@keyframes rwdcur195920 {
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25%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur195920 0.66666666666667s linear infinite forwards;
}
