@keyframes rwdcur113715 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur113715 0.5s linear infinite forwards;
}
