@keyframes rwdcur20974 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 15 13, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
}
div.testarea{
animation:rwdcur20974 0.83333333333333s linear infinite forwards;
}
