@keyframes rwdcur82407 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 16, auto;}
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}
div.testarea{
animation:rwdcur82407 1.3333333333333s linear infinite forwards;
}
