@keyframes rwdcur92950 {
0%,12.4% {cursor:url(data:image/png;base64,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) 22 24, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 22 24, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 22 24, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 22 24, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 22 24, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 22 24, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 22 24, auto;}
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}
div.testarea{
animation:rwdcur92950 0.8s linear infinite forwards;
}
