@keyframes rwdcur127101 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur127101 0.5s linear infinite forwards;
}
