@keyframes rwdcur21019 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 31 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
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}
div.testarea{
animation:rwdcur21019 0.8s linear infinite forwards;
}
