@keyframes rwdcur232691 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 15 17, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
}
div.testarea{
animation:rwdcur232691 0.66666666666667s linear infinite forwards;
}