@keyframes rwdcur239412 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 3 2, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 3 2, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 3 2, auto;}
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85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 3 2, auto;}
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}
div.testarea{
animation:rwdcur239412 0.7s linear infinite forwards;
}
