@keyframes rwdcur56280 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur56280 1.4s linear infinite forwards;
}
