@keyframes rwdcur105841 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 23 11, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 23 11, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 23 11, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 23 11, auto;}
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71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 23 11, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 23 11, auto;}
}
div.testarea{
animation:rwdcur105841 0.46666666666667s linear infinite forwards;
}
