@keyframes rwdcur156119 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur156119 0.5s linear infinite forwards;
}
