@keyframes rwdcur113196 {
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:rwdcur113196 0.5s linear infinite forwards;
}
