@keyframes rwdcur146095 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 13 31, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 13 31, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 13 31, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 13 31, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 13 31, auto;}
}
div.testarea{
animation:rwdcur146095 0.5s linear infinite forwards;
}
