@keyframes rwdcur76924 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 14 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
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}
div.testarea{
animation:rwdcur76924 0.4s linear infinite forwards;
}
