@keyframes rwdcur214504 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtUlEQVRYhe2WW2gcVRjHfzOzO3uZ2Wy62WzT3G+bWreJsJpeRFsfWm+IiESjFBRffPFSFC9QH0KQIsEH+yChBG+1RUpKULBQpdCiUJDYJlZJ0Oim7ZJuu5t0N5vL7mayO+PDtqBod2favrV/OByG853v+50/Zz4O3NHtLqHU4mAnlcNxwuNXoFWF7ioIe4tzlxckpwNqu6CpE9a2QTwCF36D2K+QW1kQRzh9UwBfbuKdoYvKwPSygA5U2q8OuTg7JcDmALcXw10BogSZBYTMAi/Va9q25ZQi/ED+hgEij9Hxddwxsfec21buJP9UndfJqd2PHPa+8cXz5WLFUottx5h6tVkbWq/oVurzblDXPHMX3jMTWxIAQJaN/j1t2SWzxdcrBXrU+H5x78npWwIgHibxRA0D9/vMufBQRW4hucr7poLNAAAIVe379mwPXi55YQA3eSZS2kDdUeZuLcDg5NLWrVv6nryn+foxQLeanQnXss9scdMAAMLMx5+9HXL8br/Ojkf9q7zSku/rP0PGCkA5V/8lo1fuGY7LR6ZtNeBvAMOAuSik4/QEclPtSmGDcARLv4w1AMDo4Ywg2cMEWqBjC3j8MDOJETndK34+N2wln2UAAONpdiByHADZDXV3YbTfNyq8PLRZsJzNwh24ppEE05ey6AUD0DJwbgxOHtBupDiAZHVDKstgLEdnpgAuCRQJJKPQ2Hc34/2T/GE1nyXu19sI/5Tk59kVxHo3dK+BzT4Ir4E6F5MuG51WL6ElBw5u4lCLQqvHDrEcjCbhbBqiWUhrVCdWmDkYZcxKTtMO6LtDDwvJ6Pf5zBKxrMEv80WA0SRElqHCBiEvsfQqwaOXzPcCUw4Yw8+IVN87IqzrWCsqXrxSgXbnChvVPG0qBBywlIezaTzRDLnFPD+aBTDlgL7L84LgbzhAbRCqm0GyQzoOsSn0xHlSySQTqVVGkzCWYkGSCR6aJmEmd1kHXmzC6Sho31RpsxWu2Qhc/guW50H1QUMIoTGE219Doyqx0a0RdGmOapvhGrnIMTMAZR3Y4OGtgOr4sEkRaFFAtV3dZpdBrYIKfxHG0GHxCizO0eXM5LetcwVdn0TP3xTA+HYqP4raI9/Oqz4zp7mmpkonp958/CvltU93lYst2QlDPp4VZdlX79Tx23UUUUdGR5WK3w1OnVb3f4ekZfhu7M/njA8eqCwHUNIBvZdWCjw1m0M8kYDjCTiRKHbAHQHYGYAHA+D9vyerU80I2tJ+q43pjm4//Q1/Vj0XUktUugAAAABJRU5ErkJggg==) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur214504 0.8s linear infinite forwards;
}
