@keyframes rwdcur242476 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 18 14, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
}
div.testarea{
animation:rwdcur242476 0.4s linear infinite forwards;
}