@keyframes rwdcur97713 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur97713 0.66666666666667s linear infinite forwards;
}
