@keyframes rwdcur27059 {
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61.224489795918%,81.532653061224% {cursor:url(data:image/png;base64,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) 9 15, auto;}
81.632653061224%,99.9% {cursor:url(data:image/png;base64,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) 9 15, auto;}
}
div.testarea{
animation:rwdcur27059 0.81666666666667s linear infinite forwards;
}
