@keyframes rwdcur11142 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur11142 1.3333333333333s linear infinite forwards;
}
