@keyframes rwdcur53826 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur53826 0.53333333333333s linear infinite forwards;
}
