@keyframes rwdcur56353 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur56353 1.25s linear infinite forwards;
}
