@keyframes rwdcur132324 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 1 3, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
}
div.testarea{
animation:rwdcur132324 1.3333333333333s linear infinite forwards;
}
