@keyframes rwdcur228740 {
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21.428571428571%,42.757142857143% {cursor:url(data:image/png;base64,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) 25 22, auto;}
42.857142857143%,64.185714285714% {cursor:url(data:image/png;base64,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) 25 22, auto;}
64.285714285714%,99.9% {cursor:url(data:image/png;base64,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) 25 22, auto;}
}
div.testarea{
animation:rwdcur228740 0.46666666666667s linear infinite forwards;
}
