@keyframes rwdcur235313 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
60%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEZklEQVRYha2WXUgcVxTHf5MapEubNCFGpFtZg8omJIvRpLKOSU3rQzUvJURKlYBCHpoNLdgP0BiKrbErTa1gqZZSaKCNGJTQBhKRrNiua4qxNqKiYhOzmLWbpra6bVgQk04fxpndmZ3ZXWn/L3Pv+bjnf885994BA0hRMNIDtIguU91GkGIU/PD5/Zq5IAiCkbO76JRUf6PTUJcsNpkpLr71rTpuEV2S0Y6P5hT/50yoGZipHTddqDxbVIaGNkYk6oY7NJlR1t/dlqeRp4CcZv0C7uA76njfhUr5SyU9+S4A5i2CnpwekkJkpnZcSi8J83TZQWYYl6JJpOhrrode5/35FpPVXdiB2QkfAHZHcYyfUdb+7hsFLBo7tQRKzZWd/zEXIqMgDYC18CMAlmaWNc5GgaPRuWUI8qH90ee8+f3rgEkJAKo+eUXjnFGQRnDsd9PF0yts/Nbjjxu8vv4sfT+NMn69n+9ufmFolyIIgqDvgei0e9+9pXGYrO4ivcKWkMgRn4DbfY76+rOMX+9nV1gO0SK6pOgGTQGIPucKGSXtSlAzmGXB7igGnw+3+xxHfEKkXBM+DQnNRZTsmTYLOjvh0/SF3VGM/S/AoSVml4dS3XCHYHoRRTec0u36YHrYHcWGcjPfFtElqRloEV1SebbIZHUX3guRuvfkuxJ2+0YwO+Fj3iJgWAKVXXVkHAitKilT4fEOYH0mNUaGAEjE2MeDpgTXbg/HWkR1hWdoAI93gNym/QRWVtVUKrLcD8wvtKQI1A13CMoVCxBYWaXG45J3t06mxuNCdDojpLwDqkx0OrX2SUAtgf7xULA9uwiAVgOdQjAcnMZ66KRG1wqUHn5JnZs1Z0wPmDm87f8GgFeDJVgy9lDjkR8lo+D6dQKhVaxb5Z6JbkBDAutKadf6/KOV8/R29rI09YAde3diydijse/at8zz7kJVf/zUcU4uiYSD01w6ITemWXAw+SFResHxZZUqO9T0IgDt97oZ84cY84dov9cdowcY84fkbH1dgu2NJ02DG2ZAj/tT8+QdyEFYWCPvQA7i4zIKbFtlpb+MvqkrGv39qXlgr2YNs+Agn1xTXG47LW1xHNPI1ODrUHYbjd2piwCMjI4w1yuZBk9IQCFReLBQnet7QEE4OK2OR0ZHADhW+1nC9ZP6o73cdlq9jnbszI3RLz2Y08yTCawgYQ8AtIbTWPx1muduPwTucqVbPpIVVScAEF4rUm3DC2vJxpZ9ExmIzY2SxbqZwEIAq83Ktiwbf34o/x9sP1PJ8l0/27JsGp/FH35huKExqSyYPsdG0AfSyyYHfSzf8fPsCzmIzY1J/VvEJaDsfqNYvuPHYt2cFIm4PbDJexPpifVMOjOTCi5duhHxf5w4CXEJ1L6chXIESwd/JNh0EYCPm90ANLx3RuvgzKTn0/fV6eCVrxjqj08gqXtAGTc8/AdrplXVBRYCMfPmpyJV/d/uAQWl5UelwKr8ClpTO/BcuyoYyTay5r/5/+x9Au7ZHwAAAABJRU5ErkJggg==) 6 6, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur235313 1s linear infinite forwards;
}
