@keyframes rwdcur242084 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
}
div.testarea{
animation:rwdcur242084 0.5s linear infinite forwards;
}
