@keyframes rwdcur47113 {
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4%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur47113 3.75s linear infinite forwards;
}
