@keyframes rwdcur34608 {
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:rwdcur34608 0.4s linear infinite forwards;
}
