@keyframes rwdcur144016 {
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11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 14 7, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 14 7, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 14 7, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEN0lEQVRYhd2WTWxUVRTHf++9mWkp7bOFwrRNpy2lHZgBNJQB+jHqRoigtcjURGMiijawcGdIJCaKaDSGBRg1OBQCXfBRP0KiGKxNiKE1XVgNoLSltgNtp5QyM6UME+b7XRcyY6ksmKRv41md+z//e9//nXPuyYX/qW0H+s3Pklx/BuE4VX2Lyhc+prK5YjZR1uHjAjiCwvKipn/OV3JH8q1e69tqcv7lp5c3bdVTgAAwm82vkUTKMrMaQItaMMVyKBupzhkKLG+nstk69wKkok6AQtPivMnJyWMAkix3gUkLu7anSGT7VMNKz+orqW2Ghz3fXWfbDFh39PQfeCBB3NgA4I/dBOD8uzWf7WxszJGFKf2TRiA+a1smGXjdc2tqv7vOJtx1NrHfURUGaHPaq4o72sU9/2Sb0y7anHZx5lvHm7Iwya7dC8hbIli5IcbuV8+mD5MqmxcDSBkIoMWCeGTeIqoXFqaxSCKOSZHJMRiIJEUa7xzbyoA3hy/3nGbnnucB2OU8zshtCAkH2Wuny/ce/W70oUtwz7pzTVlqr7f/UUepjVvhCMOBq/8hyRLkGmN8fvwyp9/vpXbLJvwBA7+M9NFQZgd6eaZpnn/v0Qx6AKB1jMcZ897z+x/IabGwQBMEnij5Ab/Pxp0wPLfJw5XhRQxeg1A8Tq7RSOGW3+6CDnOgdYwpR6mtOK4JAqf+BGDo0AQDJ75HkiDXaLyPr8cgAkgAIMk0lNsZD/aiSMN84HbkzSbqImBHT78fGASIJAUJTSBJMndCmh1ArVrFxYOfOiDDW5CpuetsAiAYjTLo82BSDbF1BVYTwLbuPgkybMJMbd1THoxKFAnYDFz0JEyJq2hC/Jt53QT8daA0PzLtpWCJjWRCQzEorKKPUS163X8tqzTF06sJiU57KwDUIpWC0nzUojwsDgc3bpT9CNDmtKu6CrhQceSCBCTiyTSmGBUKS3xvAGzr7guCjiVYvbY2n1EzE5cuYllTk8arXtn1EcW12axYBuiYgc7Ozslfyz5BxOJMXQuk8Us9J8adTe+Mp9a6CYjH4yaXy4Xq+ILgxBAhXwiApSW3z93V+F13AQBCCFTny1p2xVuJqaHLABz+qUmOer75OcXRZRDt27dvI9AxE3sycpZJ7zka3foOv7S1WBAtFsRh54oXg8FgbmoNsNDZmp/i6VYCCZAlheGA36qqamhmLNDdMp3ydbuGa0ptAAz4xgcAVhVbEQIYG7yPp0sGDq5fVpLy9w8Fv3LX2WqyFIVsg0L3e4+d1l1AlkGumQW1p5xwSOvSXUC83rV2FqSmnOux+vMzA3N+JQ7V2zqEYOMMyA8UAkiyhKFkYfn2r7tGU8E5bcJjDbauqIZzFpx+w5sktMS4T50ZnNMSJBAv3Y7FCySEWYKlsWTSqMjCAprlZjg6P5HUqqdjyb4/PrSn9/wNFoJ8W2h09gYAAAAASUVORK5CYII=) 14 7, auto;}
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66.666666666667%,77.677777777778% {cursor:url(data:image/png;base64,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) 14 7, auto;}
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}
div.testarea{
animation:rwdcur144016 0.9s linear infinite forwards;
}