@keyframes rwdcur173594 {
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0.38872691933916%,0.48309037900875% {cursor:url(data:image/png;base64,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) 11 8, auto;}
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1.7492711370262%,1.8436345966958% {cursor:url(data:image/png;base64,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) 11 8, auto;}
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2.1379980563654%,2.232361516035% {cursor:url(data:image/png;base64,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) 11 8, auto;}
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2.9154518950437%,99.9% {cursor:url(data:image/png;base64,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) 11 8, auto;}
}
div.testarea{
animation:rwdcur173594 17.15s linear infinite forwards;
}
