@keyframes rwdcur79655 {
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25%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur79655 0.66666666666667s linear infinite forwards;
}
