@keyframes rwdcur34122 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 9 6, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 9 6, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 9 6, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 9 6, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 9 6, auto;}
}
div.testarea{
animation:rwdcur34122 1s linear infinite forwards;
}
