@keyframes rwdcur55898 {
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28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 1 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 1 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 1 15, auto;}
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85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 1 15, auto;}
}
div.testarea{
animation:rwdcur55898 0.7s linear infinite forwards;
}
