@keyframes rwdcur234101 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABrElEQVRYhcWXMUsDMRTH/6mOLuIibiq4+A1qB0FKP4MOToVy9wEK1yldKnSWk0InB/0MR9ejW8cOFuzSpaOKexw0R7hLcknuUv9QCNfcez/yXl7/Bf5ZxEfQsNVhABCnCeHrvOI0IV4AwlaHXT48AQCWUQC+zmsZBYjThNQKICY30TIK0KgTwDSpKK8lKAPRlqDXbEubBwAm85n0PZcS7Os2PL5O5V/cdpkKwlalPfD1tip8VIrThIg1ztdbFC+B9gRkGtCxsgQcIowCll/L9gHQl0CmEe0DFNoS8OD5tUxO13BE+9omtZERwICOsV5tvUBoj4cnmMxnpNdss+7dPc4ujgtwVW6E1Ys+IPZsNi8262Hj45uenpzj8Ogge35zfYXP9y1dbNZDrwA+IKwB6oaoNE7LekJsYlUM60Ek6i9wAYIPqxHt/z7QDK7KfmAyn5Hpy7N0TpioFkOigtgZgAhhq6wHbJysTL1mm5keewFAdDJhFChdTRgFrOzXzVbExUapIFxsnNE11Pl7kyQ6EcDeydom0QLUWQIX7fyPSQHAxcnWCZAFqzoHXPUDsk4RDrdn96cAAAAASUVORK5CYII=) 15 15, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur234101 1s linear infinite forwards;
}