@keyframes rwdcur132711 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 2 8, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 2 8, auto;}
}
div.testarea{
animation:rwdcur132711 0.4s linear infinite forwards;
}
