@keyframes rwdcur110200 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur110200 2.4s linear infinite forwards;
}
