@keyframes rwdcur163307 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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}
div.testarea{
animation:rwdcur163307 0.8s linear infinite forwards;
}
