@keyframes rwdcur175023 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 3 5, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 3 5, auto;}
}
div.testarea{
animation:rwdcur175023 0.83333333333333s linear infinite forwards;
}
