@keyframes rwdcur161934 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur161934 1s linear infinite forwards;
}
