@keyframes rwdcur217398 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB3ElEQVRYhe2UsWsUQRSHv5lNlSLFkUJEBDnTiYgEsRSLVCIhkEoUwcJWiRJCOCFochzhhBBSKQEVCXKNWAWxsPAPELH0EETEQkQsgoTZ37PIXtjb29u7AyvZDwZm3rx5vzdvHgMlJSUlJSMQb9l0vGlzffdrNhsv2/QoMceGcdIjO4aoIy4bVAtc3wHteMleIZaihvs6KLYrFH5i44hFxB3EOOKBv+lqRWfimq0g7hHYQzxE1KOm2xspAe2YR1xDrCKOIkD8BKr+hvs1IIEJxGdEhQCIb4hlxNNow2lgAnphFxBNxNkDQzLgI4HdztpCYg/JSM8DM4jTXXbxHnE72nRvcxNQy04i1oHZQ+F0AtkRcpLot1ZqDi8Rd6Mt9wm6m9Dj8YeiPrfCdO2nfTprZWzqmY+lT/Y+QcsuAk3Ema4KHDzB6+yNLHvbfUDMEDiVeYIPiIVow71J6+U3Ycs8cB2xChxJNeEJf8X97l8aiO/bBKJNYDIR/46oIbajZm8T5hbazzv5ebcNTAFrwB+gAiwUiScRb+GZTM6s4ZmK1t3jPHEY8A900I4dR9SBS4iqv+p+5PnFDasg2uyzi1iMVtyXYeIPjZ7bOT0r+IobNhfX7fw/FS0pKSn57/kLS0XeSv7xDE4AAAAASUVORK5CYII=) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur217398 0.4s linear infinite forwards;
}