@keyframes rwdcur59646 {
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10%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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40%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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90%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur59646 1s linear infinite forwards;
}
