@keyframes rwdcur219634 {
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:rwdcur219634 0.4s linear infinite forwards;
}
