@keyframes rwdcur179408 {
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17.857142857143%,21.328571428571% {cursor:url(data:image/png;base64,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) 31 31, auto;}
21.428571428571%,24.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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92.857142857143%,96.328571428571% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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}
div.testarea{
animation:rwdcur179408 1.8666666666667s linear infinite forwards;
}
