@keyframes rwdcur78017 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC1UlEQVRYhe2VTUsbURSGH9NUmBh3saYVCoFQAoIgCQkZopIIVsmirhT8AaWYTcFSoWjRbtwK/QHSnYtCF9Kl2C4MNK5qqiAmlMGisU3AmpkJSOzpwkTiZ40WZuMLd5h7Z+68z9x7zrkAH4E04MIiSaV9twpCatqaFRACyHMLIQQQ00IIAUQshDgGsAriBIAVEGcALoGwASPd3d0bwWCw1NLSchgKhYrxeHwZGKk8r0sNFYOjyymVgFfA7FE3E41G7ZFIxKUoirO5ubmcSCTspmmiaRrz8/P64uLiXjKZHAaSN16B2pV4BhIOh2VlZUVERDKZjEQiEdnd3RXTNEVEJJ1OSzgcFlVVi4D3vwH8AXnR1XVsns/nZWpqyggEAtLf36/5/X5jbGzMUFVV1tfXJZVKHUaj0U3q2I5LAT6D3He75dPSkmxvb0ssFpPW1tYdwF2Zb/d4PDOA5PN5ERGZnJwschQTNweYBfkAkohEBJDhtrZzs8Pn841OT08XRUTW1takEpjXAzBB3lTGAyBGZaz95LkhQK2JvbOzs2Sapui6LqFQqHgV8zP7VI3815X+D0ABisCDs/P3au7LTU1NOBwOnE4nuq476gY4lXbrQMtD0EtAM7ADB8BdjtK3AYjXTLcbhoFpmui6jtPpNOsCOMe8B8jfg9UvwDtFKX+DRq/X++K8D/l8vqeDg4NlRVHQNA2Xy7V6FQD493H80m+zydvZ2UNN06S3t9fweDyjgL36516vd6a9vf04CyYmJurPggvMAWyxWGwzlUod1tSBIiB9fX2a3+8vjY+PG6qqysLCwvXrwAXmVT1SVfV3FaJQKEhPT8+JSpjL5SQQCEgwGKyrEt4BgsAv4DGQv+C9wtbW1vtsNhvPZrON+/v7jbqul4eGhmwHBwdkMhnm5ub0XC73c3l5+Qnw9aoA9coGjAwMDGx0dHSU3G73jU/DW93qVreyXH8BrRPwBiryqI0AAAAASUVORK5CYII=) 15 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur78017 1.05s linear infinite forwards;
}
