@keyframes rwdcur87986 {
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12.5%,24.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 13 12, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 13 12, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 13 12, auto;}
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}
div.testarea{
animation:rwdcur87986 0.8s linear infinite forwards;
}
