@keyframes rwdcur82272 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 14 26, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 14 26, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 13 25, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 13 25, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 13 25, auto;}
}
div.testarea{
animation:rwdcur82272 0.83333333333333s linear infinite forwards;
}
