@keyframes rwdcur161512 {
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20%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur161512 1s linear infinite forwards;
}
