@keyframes rwdcur261014 {
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12.5%,24.9% {cursor:url(data:image/png;base64,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) 8 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 8 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 8 15, auto;}
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}
div.testarea{
animation:rwdcur261014 0.66666666666667s linear infinite forwards;
}
