@keyframes rwdcur78240 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC1klEQVRYhe2WbWiOURjHf+f2ePBs47Hm8ZKQMbttIisR81IaYYkkCZGXFF9QiOQDSkrJFyKh5BNRQxoiH3xTSjqI5T1tM2zIZu6/D/f9bM/sub21nqX2r9O573O9/K9zrutcHehkmEySyTICcIzLY1miwKBIBskdYE7wXQUkgHjGAjAuniy3AAfwgAlAPKMpSEKWAcBsIJaxE/gJb4F7wKdO4u9AyBKVJTtEFpNls6xffMGak6rjtDf7a6wENsoyUZYpP8kGA+VAJCAfDVyWZV5S4bc1IEu2cdPnSpbxwEMgCvQMBrJMBzzjchuYkWKSAOJAsSyVxqXplycQNItxITIHWAXUGpfrxuWWcbkq6wcBFKYx84DdQH9gUeD/3yHb7v+uhGTJC9FfKEuuLJJlhSzRNimQpFA2rwm8RojktHWaavEqaCv5dTX6ngWfH0NOEXjN4HQPDDx41G0kUAbkGQB9eSGiuZhI2mJm62qoroNTF0LDY2lQVgtmwoMn8Ow1bF8L5yvBPoUzFTB8MOzbBEuWV4AThZpZYxxJMrEhmEg2kigtAUlcPgr6/hWA/nmQyA0nBzh7CXr1hF49oGwyrFsMte9hx66bFBf4PhsaYMmae5w8Xs7YybOgUPeNJBnT2pFTs5C6ng5J3aTehqUwbQLUN8C1O1AwDPYcATXW+gbd46xZHOHEuVb7P27FB7fB8zdw4w48eNoSgp/TFFS9hHGFsGI+zF0PMycBX1/4wkhOC3lpSbBJSUrEDTUf/YiMMe1mgCvH/MdDVgwOnYaaOnC6Qd/ecPG672zUMCgphtfVUPvOD1Ty2L/FYfve5yQGDqX6Q6vPltPWt3rJa5K/pfSjXx80Zyo6vBMV5YfrhY3SEn8uykdqeq/kjWuT5F9ew9/B++Zftca30FwPWQWhqsYYI8tmoKrD3wOyLAOGAAeMS3NH+/+TACKyxDJO3IUudKEL/y1+APycN/UpTFDZAAAAAElFTkSuQmCC) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur78240 2.6666666666667s linear infinite forwards;
}
