@keyframes rwdcur24315 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 5 6, auto;}
50%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 0 0, auto;}
}
div.testarea{
animation:rwdcur24315 0.33333333333333s linear infinite forwards;
}
