@keyframes rwdcur113734 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur113734 0.8s linear infinite forwards;
}
