@keyframes rwdcur21261 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
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}
div.testarea{
animation:rwdcur21261 1.3333333333333s linear infinite forwards;
}
