@keyframes rwdcur249283 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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:rwdcur249283 0.4s linear infinite forwards;
}
