@keyframes rwdcur223240 {
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:rwdcur223240 0.4s linear infinite forwards;
}
