqhrsfgwGQYwGaSS1aHsMfSrlkvt6qu+b3OTmnXu+5/Ne7n05F3TyghGJPECC0XQID5DNlMhmSlQQps7iuf601Dx8XDIAU8D5fwJ4QG7+IW8NZgYSoSHCAHhAbu7t+s9FJ/GxUBCuAB6Q65Q9p8UFs+4M4QogK7LmuLSiQ7Pv5O8MYHt4IAkAVo19T7j4xxwBbEYyU+4IpnmnYhoAqxJPBU26HqD9/jVaAHP5mV6MBoCnoWByGxHATbcqHercuYG+H02NV3SK/Au0KACQ5ASSnNBY6AAYzleGQrpTMHinSlcDlEfV9XUAbwM9wewlGoDn3jZKGoMQANZ+IE2B96+QbU3jGpJF2fo1WLK8R8bsNBTAB7IjxWNrsPXbab6OLUCDe8IqxPLr4y9GFYijrj7n4mEBqhCTVz87oVLZcDEeB5gGzlwN6/l/+0B2drd2z51umNDFNfIB2UZkm+rd0G9G4R8QKG/HH4pGatcIfc2xAAAAAElFTkSuQmCC) 15 16, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABl0lEQVRYhcWXz0oCURSHP1OMxLIWLcONCFGr3MakmzDIRbRp6Uv4FC16jRZBiwwjBLNNmyACN0ItpAdIE12IelrMIIhj3fGo84O7mPvnd745987lDOhkOc0XWYA4bekQFiBSzouU8yqIwIzBqxLPjBs1KgBHwPMiASyg2jy5dB3cLBU8Q3gBsIBqN/u3d+TB8gRhCmCnPdIwmhzoxo0hTAHk9kIMp9o6uw4Y+RsDuHXG9u3uVm2qzb/+IUMANyNZyw4dALNgGgBXdZI9zXI9QDu5qgaYKW2OJNi2z8Bg3ezAuUmVgUT0E4C6wkMFEONVsxxQbsEcvfyT7xlYUQCQkiIpKWosdIewyYEqOGi34MvZhR2f7gHeh6rlaoCteheAb78Awh9RGGgclPVAdFuQHnRai68HeDudXhGFB5NjeyWzdzPNQBqo9Hc/3EeD44+hWgLmXBOOIH7O76c42V/Exk3OOLhXgBFE57AwaTToE3m5AsgAT6aGs1weaaAiueNxo7tHz8E1SgMiPbthfyXpZQSegED5d/wLL8ZzSWn9zyUAAAAASUVORK5CYII=) 15 16, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoklEQVRYhcWXv0vDQBTHv2cDYqlWd8HFQXGSjEqMFETBTRBxsYuC6OTf4OqmCOLiIiLuLS41Reku4iIiQkE3W0sL2h/PIUehJpHLvdp84eBy9+77PlzehQvAkyVbJLIAkGw9h7AAULpClK4QC0JoJnfGaLdj8FUcAsAcgPx/AlgAnKXSuu9kZvg8NEQYAAuAs1Nb/DPoKJ4NBaEKYAFwtiiuFHwiasoQqgDUoDXFUFeGuFDyVwbwHdxOuibHZW1/QxHAz4hadwOyW1ZKxgHw1ffLoOy9a3uwAPoro7L3pO3RxwEQMRMiZnIseAAYT7mNIdYrQHKGtRzQrFyp30eT4xWdIt8BVhGSWQSZRY4FswhLBdZyPsBzNlqAFu6jBaiNvLmdD30PVhEmJupITNU5Fso74HsfQKoKGATcBsZ070LySMuBk19oesamRaarADaA3F5jMsAk1vF8YDwAXb4TtiE2P1d8J0lanQ5dKScPC9CGmK1ueCaaAijEzwBgHsCNqqHO99sGkFugy47Ba7EaOjlHNgDCPrnNPQF2LxJ7IZh/xz/jJm3Rbqd2wAAAAABJRU5ErkJggg==) 15 16, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur130102 1s linear infinite forwards;
}